diff --git a/.github/CODEOWNERS b/.github/CODEOWNERS index 56a232e101da..cceccb784c09 100644 --- a/.github/CODEOWNERS +++ b/.github/CODEOWNERS @@ -2,6 +2,10 @@ packages/app/ @Hona @Brendonovich packages/desktop/ @Hona @Brendonovich +# GUI plugin SDK +# changes here must be meticulous - pls chat first :) +packages/plugin/src/gui/ @Hona + # CI and releases. Release jobs that hold secrets run only .github/workflows/release.yml and .github/release/, # which makes this path the release security boundary. /.github/ @anomalyco/releasers diff --git a/.github/release/sign-desktop-macos.sh b/.github/release/sign-desktop-macos.sh index 143f25ac90fd..b49f933f7829 100755 --- a/.github/release/sign-desktop-macos.sh +++ b/.github/release/sign-desktop-macos.sh @@ -3,7 +3,7 @@ # notarizes them in one submission, staples them, and only then builds opencode-desktop-mac-.{zip,dmg,app.tar.gz} # from the stapled apps. Dry runs sign ad-hoc and skip notarization. Dev and beta trade larger files for faster # packaging (zip and dmg at zlib level 1) and skip the .app.tar.gz, which only the retired Tauri updater feed read. -# Notarization reads APPLE_API_KEY_CONTENT, APPLE_API_KEY_ID and APPLE_API_ISSUER. +# Notarization reads APPLE_NOTARY_KEY (the .p8 contents), APPLE_NOTARY_KEY_ID and APPLE_NOTARY_ISSUER_ID. # shellcheck source-path=SCRIPTDIR # shellcheck source=lib.sh . "$(dirname "$0")/lib.sh" @@ -62,9 +62,9 @@ done if ! dry_run; then key=$(mktemp) - printf '%s\n' "$APPLE_API_KEY_CONTENT" > "$key" + printf '%s\n' "$APPLE_NOTARY_KEY" > "$key" ditto -c -k --sequesterRsrc "$apps" "$apps.zip" - xcrun notarytool submit "$apps.zip" --key "$key" --key-id "$APPLE_API_KEY_ID" --issuer "$APPLE_API_ISSUER" \ + xcrun notarytool submit "$apps.zip" --key "$key" --key-id "$APPLE_NOTARY_KEY_ID" --issuer "$APPLE_NOTARY_ISSUER_ID" \ --wait --timeout 60m --output-format json > "$apps.json" rm -f "$key" cat "$apps.json" diff --git a/.oxlintrc.json b/.oxlintrc.json index d08433280dcb..15be223953eb 100644 --- a/.oxlintrc.json +++ b/.oxlintrc.json @@ -145,6 +145,33 @@ } ] } + }, + { + "files": ["packages/codemode/src/interpreter/**", "packages/codemode/src/stdlib/**"], + "rules": { + "no-restricted-imports": [ + "error", + { + "paths": [ + { + "name": "effect", + "allowTypeImports": true, + "message": "The evaluator and built-ins are plain generators driven by the job queue in runner.ts. Start host work with runner.host or block on it with runner.blocking; only runner.ts, execute.ts, and extensions.ts run Effects." + } + ] + } + ] + } + }, + { + "files": [ + "packages/codemode/src/interpreter/runner.ts", + "packages/codemode/src/interpreter/execute.ts", + "packages/codemode/src/interpreter/extensions.ts" + ], + "rules": { + "no-restricted-imports": "off" + } } ], "ignorePatterns": [ diff --git a/AGENTS.md b/AGENTS.md index 3c3784fe5900..98e5fa179e67 100644 --- a/AGENTS.md +++ b/AGENTS.md @@ -44,6 +44,12 @@ identity facts when merging or refactoring: - The script discovers the server with `shuvcode service status`, injects its private local credential from `shuvcode service get password`, and uses the `dev` TUI storage channel so tabs and other client-local state match the installed client. - Prefer `dev:live` over plain `bun run dev` for this workflow. An implicit managed-service connection may replace the live server when the worktree client version differs; explicit `--server` warns and continues without replacing it. +## Live Desktop Diagnostics + +- When attaching Playwright to a running desktop app, use `chromium.connectOverCDP(endpoint, { noDefaults: true })`. +- Without `noDefaults`, Playwright applies light-mode media emulation during attachment. An app following the system theme then flashes light until the connection closes. The option also preserves the existing focus and other media preferences. +- Do not emulate a color scheme or reduced-motion preference on the user's live window unless explicitly requested; use an isolated test context for those scenarios. + ## V2 TUI Stories - When a user asks for a TUI story, add a fixture-driven story under `packages/tui/src/feature-plugins/system/storybook` and register it in `index.tsx`. @@ -202,6 +208,17 @@ const table = sqliteTable("session", { }) ``` +### Experimental API + +- An experimental endpoint lives at `/api/experimental//...`, its OpenAPI identifier is `experimental..`, and it lands in the SDK as `client.experimental..`. Its description says "Experimental: may change without compatibility guarantees." +- `packages/protocol/test/experimental-identifiers.test.ts` enforces the path and identifier match in both directions; the SDK namespace follows from the path. +- An experimental field or parameter on a stable endpoint goes under an `experimental` key (`experimental.`), the same way config does (`config.experimental.*`). +- New endpoints and new default behaviors start experimental. +- To graduate one, move the route out of `/api/experimental`, drop the `experimental.` prefix, and note it in `CHANGELOG.md`. +- Experimental HTTP routes change without aliases: rename or remove the route, then update the callers. +- A breaking move of shipped SDK or plugin API (including moving it under `experimental`) keeps the old path and type names as deprecated aliases of the new ones until the next minor, each marked `@deprecated` with the replacement and "Removed in the next minor". Generated SDK moves get them from the codegen (`compile(..., { aliases: true })` in `packages/client/script/generate.ts`), not by hand. +- Experimental plugin hooks are named `experimental.*` (`experimental.ws.handshake`). + ## Testing - Avoid mocks as much as possible, you shouldn't be using globalThis.\* at all unless it's the only option. diff --git a/CHANGELOG.md b/CHANGELOG.md index 227a8bd87250..c8d1957d88e7 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -2,6 +2,99 @@ Release notes for OpenCode V2, newest first. +## v2.2.1 — 2026-10-29 + +### Highlights + +- **Keep Working Toward a Goal**: Run `/goal ` in the TUI or Desktop to let the session continue until a reviewer confirms the objective is met. Use `/goal pause`, `/goal resume`, or `/goal clear` to control it. ([#59437](https://github.com/anomalyco/opencode/pull/59437)) +- **Generate Images**: Enable `experimental.image_generate` to let agents create or edit images with the new `image_generate` tool. You can optionally set its default model with `experimental.image_generate.model`. ([#59939](https://github.com/anomalyco/opencode/pull/59939), [#60096](https://github.com/anomalyco/opencode/pull/60096)) +- **Inspect Background Shells**: Click a running shell in the Desktop activity pill to see its live output and stop it without leaving the menu. ([#59496](https://github.com/anomalyco/opencode/pull/59496)) +- **New Default Model Picker**: Search favorites, recent models, providers, and variants from the redesigned model picker, which is now the default in Desktop. ([#59997](https://github.com/anomalyco/opencode/pull/59997)) + +### Breaking changes + +#### `@opencode/ai` provider removals and renames + +These changes affect code that imports `@opencode/ai` directly. They don't change the CLI, Desktop, or the HTTP API. + +- The fal, Black Forest Labs, Replicate, and Stability providers are removed, along with their `./providers/fal`, `./providers/black-forest-labs`, `./providers/replicate`, and `./providers/stability` entry points. ([#59977](https://github.com/anomalyco/opencode/pull/59977)) +- Five legacy entry points are removed. Import the nested paths instead, which 2.2.0 already exports: `./providers/amazon-bedrock-mantle` → `./providers/amazon-bedrock/mantle`, and `./providers/google-vertex-chat`, `-interactions`, `-mistral`, and `-responses` → `./providers/google-vertex/chat`, `/interactions`, `/mistral`, and `/responses`. ([#59506](https://github.com/anomalyco/opencode/pull/59506)) +- Each provider's `configure()` input type is now named `Config`, for example `Groq.LanguageModelOptions` → `Groq.Config`, and `model()` settings are optional when every setting is optional. ([#59765](https://github.com/anomalyco/opencode/pull/59765)) + +### Core + +#### Improvements + +- Add `/goal ` with pause, resume, and clear controls, plus automatic progress review until the objective is met. ([#59437](https://github.com/anomalyco/opencode/pull/59437)) +- Add opt-in scheduled prompts through `/schedule`, agent tools, and `experimental.schedules`. ([#59401](https://github.com/anomalyco/opencode/pull/59401), [#59457](https://github.com/anomalyco/opencode/pull/59457)) +- Add the opt-in `image_generate` tool for background image creation and editing, with automatic or configured model selection. ([#59939](https://github.com/anomalyco/opencode/pull/59939), [#60096](https://github.com/anomalyco/opencode/pull/60096)) +- Offer GPT Image 2 after Codex sign-in and add MiniMax and Meta Muse image generation support. ([#60085](https://github.com/anomalyco/opencode/pull/60085), [#59929](https://github.com/anomalyco/opencode/pull/59929), [#60081](https://github.com/anomalyco/opencode/pull/60081)) +- Add Responses API support for OpenRouter, DigitalOcean, and Venice, including freeform tools. ([#59991](https://github.com/anomalyco/opencode/pull/59991), [#59963](https://github.com/anomalyco/opencode/pull/59963)) +- Improve snapshot performance by coalescing captures and avoiding repeated ignore-file work. ([#59419](https://github.com/anomalyco/opencode/pull/59419)) + +#### Bug fixes + +- Preserve more context headroom when fitting tool output into the context window. ([#59934](https://github.com/anomalyco/opencode/pull/59934)) +- Retry provider throttling correctly instead of reporting it as context overflow. ([#59649](https://github.com/anomalyco/opencode/pull/59649)) +- Send image-edit references and image sizes in the formats expected by OpenRouter, Google, and Vercel Grok. ([#60067](https://github.com/anomalyco/opencode/pull/60067), [#59927](https://github.com/anomalyco/opencode/pull/59927)) +- Keep credential metadata and prompt-cache settings out of model settings and variants. ([#60057](https://github.com/anomalyco/opencode/pull/60057), [#59500](https://github.com/anomalyco/opencode/pull/59500)) +- Keep Git snapshots working in repositories that use a split index. ([#59417](https://github.com/anomalyco/opencode/pull/59417)) +- Expose Console web search only when the workspace enables it. ([#59592](https://github.com/anomalyco/opencode/pull/59592)) +- Improve Code Mode diagnostics for parse errors, stalled awaits, and promise-like search results. ([#59834](https://github.com/anomalyco/opencode/pull/59834), [#59749](https://github.com/anomalyco/opencode/pull/59749), [#59981](https://github.com/anomalyco/opencode/pull/59981)) + +### TUI + +#### Improvements + +- Show `/goal` status below the prompt and provide a dialog for pausing, resuming, or clearing it. ([#59437](https://github.com/anomalyco/opencode/pull/59437)) + +#### Bug fixes + +- Show execution failures that occur before the first model step. ([#60079](https://github.com/anomalyco/opencode/pull/60079)) +- Keep the activity spinner visible while a continued subagent runs. ([#59950](https://github.com/anomalyco/opencode/pull/59950)) +- Send pasted image and PDF paths correctly when connected to a local server. ([#59833](https://github.com/anomalyco/opencode/pull/59833)) +- Improve spacing in an empty `/usage` dialog. Thanks [@Tarquinen](https://github.com/Tarquinen). ([#59918](https://github.com/anomalyco/opencode/pull/59918)) + +### Desktop + +#### Improvements + +- Add `/reload` to reload configuration without restarting. ([#59887](https://github.com/anomalyco/opencode/pull/59887)) +- Make the redesigned searchable model picker the default, with dedicated Favorites and Recent sections and keyboard-accessible provider controls. ([#59997](https://github.com/anomalyco/opencode/pull/59997)) +- Show live output and a Stop action when you select a background shell from the activity pill. ([#59496](https://github.com/anomalyco/opencode/pull/59496)) +- Show `/goal` state and actions in a composer pill. ([#59437](https://github.com/anomalyco/opencode/pull/59437)) +- Redesign the integrations dialog and always include OpenCode free models in the model picker. ([#59976](https://github.com/anomalyco/opencode/pull/59976), [#60047](https://github.com/anomalyco/opencode/pull/60047)) +- Add project, worktree, open-in-app, and terminal actions to the session location menu. ([#59607](https://github.com/anomalyco/opencode/pull/59607)) +- Refine project and worktree selection, command search, prompt-history focus, composer model labels, and artifact preview controls. ([#59397](https://github.com/anomalyco/opencode/pull/59397), [#59604](https://github.com/anomalyco/opencode/pull/59604), [#59626](https://github.com/anomalyco/opencode/pull/59626), [#59735](https://github.com/anomalyco/opencode/pull/59735), [#59657](https://github.com/anomalyco/opencode/pull/59657)) +- Highlight quoted timeline content while you write its first comment. ([#59286](https://github.com/anomalyco/opencode/pull/59286)) +- Keep draft attachment bytes local when using experimental media URIs. ([#59104](https://github.com/anomalyco/opencode/pull/59104)) + +#### Bug fixes + +- Follow each plugin server’s configured endpoint when connecting to its event stream. ([#60087](https://github.com/anomalyco/opencode/pull/60087)) +- Treat the reachable scroll boundary as the end when Desktop zoom is active. ([#60034](https://github.com/anomalyco/opencode/pull/60034)) +- Prevent shell text from showing through copy buttons and avoid restyling the transcript when closing a side panel. ([#59901](https://github.com/anomalyco/opencode/pull/59901), [#59878](https://github.com/anomalyco/opencode/pull/59878)) +- Keep rendering malformed tool metadata instead of crashing the timeline. ([#59736](https://github.com/anomalyco/opencode/pull/59736)) +- Make dropdowns open immediately and keep the new-session location shortcut working after tooltip interactions. ([#59268](https://github.com/anomalyco/opencode/pull/59268), [#59680](https://github.com/anomalyco/opencode/pull/59680)) +- Remove edge halos from macOS application icons. ([#59900](https://github.com/anomalyco/opencode/pull/59900)) + +### SDK + +#### Improvements + +- Add `client.experimental.schedule.{create,list,get,pause,resume,delete}` for managing scheduled prompts. ([#59457](https://github.com/anomalyco/opencode/pull/59457)) +- Group experimental generated-client methods under `client.experimental`; previous locations remain as deprecated aliases until the next minor release. ([#59072](https://github.com/anomalyco/opencode/pull/59072)) +- Expose compaction through the Promise AI client. ([#59987](https://github.com/anomalyco/opencode/pull/59987)) +- Add freeform tool support and Responses routes for OpenRouter, DigitalOcean, and Venice. ([#59963](https://github.com/anomalyco/opencode/pull/59963), [#59991](https://github.com/anomalyco/opencode/pull/59991)) + +### Extensions + +#### Improvements + +- Add the experimental `experimental.idle` Session hook so plugins can continue work before a session goes idle. ([#59437](https://github.com/anomalyco/opencode/pull/59437)) +- Let Code Mode extension globals return Effects and declare required services. ([#59948](https://github.com/anomalyco/opencode/pull/59948)) +- Add custom composer-pill popovers for GUI plugins. ([#59437](https://github.com/anomalyco/opencode/pull/59437)) + ## v2.2.0 — 2026-10-27 ### Highlights diff --git a/bun.lock b/bun.lock index dcd83c16e824..7bfa22390cc2 100644 --- a/bun.lock +++ b/bun.lock @@ -5,14 +5,11 @@ "": { "name": "opencode", "dependencies": { - "@aws-sdk/client-s3": "3.933.0", "@opencode/plugin": "workspace:*", "@opencode/script": "workspace:*", - "heap-snapshot-toolkit": "1.1.3", "typescript": "catalog:", }, "devDependencies": { - "@actions/artifact": "5.0.1", "@ast-grep/cli": "0.44.0", "@opencode/client": "workspace:*", "@oxlint/plugins": "1.60.0", @@ -20,12 +17,10 @@ "@types/bun": "catalog:", "@types/mime-types": "3.0.1", "@types/react": "19.2.17", - "@types/react-dom": "19.2.3", "@typescript/native": "catalog:", "glob": "13.0.5", "husky": "9.1.7", "oxlint": "1.60.0", - "oxlint-tsgolint": "0.21.0", "prettier": "3.6.2", "semver": "^7.6.0", "sst": "catalog:", @@ -34,7 +29,7 @@ }, "packages/ai": { "name": "@opencode/ai", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@aws-sdk/credential-providers": "3.1057.0", "@opencode/schema": "workspace:*", @@ -71,7 +66,7 @@ }, "packages/app": { "name": "@opencode/app", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@corvu/drawer": "catalog:", "@dnd-kit/abstract": "0.5.0", @@ -94,7 +89,6 @@ "@solid-primitives/keyed": "1.5.3", "@solid-primitives/media": "catalog:", "@solid-primitives/resize-observer": "catalog:", - "@solid-primitives/scheduled": "1.5.3", "@solid-primitives/storage": "catalog:", "@solidjs/meta": "catalog:", "@solidjs/router": "catalog:", @@ -119,7 +113,7 @@ "knobs": "npm:@kitlangton/knobs@0.4.0-next.22", "tailwindcss": "4.3.3", "tw-animate-css": "1.4.0", - "vite": "8.2.2", + "vite": "8.2.4", "vite-plugin-pwa": "1.3.0", "vite-plugin-solid": "2.11.14", }, @@ -141,7 +135,7 @@ }, "packages/cli": { "name": "shuvcode", - "version": "2.2.0-shuv.1", + "version": "2.2.1-shuv.1", "bin": { "shuvcode": "./bin/shuvcode.mjs", }, @@ -207,7 +201,7 @@ }, "packages/client": { "name": "@opencode/client", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@opencode/protocol": "workspace:*", "@opencode/schema": "workspace:*", @@ -233,7 +227,7 @@ }, "packages/codemode": { "name": "@opencode/codemode", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "acorn": "8.15.0", "effect": "catalog:", @@ -246,9 +240,8 @@ }, "packages/console/app": { "name": "@opencode/console-app", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { - "@cloudflare/vite-plugin": "1.15.2", "@ibm/plex": "6.4.1", "@kobalte/core": "catalog:", "@opencode/console-resource": "workspace:*", @@ -260,7 +253,6 @@ "nitro": "3.0.1-alpha.1", "number-flow": "0.6.2", "solid-js": "catalog:", - "solid-list": "0.3.0", "vite": "catalog:", "zod": "catalog:", }, @@ -286,13 +278,10 @@ }, "packages/core": { "name": "@opencode/core", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { - "@ai-sdk/cohere": "3.0.27", - "@ai-sdk/perplexity": "3.0.26", - "@ai-sdk/provider": "3.0.8", - "@ai-sdk/provider-utils": "4.0.23", - "@ai-sdk/vercel": "2.0.39", + "@ai-sdk/provider": "3.0.19", + "@ai-sdk/provider-utils": "4.0.62", "@ff-labs/fff-bun": "0.10.5", "@ff-labs/fff-node": "0.10.5", "@lydell/node-pty": "catalog:", @@ -356,7 +345,7 @@ }, "packages/desktop": { "name": "@opencode/desktop", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@zip.js/zip.js": "2.7.62", "electron-context-menu": "5.0.0", @@ -391,7 +380,7 @@ "magic-string": "0.30.21", "solid-js": "catalog:", "typescript": "catalog:", - "vite": "8.2.2", + "vite": "8.2.4", }, "optionalDependencies": { "@lydell/node-pty-darwin-arm64": "1.2.0-beta.12", @@ -404,7 +393,7 @@ }, "packages/function": { "name": "@opencode/function", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@octokit/auth-app": "8.0.1", "@octokit/rest": "catalog:", @@ -438,7 +427,7 @@ }, "packages/gui-plugins": { "name": "@opencode/gui-plugins", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@betteroffice/docx": "0.4.3", "@betteroffice/fonts": "0.4.0", @@ -458,7 +447,6 @@ "@opencode/util": "workspace:*", "@pierre/trees": "1.0.0-beta.6", "@solid-primitives/event-listener": "catalog:", - "@solid-primitives/keyed": "1.5.3", "@solid-primitives/media": "catalog:", "@solid-primitives/resize-observer": "catalog:", "@solid-primitives/scheduled": "1.5.3", @@ -468,7 +456,6 @@ "fuzzysort": "catalog:", "ghostty-web": "github:anomalyco/ghostty-web#e91e38a9ceb13c566ddfa15185a9393849f712a9", "knobs": "npm:@kitlangton/knobs@0.4.0-next.22", - "remeda": "catalog:", "solid-js": "catalog:", }, "devDependencies": { @@ -487,7 +474,7 @@ }, "packages/http-recorder": { "name": "@opencode/http-recorder", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@effect/platform-node-shared": "catalog:", }, @@ -506,7 +493,7 @@ }, "packages/httpapi-codegen": { "name": "@opencode/httpapi-codegen", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "effect": "catalog:", "prettier": "3.6.2", @@ -519,7 +506,7 @@ }, "packages/latex": { "name": "@opencode/latex", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@opencode/plugin": "workspace:*", "@opentui/core": "catalog:", @@ -533,7 +520,7 @@ }, "packages/merman": { "name": "@opencode/merman", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@opencode/plugin": "workspace:*", "@opentui/core": "catalog:", @@ -548,7 +535,7 @@ }, "packages/patchmark": { "name": "@opencode/patchmark", - "version": "2.2.0", + "version": "2.2.1", "devDependencies": { "@tsconfig/bun": "catalog:", "@types/bun": "catalog:", @@ -561,7 +548,7 @@ }, "packages/plugin": { "name": "@opencode/plugin", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@ai-sdk/provider": "3.0.8", "@opencode/ai": "workspace:*", @@ -576,7 +563,6 @@ "@opentui/core": "catalog:", "@opentui/solid": "catalog:", "@tsconfig/bun": "catalog:", - "@tsconfig/node22": "catalog:", "@types/bun": "catalog:", "@types/node": "catalog:", "@typescript/native": "catalog:", @@ -607,7 +593,7 @@ }, "packages/plugin-browser": { "name": "@opencode/plugin-browser", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@opencode/plugin": "workspace:*", "@opencode/schema": "workspace:*", @@ -622,7 +608,7 @@ }, "packages/plugins/figma": { "name": "@opencode/plugin-figma", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "gray-matter": "4.0.3", }, @@ -640,7 +626,7 @@ "dependencies": { "@astrojs/mdx": "7.0.5", "@fontsource/commit-mono": "5.3.0", - "astro": "7.1.3", + "astro": "catalog:", }, "devDependencies": { "@astrojs/check": "0.9.6", @@ -652,7 +638,7 @@ }, "packages/protocol": { "name": "@opencode/protocol", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@opencode/schema": "workspace:*", "effect": "catalog:", @@ -682,7 +668,7 @@ }, "packages/schema": { "name": "@opencode/schema", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@standard-schema/spec": "catalog:", "effect": "catalog:", @@ -707,7 +693,7 @@ }, "packages/sdk": { "name": "@opencode/sdk", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@opencode/client": "workspace:*", "@opencode/core": "workspace:*", @@ -728,7 +714,7 @@ }, "packages/server": { "name": "@opencode/server", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@effect/platform-node": "catalog:", "@effect/platform-node-shared": "catalog:", @@ -751,7 +737,7 @@ }, "packages/session-ui": { "name": "@opencode/session-ui", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@kitlangton/solid-motion": "0.2.2", "@kobalte/core": "catalog:", @@ -764,9 +750,8 @@ "@solid-primitives/event-listener": "catalog:", "@solid-primitives/media": "catalog:", "@solid-primitives/resize-observer": "catalog:", - "@solidjs/meta": "catalog:", "diff": "catalog:", - "dompurify": "3.4.14", + "dompurify": "3.4.17", "effect": "catalog:", "marked": "catalog:", "pele": "1.7.0", @@ -784,7 +769,7 @@ }, "packages/simulation": { "name": "@opencode/simulation", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@opencode/ai": "workspace:*", "@opencode/core": "workspace:*", @@ -804,7 +789,7 @@ }, "packages/stats/app": { "name": "@opencode/stats-app", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@ibm/plex": "6.4.1", "@kobalte/core": "catalog:", @@ -822,7 +807,6 @@ "vite": "catalog:", }, "devDependencies": { - "@cloudflare/workers-types": "catalog:", "@types/bun": "catalog:", "@types/d3-scale": "4.0.9", "@typescript/native": "catalog:", @@ -831,7 +815,7 @@ }, "packages/stats/core": { "name": "@opencode/stats-core", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@planetscale/database": "1.19.0", "drizzle-orm": "catalog:", @@ -849,7 +833,7 @@ }, "packages/stats/server": { "name": "@opencode/stats-server", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@effect/platform-node": "catalog:", "@opencode/stats-core": "workspace:*", @@ -878,13 +862,13 @@ "@types/node": "catalog:", "solid-js": "catalog:", "typescript": "catalog:", - "vite": "7.3.6", + "vite": "7.3.7", "vite-plugin-solid": "2.11.12", }, }, "packages/theme": { "name": "@opencode/theme", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@opentui/core": "catalog:", "effect": "catalog:", @@ -898,7 +882,7 @@ }, "packages/tui": { "name": "@opencode/tui", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@opencode/client": "workspace:*", "@opencode/core": "workspace:*", @@ -934,7 +918,7 @@ }, "packages/ui": { "name": "@opencode/ui", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@kitlangton/solid-motion": "0.2.2", "@kobalte/core": "catalog:", @@ -944,7 +928,7 @@ "@solid-primitives/event-listener": "catalog:", "@solid-primitives/resize-observer": "catalog:", "fuzzysort": "catalog:", - "katex": "0.16.47", + "katex": "0.18.11", "knobs": "npm:@kitlangton/knobs@0.4.0-next.22", "marked": "catalog:", "solid-list": "catalog:", @@ -969,7 +953,7 @@ }, "packages/util": { "name": "@opencode/util", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "@effect/opentelemetry": "catalog:", "@effect/platform-node": "catalog:", @@ -1008,17 +992,16 @@ }, "packages/web": { "name": "@opencode/web", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { - "@astrojs/cloudflare": "12.6.3", - "@astrojs/markdown-remark": "6.3.1", - "@astrojs/solid-js": "5.1.0", - "@astrojs/starlight": "0.34.3", + "@astrojs/cloudflare": "14.1.4", + "@astrojs/markdown-remark": "7.3.2", + "@astrojs/solid-js": "7.1.0", + "@astrojs/starlight": "catalog:", "@fontsource/ibm-plex-mono": "5.2.5", - "@shikijs/transformers": "3.20.0", "@solid-primitives/resize-observer": "catalog:", "@types/luxon": "catalog:", - "astro": "5.7.13", + "astro": "catalog:", "diff": "catalog:", "js-base64": "3.7.7", "lang-map": "0.4.0", @@ -1026,14 +1009,13 @@ "marked": "catalog:", "marked-shiki": "catalog:", "rehype-autolink-headings": "7.1.0", - "remeda": "catalog:", "shiki": "catalog:", "solid-js": "catalog:", "toolbeam-docs-theme": "0.4.8", "vscode-languageserver-types": "3.17.5", }, "devDependencies": { - "@astrojs/check": "0.9.6", + "@astrojs/check": "0.9.11", "@types/node": "catalog:", "typescript": "catalog:", }, @@ -1062,7 +1044,7 @@ }, "services/update": { "name": "@opencode/update", - "version": "2.2.0", + "version": "2.2.1", "dependencies": { "jose": "6.0.11", "semver": "catalog:", @@ -1081,12 +1063,12 @@ "name": "@opencode/www", "dependencies": { "@astrojs/mdx": "7.0.5", - "astro": "7.1.3", + "astro": "catalog:", }, "devDependencies": { "@astrojs/check": "0.9.6", "@astrojs/cloudflare": "14.1.4", - "@astrojs/markdown-remark": "7.2.4", + "@astrojs/markdown-remark": "7.3.2", "@types/bun": "catalog:", "pagefind": "1.5.2", "typescript": "catalog:", @@ -1099,6 +1081,7 @@ "esbuild", ], "patchedDependencies": { + "@ai-sdk/openai-compatible@2.0.41": "patches/@ai-sdk%2Fopenai-compatible@2.0.41.patch", "@tanstack/virtual-core@3.17.8": "patches/@tanstack%2Fvirtual-core@3.17.8.patch", "electron-updater@6.8.9": "patches/electron-updater@6.8.9.patch", "pacote@21.5.1": "patches/pacote@21.5.1.patch", @@ -1106,37 +1089,37 @@ "@npmcli/agent@4.0.2": "patches/@npmcli%2Fagent@4.0.2.patch", "@silvia-odwyer/photon-node@0.3.4": "patches/@silvia-odwyer%2Fphoton-node@0.3.4.patch", "@pierre/trees@1.0.0-beta.6": "patches/@pierre%2Ftrees@1.0.0-beta.6.patch", - "solid-js@1.9.15": "patches/solid-js@1.9.15.patch", - "vite@8.2.2": "patches/vite@8.2.2.patch", + "vite@8.2.4": "patches/vite@8.2.4.patch", "@modelcontextprotocol/client@2.3.1": "patches/@modelcontextprotocol%2Fclient@2.3.1.patch", "@opentunnel/client@0.6.1": "patches/@opentunnel%2Fclient@0.6.1.patch", "@ff-labs/fff-bun@0.10.5": "patches/@ff-labs%2Ffff-bun@0.10.5.patch", "app-builder-lib@26.15.7": "patches/app-builder-lib@26.15.7.patch", "@corvu/drawer@0.2.4": "patches/@corvu%2Fdrawer@0.2.4.patch", "@dnd-kit/dom@0.5.0": "patches/@dnd-kit%2Fdom@0.5.0.patch", - "@ai-sdk/openai-compatible@2.0.41": "patches/@ai-sdk%2Fopenai-compatible@2.0.41.patch", + "solid-js@1.9.17": "patches/solid-js@1.9.17.patch", }, "overrides": { + "@astrojs/starlight": "catalog:", "@effect/platform-node-shared": "catalog:", "@opentui/core": "0.7.0", "@opentui/keymap": "0.7.0", "@opentui/solid": "0.7.0", "@types/bun": "catalog:", "@types/node": "catalog:", + "astro": "catalog:", "bun-types": "1.4.4", "effect": "catalog:", "open": "11.0.4", "solid-js": "catalog:", }, "catalog": { + "@astrojs/starlight": "0.41.11", "@cloudflare/workers-types": "4.20251008.0", "@corvu/drawer": "0.2.4", "@effect/opentelemetry": "4.0.1", "@effect/platform-node": "4.0.1", "@effect/platform-node-shared": "4.0.1", "@effect/sql-sqlite-bun": "4.0.1", - "@hono/standard-validator": "0.2.0", - "@hono/zod-validator": "0.4.2", "@kobalte/core": "0.13.13", "@lydell/node-pty": "1.2.0-beta.12", "@npmcli/arborist": "9.4.0", @@ -1167,18 +1150,17 @@ "@types/node": "24.12.2", "@types/semver": "7.7.1", "@typescript/native": "npm:typescript@7.1.0-beta", - "ai": "6.0.168", + "astro": "7.3.8", "cross-spawn": "7.0.6", "diff": "8.0.4", - "dompurify": "3.4.14", + "dompurify": "3.4.17", "drizzle-kit": "1.0.0-rc.5-ab785fc", "drizzle-orm": "1.0.0-rc.5-169397b", "effect": "4.0.1", "fast-check": "4.9.0", "fuzzysort": "3.1.0", "get-east-asian-width": "1.6.0", - "hono": "4.10.7", - "hono-openapi": "1.1.2", + "hono": "4.13.13", "luxon": "3.6.1", "marked": "18.0.11", "marked-shiki": "1.2.1", @@ -1186,44 +1168,25 @@ "remeda": "2.26.0", "semver": "7.7.4", "shiki": "4.4.3", - "solid-js": "1.9.15", + "solid-js": "1.9.17", "solid-list": "0.3.0", "solid-sonner": "0.3.1", "sst": "4.13.1", "string-width": "7.2.0", "tailwindcss": "4.1.11", "typescript": "npm:@typescript/typescript6@6.0.2", - "ulid": "3.0.1", - "vite": "7.3.6", + "vite": "7.3.7", "vite-plugin-solid": "2.11.10", - "zod": "4.1.8", + "zod": "4.6.7", }, "packages": { - "@actions/artifact": ["@actions/artifact@5.0.1", "", { "dependencies": { "@actions/core": "^2.0.0", "@actions/github": "^6.0.1", "@actions/http-client": "^3.0.0", "@azure/storage-blob": "^12.29.1", "@octokit/core": "^5.2.1", "@octokit/plugin-request-log": "^1.0.4", "@octokit/plugin-retry": "^3.0.9", "@octokit/request": "^8.4.1", "@octokit/request-error": "^5.1.1", "@protobuf-ts/plugin": "^2.2.3-alpha.1", "archiver": "^7.0.1", "jwt-decode": "^3.1.2", "unzip-stream": "^0.3.1" } }, "sha512-dHJ5rHduhCKUikKTT9eXeWoUvfKia3IjR1sO/VTAV3DVAL4yMTRnl2iO5mcfiBjySHLwPNezwENAVskKYU5ymw=="], - - "@actions/core": ["@actions/core@2.0.3", "", { "dependencies": { "@actions/exec": "^2.0.0", "@actions/http-client": "^3.0.2" } }, "sha512-Od9Thc3T1mQJYddvVPM4QGiLUewdh+3txmDYHHxoNdkqysR1MbCT+rFOtNUxYAz+7+6RIsqipVahY2GJqGPyxA=="], - - "@actions/exec": ["@actions/exec@2.0.0", "", { "dependencies": { "@actions/io": "^2.0.0" } }, "sha512-k8ngrX2voJ/RIN6r9xB82NVqKpnMRtxDoiO+g3olkIUpQNqjArXrCQceduQZCQj3P3xm32pChRLqRrtXTlqhIw=="], - - "@actions/github": ["@actions/github@6.0.1", "", { "dependencies": { "@actions/http-client": "^2.2.0", "@octokit/core": "^5.0.1", "@octokit/plugin-paginate-rest": "^9.2.2", "@octokit/plugin-rest-endpoint-methods": "^10.4.0", "@octokit/request": "^8.4.1", "@octokit/request-error": "^5.1.1", "undici": "^5.28.5" } }, "sha512-xbZVcaqD4XnQAe35qSQqskb3SqIAfRyLBrHMd/8TuL7hJSz2QtbDwnNM8zWx4zO5l2fnGtseNE3MbEvD7BxVMw=="], - - "@actions/http-client": ["@actions/http-client@3.0.2", "", { "dependencies": { "tunnel": "^0.0.6", "undici": "^6.23.0" } }, "sha512-JP38FYYpyqvUsz+Igqlc/JG6YO9PaKuvqjM3iGvaLqFnJ7TFmcLyy2IDrY0bI0qCQug8E9K+elv5ZNfw62ZJzA=="], - - "@actions/io": ["@actions/io@2.0.0", "", {}, "sha512-Jv33IN09XLO+0HS79aaODsvIRyduiF7NY/F6LYeK5oeUmrsz7aFdRphQjFoESF4jS7lMauDOttKALcpapVDIAg=="], - "@agentclientprotocol/sdk": ["@agentclientprotocol/sdk@1.6.0", "", { "peerDependencies": { "zod": "^3.25.0 || ^4.0.0" } }, "sha512-XxXrmX7aZkDgOB0Rg9cu+ZFyiUUc5lF2n9seO3Gc4OR+MTdfZOwIqF6m3LvsmmM8K3qgPmXkDH8/IFM2u9vdcQ=="], - "@ai-sdk/cohere": ["@ai-sdk/cohere@3.0.27", "", { "dependencies": { "@ai-sdk/provider": "3.0.8", "@ai-sdk/provider-utils": "4.0.21" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-OqcCq2PiFY1dbK/0Ck45KuvE8jfdxRuuAE9Y5w46dAk6U+9vPOeg1CDcmR+ncqmrYrhRl3nmyDttyDahyjCzAw=="], - "@ai-sdk/openai-compatible": ["@ai-sdk/openai-compatible@2.0.41", "", { "dependencies": { "@ai-sdk/provider": "3.0.8", "@ai-sdk/provider-utils": "4.0.23" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-kNAGINk71AlOXx10Dq/PXw4t/9XjdK8uxfpVElRwtSFMdeSiLVt58p9TPx4/FJD+hxZuVhvxYj9r42osxWq79g=="], - "@ai-sdk/perplexity": ["@ai-sdk/perplexity@3.0.26", "", { "dependencies": { "@ai-sdk/provider": "3.0.8", "@ai-sdk/provider-utils": "4.0.21" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-dXzrVsLR5f6tr+U04jq4AXoRroGFBTvODnLgss0SWbzNjGGQg3XqtQ9j7rCLo6o8qbYGuAHvqUrIpUCuiscuFg=="], - - "@ai-sdk/provider": ["@ai-sdk/provider@3.0.8", "", { "dependencies": { "json-schema": "^0.4.0" } }, "sha512-oGMAgGoQdBXbZqNG0Ze56CHjDZ1IDYOwGYxYjO5KLSlz5HiNQ9udIXsPZ61VWaHGZ5XW/jyjmr6t2xz2jGVwbQ=="], + "@ai-sdk/provider": ["@ai-sdk/provider@3.0.19", "", { "dependencies": { "json-schema": "^0.4.0" } }, "sha512-5lWq7zSfRaU5ylDESn3sDQjgGl2AI1vjZKO/6JY3aFW70ct4zcP1kN+ZUYOuTXr28fVsYbyu2YFhddLdIgQFZQ=="], - "@ai-sdk/provider-utils": ["@ai-sdk/provider-utils@4.0.23", "", { "dependencies": { "@ai-sdk/provider": "3.0.8", "@standard-schema/spec": "^1.1.0", "eventsource-parser": "^3.0.6" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-z8GlDaCmRSDlqkMF2f4/RFgWxdarvIbyuk+m6WXT1LYgsnGiXRJGTD2Z1+SDl3LqtFuRtGX1aghYvQLoHL/9pg=="], - - "@ai-sdk/vercel": ["@ai-sdk/vercel@2.0.39", "", { "dependencies": { "@ai-sdk/openai-compatible": "2.0.37", "@ai-sdk/provider": "3.0.8", "@ai-sdk/provider-utils": "4.0.21" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-8eu3ljJpkCTP4ppcyYB+NcBrkcBoSOFthCSgk5VnjaxnDaOJFaxnPwfddM7wx3RwMk2CiK1O61Px/LlqNc7QkQ=="], + "@ai-sdk/provider-utils": ["@ai-sdk/provider-utils@4.0.62", "", { "dependencies": { "@ai-sdk/provider": "3.0.19", "@standard-schema/spec": "^1.1.0", "eventsource-parser": "^3.0.8", "undici": "^6.28.0" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-+FXkZ2e169zASBHP5HAakP0Iai3Eoa8zgh7bnuZExsek3N9HgGt/c7l1Oibdxb79vvsn5Mrg2Sjam80mR6bL8A=="], "@ampproject/remapping": ["@ampproject/remapping@2.3.0", "", { "dependencies": { "@jridgewell/gen-mapping": "^0.3.5", "@jridgewell/trace-mapping": "^0.3.24" } }, "sha512-30iZtAPgz+LTIYoeivqYo853f02jBYSd5uGnGpkFV0M3xOt9aN73erkgYAmZU43x4VfqcnLxW9Kpg3R5LC4YYw=="], @@ -1249,49 +1212,55 @@ "@ast-grep/cli-win32-x64-msvc": ["@ast-grep/cli-win32-x64-msvc@0.44.0", "", { "os": "win32", "cpu": "x64" }, "sha512-OJEo7f95YYaSuS1byUB7ZctbzxoA7/wCoAol+pt6pvfdW/8Wq+L1qU28glwx7dQ0HgTsnPZbWpXQwmZpCBHhZg=="], + "@astrojs/astro2tsx": ["@astrojs/astro2tsx@0.1.3", "", { "dependencies": { "@emnapi/core": "1.11.3", "@napi-rs/wasm-runtime": "1.2.4" } }, "sha512-GMDC7Eo0myBUA/QLBl0u+OcegJ8LiBhccmNZR34KmprQNP8gQUJlWlOOZWUsxNA2rNS6GuPYcGDyLoPnjmn4/Q=="], + "@astrojs/check": ["@astrojs/check@0.9.6", "", { "dependencies": { "@astrojs/language-server": "^2.16.1", "chokidar": "^4.0.1", "kleur": "^4.1.5", "yargs": "^17.7.2" }, "peerDependencies": { "typescript": "^5.0.0" }, "bin": { "astro-check": "bin/astro-check.js" } }, "sha512-jlaEu5SxvSgmfGIFfNgcn5/f+29H61NJzEMfAZ82Xopr4XBchXB1GVlcJsE+elUlsYSbXlptZLX+JMG3b/wZEA=="], "@astrojs/cloudflare": ["@astrojs/cloudflare@14.1.4", "", { "dependencies": { "@astrojs/internal-helpers": "0.10.1", "@astrojs/underscore-redirects": "1.0.3", "@cloudflare/vite-plugin": "^1.39.0", "piccolore": "^0.1.3", "vite": "^8.0.13" }, "peerDependencies": { "astro": "^7.0.0", "wrangler": "^4.83.0" } }, "sha512-Zyo1E/5/dmegmKODbwUzOd67euNd6oKcbllhAwe3uFFprA7mIFNkpF6yBBa78vIkpMNuU13MkBJHCLd+yJSuEA=="], "@astrojs/compiler": ["@astrojs/compiler@2.13.1", "", {}, "sha512-f3FN83d2G/v32ipNClRKgYv30onQlMZX1vCeZMjPsMMPl1mDpmbl0+N5BYo4S/ofzqJyS5hvwacEo0CCVDn/Qg=="], - "@astrojs/compiler-binding": ["@astrojs/compiler-binding@0.3.2", "", { "optionalDependencies": { "@astrojs/compiler-binding-darwin-arm64": "0.3.2", "@astrojs/compiler-binding-darwin-x64": "0.3.2", "@astrojs/compiler-binding-linux-arm64-gnu": "0.3.2", "@astrojs/compiler-binding-linux-arm64-musl": "0.3.2", "@astrojs/compiler-binding-linux-x64-gnu": "0.3.2", "@astrojs/compiler-binding-linux-x64-musl": "0.3.2", "@astrojs/compiler-binding-wasm32-wasi": "0.3.2", "@astrojs/compiler-binding-win32-arm64-msvc": "0.3.2", "@astrojs/compiler-binding-win32-x64-msvc": "0.3.2" } }, "sha512-8w/9CWmYrAJJ8N0SY3O43ws2BgxoW6u3QsD8u2mE140lMYAlwh+tlNoUeSBq22wVheFuiBbR212l6ixZ2IIgCQ=="], + "@astrojs/compiler-binding": ["@astrojs/compiler-binding@0.5.2", "", { "optionalDependencies": { "@astrojs/compiler-binding-android-arm64": "0.5.2", "@astrojs/compiler-binding-darwin-arm64": "0.5.2", "@astrojs/compiler-binding-darwin-x64": "0.5.2", "@astrojs/compiler-binding-linux-arm64-gnu": "0.5.2", "@astrojs/compiler-binding-linux-arm64-musl": "0.5.2", "@astrojs/compiler-binding-linux-x64-gnu": "0.5.2", "@astrojs/compiler-binding-linux-x64-musl": "0.5.2", "@astrojs/compiler-binding-wasm32-wasi": "0.5.2", "@astrojs/compiler-binding-win32-arm64-msvc": "0.5.2", "@astrojs/compiler-binding-win32-x64-msvc": "0.5.2" } }, "sha512-lEn76+0JcMQ5RDXU0wSMWJg2ZppiZvSULpghC29cfv4o9bhvWFDbQjsCtvjjXN9iVLFQ7fL3wTR2L2UU13mP8g=="], - "@astrojs/compiler-binding-darwin-arm64": ["@astrojs/compiler-binding-darwin-arm64@0.3.2", "", { "os": "darwin", "cpu": "arm64" }, "sha512-MM8tn8CSimcfytaOla4b6acN8mKWiL/rlAA1fpT3/Wl7dNGSE4y8FjTN/zJVNnb63CsLWG5zZwCt01TXtDKh9g=="], + "@astrojs/compiler-binding-android-arm64": ["@astrojs/compiler-binding-android-arm64@0.5.2", "", { "os": "android", "cpu": "arm64" }, "sha512-kckIxon6Rm/Bxzh9mGPYpRRqUbToUQoHptCmpMmE+Yt0Xumq8CqrKUidyYhrBsrHVO7bxuRzzWUUqvpf+iYceQ=="], - "@astrojs/compiler-binding-darwin-x64": ["@astrojs/compiler-binding-darwin-x64@0.3.2", "", { "os": "darwin", "cpu": "x64" }, "sha512-2lXOlzf8xb7jLomRsf/aswh61/NnGusynB2OwFkK6k4pmOtpfXMYnG0PLfXrEvxXYj69NdCnmUYXtHDd+JOOag=="], + "@astrojs/compiler-binding-darwin-arm64": ["@astrojs/compiler-binding-darwin-arm64@0.5.2", "", { "os": "darwin", "cpu": "arm64" }, "sha512-1ZG5Ar3dD8HtodX9XH1mRmE0qBXZlvjYXSFfpgFwocqfWnvhFuqtGUNseL8wgfImiRMztIjpQqlogQFQQtgiag=="], - "@astrojs/compiler-binding-linux-arm64-gnu": ["@astrojs/compiler-binding-linux-arm64-gnu@0.3.2", "", { "os": "linux", "cpu": "arm64" }, "sha512-BmU3kWj7qnLrd4vzm49zFEPJ5oFnn1tCT4Vt9hZbqdU5Cmb8GZl7fn6VFsnNfe7B18a2gIFtVzbLINtYl5kBjQ=="], + "@astrojs/compiler-binding-darwin-x64": ["@astrojs/compiler-binding-darwin-x64@0.5.2", "", { "os": "darwin", "cpu": "x64" }, "sha512-+kl35S7hiHJ2cb7eujwEsPFYYuSgE11uEE2Z20lAJ+undpgulMcW+weQqFPOSSZccEKHOiLIY+kQHkb4e4092w=="], - "@astrojs/compiler-binding-linux-arm64-musl": ["@astrojs/compiler-binding-linux-arm64-musl@0.3.2", "", { "os": "linux", "cpu": "arm64" }, "sha512-f0heT9ZZEseSu5bHCeb80eL2DH07ArE6U9xi1WT/PEusNjzPmEr3GJsjG1tRLo5VYUUYX7h3ScaqGmGrMOVGmw=="], + "@astrojs/compiler-binding-linux-arm64-gnu": ["@astrojs/compiler-binding-linux-arm64-gnu@0.5.2", "", { "os": "linux", "cpu": "arm64" }, "sha512-BqlR0EHNQLPLwgL9+xogjsAc7zGf0cHho2CPdhv0P1yqbVMwGVaGAqrANP6VYAXCqSC43AF4Czcxc2n+oqdesg=="], - "@astrojs/compiler-binding-linux-x64-gnu": ["@astrojs/compiler-binding-linux-x64-gnu@0.3.2", "", { "os": "linux", "cpu": "x64" }, "sha512-M8fOUt0itRpqiGyoEA/ij184s8O+hqbCz3+YozRusOOM3osgGljpDThhbKAJjqh82wOo6FioQ4w8PBvU1XMD5Q=="], + "@astrojs/compiler-binding-linux-arm64-musl": ["@astrojs/compiler-binding-linux-arm64-musl@0.5.2", "", { "os": "linux", "cpu": "arm64" }, "sha512-GRGyby3AZWw5d6JQzidyxPyvGgHWsSusrpgKyFVpDTKctABF7L3Pd5V1cRJbV36/rcu+Eh292/wL7pF7MkmGkQ=="], - "@astrojs/compiler-binding-linux-x64-musl": ["@astrojs/compiler-binding-linux-x64-musl@0.3.2", "", { "os": "linux", "cpu": "x64" }, "sha512-/Kebk8sO6HnLeSd691JkaAPfN7CqR9/KEXmWvyNPkaKNGmj8rTZ/lf2uXtnPu92Lan84UrKdIKVPy1fSo2encQ=="], + "@astrojs/compiler-binding-linux-x64-gnu": ["@astrojs/compiler-binding-linux-x64-gnu@0.5.2", "", { "os": "linux", "cpu": "x64" }, "sha512-9XAqGTMQAtIslMsjK3xdyY6OI9d59OZqcLBB6pvD/DcoR0daYswfrKx2azdDERDY4AqAnWPC7odVM1BmxYv3Vw=="], - "@astrojs/compiler-binding-wasm32-wasi": ["@astrojs/compiler-binding-wasm32-wasi@0.3.2", "", { "dependencies": { "@napi-rs/wasm-runtime": "^1.2.0" }, "cpu": "none" }, "sha512-pUA6xbcOSB7DhfzIArB8BCAkFfAIqriiR7zl5zOStd6oU2G0kIKj+GUdGnyXyhfiv881Hffyk5tC0mR18sDjDw=="], + "@astrojs/compiler-binding-linux-x64-musl": ["@astrojs/compiler-binding-linux-x64-musl@0.5.2", "", { "os": "linux", "cpu": "x64" }, "sha512-jOViewGeTh9bSfS8vK72ECxoy2yvmA+Pd/ZcEvBI5c7+7IcfHwZ5qA4L9fRYuOhSrAifvQ2dV4vm1XAtloaWBw=="], - "@astrojs/compiler-binding-win32-arm64-msvc": ["@astrojs/compiler-binding-win32-arm64-msvc@0.3.2", "", { "os": "win32", "cpu": "arm64" }, "sha512-ESruf+6Qkl1trHUFxI6GSf6t52j8yN2kCNSzMWdzt7V/T09tFHrYzrVaJQohb2C9bJUH76pNvX6Zb51+xCQc9Q=="], + "@astrojs/compiler-binding-wasm32-wasi": ["@astrojs/compiler-binding-wasm32-wasi@0.5.2", "", { "dependencies": { "@emnapi/core": "1.11.3", "@emnapi/runtime": "1.11.3", "@napi-rs/wasm-runtime": "^1.2.5" }, "cpu": "none" }, "sha512-Z7p64doar1uvR5C9Xs6j1CV9lGlPVQX7OQ2aAtZ/xKC5aGS6GB13nyc2UfQXTQLvZrvVwsyaflTQy6ziY5Bekw=="], - "@astrojs/compiler-binding-win32-x64-msvc": ["@astrojs/compiler-binding-win32-x64-msvc@0.3.2", "", { "os": "win32", "cpu": "x64" }, "sha512-wzzVrEbOwbsLWOdEbocskjMRx2aZPxJ7ZbmL+jnpBamFwmigm+2M/wzuM6JWncocgYwLic1csSpalBh96kQKXA=="], + "@astrojs/compiler-binding-win32-arm64-msvc": ["@astrojs/compiler-binding-win32-arm64-msvc@0.5.2", "", { "os": "win32", "cpu": "arm64" }, "sha512-Tr13bh+ahTWsjXjzctK7pFpWV+dUU4FtBfETlR7gO+ueex0F+RDch7eRr0YfKysaRhk9tWm14lsCJ5uWyFPNHQ=="], - "@astrojs/compiler-rs": ["@astrojs/compiler-rs@0.3.2", "", { "dependencies": { "@astrojs/compiler-binding": "0.3.2" } }, "sha512-xlx/T7JovIKduu4ucbTQUxQ5+Q8wxkHxhLjnZk3VlJbhbQ9RLvvuDk1p2YYFYFQ5y14dVm3FGGO4isQXa4F+Tg=="], + "@astrojs/compiler-binding-win32-x64-msvc": ["@astrojs/compiler-binding-win32-x64-msvc@0.5.2", "", { "os": "win32", "cpu": "x64" }, "sha512-SfKkI+jOQYLh6wojPvVPV0lFfQnxisweN9B+qCzRvZp7DHAuGif8Y0WcC5PUgN4jb8VKy57LggQDtggR46Du1g=="], + + "@astrojs/compiler-rs": ["@astrojs/compiler-rs@0.5.2", "", { "dependencies": { "@astrojs/compiler-binding": "0.5.2" } }, "sha512-IvwYLB8t1M86rKO4oPdBi9GP4gzXcgrVlNgocjwos1jeeUuEIV8d9Crn1PvYD/5IKteWOxpIHomf7e8iYlkE+Q=="], "@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.10.1", "", { "dependencies": { "@types/hast": "^3.0.4", "@types/mdast": "^4.0.4", "js-yaml": "^4.1.1", "picomatch": "^4.0.4", "retext-smartypants": "^6.2.0", "shiki": "^4.0.2", "smol-toml": "^1.6.0", "unified": "^11.0.5" } }, "sha512-5phcroT/vmOOrYuuAxtkbPixy5hePtlz9i8K4OeDv3dNK6/UQRuXPOSRTxIOBbUY5Sonw2UaxjbuVc43Mcir6Q=="], "@astrojs/language-server": ["@astrojs/language-server@2.16.14", "", { "dependencies": { "@astrojs/compiler": "^2.13.1", "@astrojs/yaml2ts": "^0.2.4", "@jridgewell/sourcemap-codec": "^1.5.5", "@volar/kit": "~2.4.28", "@volar/language-core": "~2.4.28", "@volar/language-server": "~2.4.28", "@volar/language-service": "~2.4.28", "muggle-string": "^0.4.1", "tinyglobby": "^0.2.16", "volar-service-css": "0.0.71", "volar-service-emmet": "0.0.71", "volar-service-html": "0.0.71", "volar-service-prettier": "0.0.71", "volar-service-typescript": "0.0.71", "volar-service-typescript-twoslash-queries": "0.0.71", "volar-service-yaml": "0.0.71", "vscode-html-languageservice": "^5.6.2", "vscode-uri": "^3.1.0" }, "peerDependencies": { "prettier": "^3.0.0", "prettier-plugin-astro": ">=0.11.0" }, "optionalPeers": ["prettier", "prettier-plugin-astro"], "bin": { "astro-ls": "./bin/nodeServer.js" } }, "sha512-YPXkBu6N4d1sT09pvBmIDGZay+1MemV551FSgdEM3aZRDzbkxd2H7Cvf8MsVJLVB1mIEyTf1XbMN/30gp7s46w=="], - "@astrojs/markdown-remark": ["@astrojs/markdown-remark@6.3.1", "", { "dependencies": { "@astrojs/internal-helpers": "0.6.1", "@astrojs/prism": "3.2.0", "github-slugger": "^2.0.0", "hast-util-from-html": "^2.0.3", "hast-util-to-text": "^4.0.2", "import-meta-resolve": "^4.1.0", "js-yaml": "^4.1.0", "mdast-util-definitions": "^6.0.0", "rehype-raw": "^7.0.0", "rehype-stringify": "^10.0.1", "remark-gfm": "^4.0.1", "remark-parse": "^11.0.0", "remark-rehype": "^11.1.1", "remark-smartypants": "^3.0.2", "shiki": "^3.0.0", "smol-toml": "^1.3.1", "unified": "^11.0.5", "unist-util-remove-position": "^5.0.0", "unist-util-visit": "^5.0.0", "unist-util-visit-parents": "^6.0.1", "vfile": "^6.0.3" } }, "sha512-c5F5gGrkczUaTVgmMW9g1YMJGzOtRvjjhw6IfGuxarM6ct09MpwysP10US729dy07gg8y+ofVifezvP3BNsWZg=="], + "@astrojs/markdown-remark": ["@astrojs/markdown-remark@7.3.2", "", { "dependencies": { "@astrojs/internal-helpers": "0.12.0", "@astrojs/prism": "4.0.2", "@mdx-js/mdx": "^3.1.1", "acorn": "^8.16.0", "estree-util-visit": "^2.0.0", "github-slugger": "^2.0.0", "hast-util-from-html": "^2.0.3", "hast-util-to-html": "^9.0.5", "hast-util-to-text": "^4.0.2", "mdast-util-definitions": "^6.0.0", "rehype-raw": "^7.0.0", "rehype-stringify": "^10.0.1", "remark-gfm": "^4.0.1", "remark-parse": "^11.0.0", "remark-rehype": "^11.1.2", "remark-smartypants": "^3.0.2", "source-map": "^0.7.6", "unified": "^11.0.5", "unist-util-remove-position": "^5.0.0", "unist-util-visit": "^5.1.0", "unist-util-visit-parents": "^6.0.2", "vfile": "^6.0.3" } }, "sha512-ubszw8SVEI4OHR5Y+0jTbkmzG8xatrW47iAkQNqH7wUM1bky7DOnr51FGgoUdXt/fmKpUl7sRRX9talmU64Y+g=="], - "@astrojs/markdown-satteri": ["@astrojs/markdown-satteri@0.3.4", "", { "dependencies": { "@astrojs/internal-helpers": "0.10.1", "@astrojs/prism": "4.0.2", "github-slugger": "^2.0.0", "hast-util-from-html": "^2.0.3", "satteri": "^0.9.1" } }, "sha512-6Lvt/bQZEBW+zzdhPblvfZEy5PGEYJaUsUqaCgwHeRPxZJL1gc9I+DRLKWJjjYTWDzVUTzXlMq4WwSK+X34CVw=="], + "@astrojs/markdown-satteri": ["@astrojs/markdown-satteri@0.4.3", "", { "dependencies": { "@astrojs/internal-helpers": "0.12.0", "@astrojs/prism": "4.0.2", "github-slugger": "^2.0.0", "satteri": "^0.10.3" } }, "sha512-PFbEHPnwUlLvpXd7RXrrKM+j12akF4bG+DSuNuoN+3eiwjOwp4HaPi+QQdbkBV7QEYXmzyKca50OJsmGxhNIUA=="], "@astrojs/mdx": ["@astrojs/mdx@7.0.5", "", { "dependencies": { "@astrojs/internal-helpers": "0.10.2", "@astrojs/markdown-remark": "7.2.2", "@mdx-js/mdx": "^3.1.1", "acorn": "^8.16.0", "es-module-lexer": "^2.0.0", "estree-util-visit": "^2.0.0", "hast-util-to-html": "^9.0.5", "piccolore": "^0.1.3", "rehype-raw": "^7.0.0", "remark-gfm": "^4.0.1", "remark-smartypants": "^3.0.2", "source-map": "^0.7.6", "unist-util-visit": "^5.1.0", "vfile": "^6.0.3" }, "peerDependencies": { "@astrojs/markdown-satteri": "^0.3.1", "astro": "^7.0.0" }, "optionalPeers": ["@astrojs/markdown-satteri"] }, "sha512-wEM/HH1RiEntyPVagdiF+yArzfcYLKBB0C1RZspVidKZ97rRMbaqP1Nbl/GR0sJs8zwaceqxRymw8aOKKJRdYw=="], - "@astrojs/prism": ["@astrojs/prism@3.2.0", "", { "dependencies": { "prismjs": "^1.29.0" } }, "sha512-GilTHKGCW6HMq7y3BUv9Ac7GMe/MO9gi9GW62GzKtth0SwukCu/qp2wLiGpEujhY+VVhaG9v7kv/5vFzvf4NYw=="], + "@astrojs/prism": ["@astrojs/prism@4.0.2", "", { "dependencies": { "prismjs": "^1.30.0" } }, "sha512-KTivpmnz6lDsC6o9H4+DNm2SrE/GHzw8cNAvEJwAvUT+eoaEnn/4NtbDNfRRaxaJHdp15gf+tfHAWiXR4wB3BA=="], "@astrojs/sitemap": ["@astrojs/sitemap@3.7.3", "", { "dependencies": { "sitemap": "^9.0.0", "stream-replace-string": "^2.0.0", "zod": "^4.3.6" } }, "sha512-f8euLVsyeAmAkSm/1M2Kb8sL8byQmfgbvBNaHFItCheTj/IpiJYSEWVcqDHZ/yEHxiS7+w87mQkzwZaPHmk5GA=="], - "@astrojs/solid-js": ["@astrojs/solid-js@5.1.0", "", { "dependencies": { "vite": "^6.3.5", "vite-plugin-solid": "^2.11.6" }, "peerDependencies": { "solid-devtools": "^0.30.1", "solid-js": "^1.8.5" }, "optionalPeers": ["solid-devtools"] }, "sha512-VmPHOU9k7m6HHCT2Y1mNzifilUnttlowBM36frGcfj5wERJE9Ci0QtWJbzdf6AlcoIirb7xVw+ByupU011Di9w=="], + "@astrojs/solid-js": ["@astrojs/solid-js@7.1.0", "", { "dependencies": { "vite": "^8.3.4", "vite-plugin-solid": "^2.11.14", "vitefu": "^1.1.3" }, "peerDependencies": { "solid-devtools": "^0.34.5", "solid-js": "^1.9.13" }, "optionalPeers": ["solid-devtools"] }, "sha512-l8iE3Mqd8bdTxKh8VeLfmCPpd8X5BQ/CT+lLaF50f+41auSK9ylJo772sarmuqkONEG5gzFH8/hSHdWopyRMYQ=="], + + "@astrojs/starlight": ["@astrojs/starlight@0.41.11", "", { "dependencies": { "@astrojs/markdown-satteri": "^0.3.5", "@astrojs/mdx": "^7.0.5", "@astrojs/sitemap": "^3.7.3", "@pagefind/default-ui": "^1.3.0", "@types/hast": "^3.0.4", "@types/js-yaml": "^4.0.9", "@types/mdast": "^4.0.4", "astro-expressive-code": "^0.44.0", "bcp-47": "^2.1.0", "hast-util-from-html": "^2.0.3", "hast-util-select": "^6.0.4", "hast-util-to-string": "^3.0.1", "hastscript": "^9.0.1", "i18next": "^26.0.7", "js-yaml": "^4.1.1", "klona": "^2.0.6", "magic-string": "^0.30.21", "mdast-util-directive": "^3.1.0", "mdast-util-to-markdown": "^2.1.2", "mdast-util-to-string": "^4.0.0", "pagefind": "^1.5.2", "rehype": "^13.0.2", "rehype-format": "^5.0.1", "remark-directive": "^4.0.0", "satteri": "^0.9.1", "ultrahtml": "^1.6.0", "unified": "^11.0.5", "unist-util-visit": "^5.1.0", "vfile": "^6.0.3" }, "peerDependencies": { "@astrojs/markdown-remark": "^7.2.0", "astro": "^7.0.2" }, "optionalPeers": ["@astrojs/markdown-remark"] }, "sha512-hM95Mbsl4l60SBwaNQA/HTxpOLGfeB5EfR9qY3kr0SsAVKUspCssjO0RVBsLiPAE6EA5xuORcCoz/Q6DTX+MuQ=="], "@astrojs/telemetry": ["@astrojs/telemetry@3.3.3", "", { "dependencies": { "ci-info": "^4.4.0", "dset": "^3.1.4", "is-docker": "^4.0.0", "package-manager-detector": "^1.6.0" } }, "sha512-C1TLn5sPJr0x4vk56piHWKbnqlEB8BKyte5Y45V02U+D7BGO5eMqZDH5aPjnkXQWJggvmsTXxH03QMZ9NgWLzQ=="], @@ -1301,10 +1270,6 @@ "@aws-crypto/crc32": ["@aws-crypto/crc32@5.2.0", "", { "dependencies": { "@aws-crypto/util": "^5.2.0", "@aws-sdk/types": "^3.222.0", "tslib": "^2.6.2" } }, "sha512-nLbCWqQNgUiwwtFsen1AdzAtvuLRsQS8rYgMuxCrdKf9kOssamGLuPwyTY9wyYblNr9+1XM8v6zoDTPPSIeANg=="], - "@aws-crypto/crc32c": ["@aws-crypto/crc32c@5.2.0", "", { "dependencies": { "@aws-crypto/util": "^5.2.0", "@aws-sdk/types": "^3.222.0", "tslib": "^2.6.2" } }, "sha512-+iWb8qaHLYKrNvGRbiYRHSdKRWhto5XlZUEBwDjYNf+ly5SVYG6zEoYIdxvf5R3zyeP16w4PLBn3rH1xc74Rag=="], - - "@aws-crypto/sha1-browser": ["@aws-crypto/sha1-browser@5.2.0", "", { "dependencies": { "@aws-crypto/supports-web-crypto": "^5.2.0", "@aws-crypto/util": "^5.2.0", "@aws-sdk/types": "^3.222.0", "@aws-sdk/util-locate-window": "^3.0.0", "@smithy/util-utf8": "^2.0.0", "tslib": "^2.6.2" } }, "sha512-OH6lveCFfcDjX4dbAvCFSYUjJZjDr/3XJ3xHtjn3Oj5b9RjojQo8npoLeA/bNwkOkrSQ0wgrHzXk4tDRxGKJeg=="], - "@aws-crypto/sha256-browser": ["@aws-crypto/sha256-browser@5.2.0", "", { "dependencies": { "@aws-crypto/sha256-js": "^5.2.0", "@aws-crypto/supports-web-crypto": "^5.2.0", "@aws-crypto/util": "^5.2.0", "@aws-sdk/types": "^3.222.0", "@aws-sdk/util-locate-window": "^3.0.0", "@smithy/util-utf8": "^2.0.0", "tslib": "^2.6.2" } }, "sha512-AXfN/lGotSQwu6HNcEsIASo7kWXZ5HYWvfOmSNKDsEqC4OashTp8alTmaz+F7TC2L083SFv5RdB+qU3Vs1kZqw=="], "@aws-crypto/sha256-js": ["@aws-crypto/sha256-js@5.2.0", "", { "dependencies": { "@aws-crypto/util": "^5.2.0", "@aws-sdk/types": "^3.222.0", "tslib": "^2.6.2" } }, "sha512-FFQQyu7edu4ufvIZ+OadFpHHOt+eSTBaYaki44c+akjg7qZg9oOQeLlk77F6tSYqjDAFClrHJk9tMf0HdVyOvA=="], @@ -1317,11 +1282,7 @@ "@aws-sdk/client-lambda": ["@aws-sdk/client-lambda@3.1111.0", "", { "dependencies": { "@aws-sdk/core": "^3.977.8", "@aws-sdk/credential-provider-node": "^3.972.80", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/fetch-http-handler": "^5.6.13", "@smithy/node-http-handler": "^4.9.13", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-jG2rB6LY2rx3XT55axgH3C0aIv1egvI0kqPYC6jfghVp82kWssU7R/1dJxXr0PnPLv4wq+WXRyLEmjyKURUjFQ=="], - "@aws-sdk/client-s3": ["@aws-sdk/client-s3@3.933.0", "", { "dependencies": { "@aws-crypto/sha1-browser": "5.2.0", "@aws-crypto/sha256-browser": "5.2.0", "@aws-crypto/sha256-js": "5.2.0", "@aws-sdk/core": "3.932.0", "@aws-sdk/credential-provider-node": "3.933.0", "@aws-sdk/middleware-bucket-endpoint": "3.930.0", "@aws-sdk/middleware-expect-continue": "3.930.0", "@aws-sdk/middleware-flexible-checksums": "3.932.0", "@aws-sdk/middleware-host-header": "3.930.0", "@aws-sdk/middleware-location-constraint": "3.930.0", "@aws-sdk/middleware-logger": "3.930.0", "@aws-sdk/middleware-recursion-detection": "3.933.0", "@aws-sdk/middleware-sdk-s3": "3.932.0", "@aws-sdk/middleware-ssec": "3.930.0", "@aws-sdk/middleware-user-agent": "3.932.0", "@aws-sdk/region-config-resolver": "3.930.0", "@aws-sdk/signature-v4-multi-region": "3.932.0", "@aws-sdk/types": "3.930.0", "@aws-sdk/util-endpoints": "3.930.0", "@aws-sdk/util-user-agent-browser": "3.930.0", "@aws-sdk/util-user-agent-node": "3.932.0", "@smithy/config-resolver": "^4.4.3", "@smithy/core": "^3.18.2", "@smithy/eventstream-serde-browser": "^4.2.5", "@smithy/eventstream-serde-config-resolver": "^4.3.5", "@smithy/eventstream-serde-node": "^4.2.5", "@smithy/fetch-http-handler": "^5.3.6", "@smithy/hash-blob-browser": "^4.2.6", "@smithy/hash-node": "^4.2.5", "@smithy/hash-stream-node": "^4.2.5", "@smithy/invalid-dependency": "^4.2.5", "@smithy/md5-js": "^4.2.5", "@smithy/middleware-content-length": "^4.2.5", "@smithy/middleware-endpoint": "^4.3.9", "@smithy/middleware-retry": "^4.4.9", "@smithy/middleware-serde": "^4.2.5", "@smithy/middleware-stack": "^4.2.5", "@smithy/node-config-provider": "^4.3.5", "@smithy/node-http-handler": "^4.4.5", "@smithy/protocol-http": "^5.3.5", "@smithy/smithy-client": "^4.9.5", "@smithy/types": "^4.9.0", "@smithy/url-parser": "^4.2.5", "@smithy/util-base64": "^4.3.0", "@smithy/util-body-length-browser": "^4.2.0", "@smithy/util-body-length-node": "^4.2.1", "@smithy/util-defaults-mode-browser": "^4.3.8", "@smithy/util-defaults-mode-node": "^4.2.11", "@smithy/util-endpoints": "^3.2.5", "@smithy/util-middleware": "^4.2.5", "@smithy/util-retry": "^4.2.5", "@smithy/util-stream": "^4.5.6", "@smithy/util-utf8": "^4.2.0", "@smithy/util-waiter": "^4.2.5", "tslib": "^2.6.2" } }, "sha512-KxwZvdxdCeWK6o8mpnb+kk7Kgb8V+8AjTwSXUWH1UAD85B0tjdo1cSfE5zoR5fWGol4Ml5RLez12a6LPhsoTqA=="], - - "@aws-sdk/client-sso": ["@aws-sdk/client-sso@3.933.0", "", { "dependencies": { "@aws-crypto/sha256-browser": "5.2.0", "@aws-crypto/sha256-js": "5.2.0", "@aws-sdk/core": "3.932.0", "@aws-sdk/middleware-host-header": "3.930.0", "@aws-sdk/middleware-logger": "3.930.0", "@aws-sdk/middleware-recursion-detection": "3.933.0", "@aws-sdk/middleware-user-agent": "3.932.0", "@aws-sdk/region-config-resolver": "3.930.0", "@aws-sdk/types": "3.930.0", "@aws-sdk/util-endpoints": "3.930.0", "@aws-sdk/util-user-agent-browser": "3.930.0", "@aws-sdk/util-user-agent-node": "3.932.0", "@smithy/config-resolver": "^4.4.3", "@smithy/core": "^3.18.2", "@smithy/fetch-http-handler": "^5.3.6", "@smithy/hash-node": "^4.2.5", "@smithy/invalid-dependency": "^4.2.5", "@smithy/middleware-content-length": "^4.2.5", "@smithy/middleware-endpoint": "^4.3.9", "@smithy/middleware-retry": "^4.4.9", "@smithy/middleware-serde": "^4.2.5", "@smithy/middleware-stack": "^4.2.5", "@smithy/node-config-provider": "^4.3.5", "@smithy/node-http-handler": "^4.4.5", "@smithy/protocol-http": "^5.3.5", "@smithy/smithy-client": "^4.9.5", "@smithy/types": "^4.9.0", "@smithy/url-parser": "^4.2.5", "@smithy/util-base64": "^4.3.0", "@smithy/util-body-length-browser": "^4.2.0", "@smithy/util-body-length-node": "^4.2.1", "@smithy/util-defaults-mode-browser": "^4.3.8", "@smithy/util-defaults-mode-node": "^4.2.11", "@smithy/util-endpoints": "^3.2.5", "@smithy/util-middleware": "^4.2.5", "@smithy/util-retry": "^4.2.5", "@smithy/util-utf8": "^4.2.0", "tslib": "^2.6.2" } }, "sha512-zwGLSiK48z3PzKpQiDMKP85+fpIrPMF1qQOQW9OW7BGj5AuBZIisT2O4VzIgYJeh+t47MLU7VgBQL7muc+MJDg=="], - - "@aws-sdk/core": ["@aws-sdk/core@3.932.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@aws-sdk/xml-builder": "3.930.0", "@smithy/core": "^3.18.2", "@smithy/node-config-provider": "^4.3.5", "@smithy/property-provider": "^4.2.5", "@smithy/protocol-http": "^5.3.5", "@smithy/signature-v4": "^5.3.5", "@smithy/smithy-client": "^4.9.5", "@smithy/types": "^4.9.0", "@smithy/util-base64": "^4.3.0", "@smithy/util-middleware": "^4.2.5", "@smithy/util-utf8": "^4.2.0", "tslib": "^2.6.2" } }, "sha512-AS8gypYQCbNojwgjvZGkJocC2CoEICDx9ZJ15ILsv+MlcCVLtUJSRSx3VzJOUY2EEIaGLRrPNlIqyn/9/fySvA=="], + "@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], "@aws-sdk/credential-provider-cognito-identity": ["@aws-sdk/credential-provider-cognito-identity@3.972.68", "", { "dependencies": { "@aws-sdk/nested-clients": "^3.997.43", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-Fo2RC5hZmEVhnVLMzNjYL6Iu78F4wDuaNtkgzRVU4DlUaFhcXxsnxWBOTH2drxZ59OHSipQ1LndfkCWPxGBJHA=="], @@ -1333,7 +1294,7 @@ "@aws-sdk/credential-provider-login": ["@aws-sdk/credential-provider-login@3.972.76", "", { "dependencies": { "@aws-sdk/core": "^3.977.8", "@aws-sdk/nested-clients": "^3.997.43", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-LVixwOnEJfrrfKHeZjBA8pIMTZjNDq8ak8VpcoWUuCJDrSnBNU8POJksULMgvN089P0MXtQYH2Zs627/MK1K0g=="], - "@aws-sdk/credential-provider-node": ["@aws-sdk/credential-provider-node@3.933.0", "", { "dependencies": { "@aws-sdk/credential-provider-env": "3.932.0", "@aws-sdk/credential-provider-http": "3.932.0", "@aws-sdk/credential-provider-ini": "3.933.0", "@aws-sdk/credential-provider-process": "3.932.0", "@aws-sdk/credential-provider-sso": "3.933.0", "@aws-sdk/credential-provider-web-identity": "3.933.0", "@aws-sdk/types": "3.930.0", "@smithy/credential-provider-imds": "^4.2.5", "@smithy/property-provider": "^4.2.5", "@smithy/shared-ini-file-loader": "^4.4.0", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-L2dE0Y7iMLammQewPKNeEh1z/fdJyYEU+/QsLBD9VEh+SXcN/FIyTi21Isw8wPZN6lMB9PDVtISzBnF8HuSFrw=="], + "@aws-sdk/credential-provider-node": ["@aws-sdk/credential-provider-node@3.972.80", "", { "dependencies": { "@aws-sdk/credential-provider-env": "^3.972.69", "@aws-sdk/credential-provider-http": "^3.972.71", "@aws-sdk/credential-provider-ini": "^3.973.14", "@aws-sdk/credential-provider-process": "^3.972.69", "@aws-sdk/credential-provider-sso": "^3.973.13", "@aws-sdk/credential-provider-web-identity": "^3.972.75", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/credential-provider-imds": "^4.4.16", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-bE2qh8ww4iClO1jHsBXdOE8FUgzDbdxbyorNjSCoPSkQd51k3jODItuPZfuwcLHZqDXsH+bI4AMHhqtuyR7mSg=="], "@aws-sdk/credential-provider-process": ["@aws-sdk/credential-provider-process@3.972.69", "", { "dependencies": { "@aws-sdk/core": "^3.977.8", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-9kpTNdZTrcqXTfhxM7fgl9Z68ek3Fu5oe3Yf+A/pJGibEqpgZxz2tSY7SinmyCIU2PJ+ygY4FPoBBnLpocMtrQ=="], @@ -1343,77 +1304,21 @@ "@aws-sdk/credential-providers": ["@aws-sdk/credential-providers@3.1057.0", "", { "dependencies": { "@aws-sdk/client-cognito-identity": "3.1057.0", "@aws-sdk/core": "^3.974.15", "@aws-sdk/credential-provider-cognito-identity": "^3.972.38", "@aws-sdk/credential-provider-env": "^3.972.41", "@aws-sdk/credential-provider-http": "^3.972.43", "@aws-sdk/credential-provider-ini": "^3.972.46", "@aws-sdk/credential-provider-login": "^3.972.45", "@aws-sdk/credential-provider-node": "^3.972.47", "@aws-sdk/credential-provider-process": "^3.972.41", "@aws-sdk/credential-provider-sso": "^3.972.45", "@aws-sdk/credential-provider-web-identity": "^3.972.45", "@aws-sdk/nested-clients": "^3.997.13", "@aws-sdk/types": "^3.973.9", "@smithy/core": "^3.24.5", "@smithy/credential-provider-imds": "^4.3.6", "@smithy/types": "^4.14.2", "tslib": "^2.6.2" } }, "sha512-rbrEHtz11g0kxsSkYr3fx2HABNNblp4AhB2MgPvJHgYOWfJ2eBviU7Mvoaef0PW8QH6lbZDfJcnM7eKvtvz3sw=="], - "@aws-sdk/middleware-bucket-endpoint": ["@aws-sdk/middleware-bucket-endpoint@3.930.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@aws-sdk/util-arn-parser": "3.893.0", "@smithy/node-config-provider": "^4.3.5", "@smithy/protocol-http": "^5.3.5", "@smithy/types": "^4.9.0", "@smithy/util-config-provider": "^4.2.0", "tslib": "^2.6.2" } }, "sha512-cnCLWeKPYgvV4yRYPFH6pWMdUByvu2cy2BAlfsPpvnm4RaVioztyvxmQj5PmVN5fvWs5w/2d6U7le8X9iye2sA=="], - - "@aws-sdk/middleware-expect-continue": ["@aws-sdk/middleware-expect-continue@3.930.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@smithy/protocol-http": "^5.3.5", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-5HEQ+JU4DrLNWeY27wKg/jeVa8Suy62ivJHOSUf6e6hZdVIMx0h/kXS1fHEQNNiLu2IzSEP/bFXsKBaW7x7s0g=="], - - "@aws-sdk/middleware-flexible-checksums": ["@aws-sdk/middleware-flexible-checksums@3.932.0", "", { "dependencies": { "@aws-crypto/crc32": "5.2.0", "@aws-crypto/crc32c": "5.2.0", "@aws-crypto/util": "5.2.0", "@aws-sdk/core": "3.932.0", "@aws-sdk/types": "3.930.0", "@smithy/is-array-buffer": "^4.2.0", "@smithy/node-config-provider": "^4.3.5", "@smithy/protocol-http": "^5.3.5", "@smithy/types": "^4.9.0", "@smithy/util-middleware": "^4.2.5", "@smithy/util-stream": "^4.5.6", "@smithy/util-utf8": "^4.2.0", "tslib": "^2.6.2" } }, "sha512-hyvRz/XS/0HTHp9/Ld1mKwpOi7bZu5olI42+T112rkCTbt1bewkygzEl4oflY4H7cKMamQusYoL0yBUD/QSEvA=="], - - "@aws-sdk/middleware-host-header": ["@aws-sdk/middleware-host-header@3.930.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@smithy/protocol-http": "^5.3.5", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-x30jmm3TLu7b/b+67nMyoV0NlbnCVT5DI57yDrhXAPCtdgM1KtdLWt45UcHpKOm1JsaIkmYRh2WYu7Anx4MG0g=="], - - "@aws-sdk/middleware-location-constraint": ["@aws-sdk/middleware-location-constraint@3.930.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-QIGNsNUdRICog+LYqmtJ03PLze6h2KCORXUs5td/hAEjVP5DMmubhtrGg1KhWyctACluUH/E/yrD14p4pRXxwA=="], - - "@aws-sdk/middleware-logger": ["@aws-sdk/middleware-logger@3.930.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-vh4JBWzMCBW8wREvAwoSqB2geKsZwSHTa0nSt0OMOLp2PdTYIZDi0ZiVMmpfnjcx9XbS6aSluLv9sKx4RrG46A=="], - - "@aws-sdk/middleware-recursion-detection": ["@aws-sdk/middleware-recursion-detection@3.933.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@aws/lambda-invoke-store": "^0.2.0", "@smithy/protocol-http": "^5.3.5", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-qgrMlkVKzTCAdNw2A05DC2sPBo0KRQ7wk+lbYSRJnWVzcrceJhnmhoZVV5PFv7JtchK7sHVcfm9lcpiyd+XaCA=="], - - "@aws-sdk/middleware-sdk-s3": ["@aws-sdk/middleware-sdk-s3@3.932.0", "", { "dependencies": { "@aws-sdk/core": "3.932.0", "@aws-sdk/types": "3.930.0", "@aws-sdk/util-arn-parser": "3.893.0", "@smithy/core": "^3.18.2", "@smithy/node-config-provider": "^4.3.5", "@smithy/protocol-http": "^5.3.5", "@smithy/signature-v4": "^5.3.5", "@smithy/smithy-client": "^4.9.5", "@smithy/types": "^4.9.0", "@smithy/util-config-provider": "^4.2.0", "@smithy/util-middleware": "^4.2.5", "@smithy/util-stream": "^4.5.6", "@smithy/util-utf8": "^4.2.0", "tslib": "^2.6.2" } }, "sha512-bYMHxqQzseaAP9Z5qLI918z5AtbAnZRRtFi3POb4FLZyreBMgCgBNaPkIhdgywnkqaydTWvbMBX4s9f4gUwlTw=="], - - "@aws-sdk/middleware-ssec": ["@aws-sdk/middleware-ssec@3.930.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-N2/SvodmaDS6h7CWfuapt3oJyn1T2CBz0CsDIiTDv9cSagXAVFjPdm2g4PFJqrNBeqdDIoYBnnta336HmamWHg=="], - - "@aws-sdk/middleware-user-agent": ["@aws-sdk/middleware-user-agent@3.932.0", "", { "dependencies": { "@aws-sdk/core": "3.932.0", "@aws-sdk/types": "3.930.0", "@aws-sdk/util-endpoints": "3.930.0", "@smithy/core": "^3.18.2", "@smithy/protocol-http": "^5.3.5", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-9BGTbJyA/4PTdwQWE9hAFIJGpsYkyEW20WON3i15aDqo5oRZwZmqaVageOD57YYqG8JDJjvcwKyDdR4cc38dvg=="], - "@aws-sdk/nested-clients": ["@aws-sdk/nested-clients@3.997.43", "", { "dependencies": { "@aws-sdk/core": "^3.977.8", "@aws-sdk/signature-v4-multi-region": "^3.996.45", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/fetch-http-handler": "^5.6.13", "@smithy/node-http-handler": "^4.9.13", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-bit+VpqWNyi3wHxFoTsTliNXimCSL2r2OeDTm7ZrG+YsTZ2D7ofDJ6r/t9PVBn80i6/v0X2h9Tgw6QP2MAKfPw=="], - "@aws-sdk/region-config-resolver": ["@aws-sdk/region-config-resolver@3.930.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@smithy/config-resolver": "^4.4.3", "@smithy/node-config-provider": "^4.3.5", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-KL2JZqH6aYeQssu1g1KuWsReupdfOoxD6f1as2VC+rdwYFUu4LfzMsFfXnBvvQWWqQ7rZHWOw1T+o5gJmg7Dzw=="], - - "@aws-sdk/signature-v4-multi-region": ["@aws-sdk/signature-v4-multi-region@3.932.0", "", { "dependencies": { "@aws-sdk/middleware-sdk-s3": "3.932.0", "@aws-sdk/types": "3.930.0", "@smithy/protocol-http": "^5.3.5", "@smithy/signature-v4": "^5.3.5", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-NCIRJvoRc9246RZHIusY1+n/neeG2yGhBGdKhghmrNdM+mLLN6Ii7CKFZjx3DhxtpHMpl1HWLTMhdVrGwP2upw=="], + "@aws-sdk/signature-v4-multi-region": ["@aws-sdk/signature-v4-multi-region@3.996.45", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-bBuyztukzXq6plzFGHAWiQt0QXo+HL8b8lX5cFTzkez/74PtS1c0qPFCIVuHkyoT+miH2qOjAcm1/yoro2ESPA=="], "@aws-sdk/token-providers": ["@aws-sdk/token-providers@3.1111.0", "", { "dependencies": { "@aws-sdk/core": "^3.977.8", "@aws-sdk/nested-clients": "^3.997.43", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-JfljgoVtl+s3Qy21n9a7Z48uCQaOXcN74KJ3TEQfPoB293GrXFSt6HSQJF1sTZ8c/5QedEvd3NjJQMO4u9qa5A=="], - "@aws-sdk/types": ["@aws-sdk/types@3.930.0", "", { "dependencies": { "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-we/vaAgwlEFW7IeftmCLlLMw+6hFs3DzZPJw7lVHbj/5HJ0bz9gndxEsS2lQoeJ1zhiiLqAqvXxmM43s0MBg0A=="], - - "@aws-sdk/util-arn-parser": ["@aws-sdk/util-arn-parser@3.893.0", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-u8H4f2Zsi19DGnwj5FSZzDMhytYF/bCh37vAtBsn3cNDL3YG578X5oc+wSX54pM3tOxS+NY7tvOAo52SW7koUA=="], - - "@aws-sdk/util-endpoints": ["@aws-sdk/util-endpoints@3.930.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@smithy/types": "^4.9.0", "@smithy/url-parser": "^4.2.5", "@smithy/util-endpoints": "^3.2.5", "tslib": "^2.6.2" } }, "sha512-M2oEKBzzNAYr136RRc6uqw3aWlwCxqTP1Lawps9E1d2abRPvl1p1ztQmmXp1Ak4rv8eByIZ+yQyKQ3zPdRG5dw=="], + "@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], "@aws-sdk/util-locate-window": ["@aws-sdk/util-locate-window@3.965.10", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-ycwH6Zd2GhuSqdXX9ihbCjeGTB6xOJs+O3+Jb8/zDG9978XU80qs75dfkPJRMNKe5MvBZPuNeFpd4JZKPoUF4g=="], - "@aws-sdk/util-user-agent-browser": ["@aws-sdk/util-user-agent-browser@3.930.0", "", { "dependencies": { "@aws-sdk/types": "3.930.0", "@smithy/types": "^4.9.0", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-q6lCRm6UAe+e1LguM5E4EqM9brQlDem4XDcQ87NzEvlTW6GzmNCO0w1jS0XgCFXQHjDxjdlNFX+5sRbHijwklg=="], - - "@aws-sdk/util-user-agent-node": ["@aws-sdk/util-user-agent-node@3.932.0", "", { "dependencies": { "@aws-sdk/middleware-user-agent": "3.932.0", "@aws-sdk/types": "3.930.0", "@smithy/node-config-provider": "^4.3.5", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" }, "peerDependencies": { "aws-crt": ">=1.0.0" }, "optionalPeers": ["aws-crt"] }, "sha512-/kC6cscHrZL74TrZtgiIL5jJNbVsw9duGGPurmaVgoCbP7NnxyaSWEurbNV3VPNPhNE3bV3g4Ci+odq+AlsYQg=="], - - "@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.930.0", "", { "dependencies": { "@smithy/types": "^4.9.0", "fast-xml-parser": "5.2.5", "tslib": "^2.6.2" } }, "sha512-YIfkD17GocxdmlUVc3ia52QhcWuRIUJonbF8A2CYfcWNV3HzvAqpcPeC0bYUhkK+8e8YO1ARnLKZQE0TlwzorA=="], + "@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], "@aws/durable-execution-sdk-js": ["@aws/durable-execution-sdk-js@1.0.2", "", { "dependencies": { "@aws-sdk/client-lambda": "^3.943.0" } }, "sha512-KIYBVqV9gArkWdPEDYOjJqLlO+NecmCXOXadNBlOspJTmqztwuiyb6aZc468bYWSGuL4Me/gyTIK97ubkwFNCw=="], - "@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.2.4", "", {}, "sha512-iY8yvjE0y651BixKNPgmv1WrQc+GZ142sb0z4gYnChDDY2YqI4P/jsSopBWrKfAt7LOJAkOXt7rC/hms+WclQQ=="], - - "@azure/abort-controller": ["@azure/abort-controller@2.2.0", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-fNAjWnA/nZ2jz31kxR/AqRaUT8ewHBw/WuBIosK0moMy1C9e5ValbDfFdIxJzVOOYaYkV/b2F1S4H/aHiqfVQg=="], - - "@azure/core-auth": ["@azure/core-auth@1.11.0", "", { "dependencies": { "@azure/abort-controller": "^2.1.2", "@azure/core-util": "^1.13.0", "tslib": "^2.6.2" } }, "sha512-IUZydyTUkDnYdstOW9pFOOUQlBjAepK5teihDE3x6yxsPJs/hsAaaYpeGxdxrgtOiJbBKSjKW7MDk7AEhb4LRg=="], - - "@azure/core-client": ["@azure/core-client@1.11.0", "", { "dependencies": { "@azure/abort-controller": "^2.1.2", "@azure/core-auth": "^1.10.0", "@azure/core-rest-pipeline": "^1.22.0", "@azure/core-tracing": "^1.3.0", "@azure/core-util": "^1.13.0", "@azure/logger": "^1.3.0", "tslib": "^2.6.2" } }, "sha512-JjQWO6akOck45PH/XBrxzsQGAiKrfFl4m5iggJ0ItMIz5omRufOXWpqCPpdjKN3vKDzlSUvFjaMb7Zwf0gvAdA=="], - - "@azure/core-http-compat": ["@azure/core-http-compat@2.5.0", "", { "dependencies": { "@azure/abort-controller": "^2.1.2" }, "peerDependencies": { "@azure/core-client": "^1.10.0", "@azure/core-rest-pipeline": "^1.22.0" } }, "sha512-BoSmXPx2er1Ai+wKlDvj29jIQespCNBwEmKyZVHO2kEFsWbGjAjwMCGzug3DJM5/QYIV3vej0S1zcU5bq9fa8w=="], - - "@azure/core-lro": ["@azure/core-lro@2.7.2", "", { "dependencies": { "@azure/abort-controller": "^2.0.0", "@azure/core-util": "^1.2.0", "@azure/logger": "^1.0.0", "tslib": "^2.6.2" } }, "sha512-0YIpccoX8m/k00O7mDDMdJpbr6mf1yWo2dfmxt5A8XVZVVMz2SSKaEbMCeJRvgQ0IaSlqhjT47p4hVIRRy90xw=="], - - "@azure/core-paging": ["@azure/core-paging@1.7.0", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-7GEAoIsaoBr6KELNRb8nypowCqvk8dnCHFCYg4XD4lOQGY2GqjQg5IhkRjyBFRO18CGSMq05PaNqSOE9GQro3g=="], - - "@azure/core-rest-pipeline": ["@azure/core-rest-pipeline@1.25.0", "", { "dependencies": { "@azure/abort-controller": "^2.1.2", "@azure/core-auth": "^1.10.0", "@azure/core-tracing": "^1.3.0", "@azure/core-util": "^1.13.0", "@azure/logger": "^1.3.0", "@typespec/ts-http-runtime": "^0.3.4", "tslib": "^2.6.2" } }, "sha512-bMs8ekJLjX8wPV+9IPBges1SLPyuDtE9g5gLDWOpxzKcoOFQnpLGkbcT1tdw3FaAmDS1gnPmMmJ6y/T5B96kIA=="], - - "@azure/core-tracing": ["@azure/core-tracing@1.4.0", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-eGwxD0AtncrxeBM4tG8R55Pc3rdX1hNW2WibJAgYpCVA6E93mvvVH+LcssoVjOBrSKWS55yEIHsk0X8ctHmfOQ=="], - - "@azure/core-util": ["@azure/core-util@1.14.0", "", { "dependencies": { "@azure/abort-controller": "^2.1.2", "@typespec/ts-http-runtime": "^0.3.0", "tslib": "^2.6.2" } }, "sha512-9n2pWK61veAuN0V20t9lOuoV4CFMdyAZ1ygZzvBGk/pBBJRib/PjL9PLXa/aI2CcPpyHfqVsxxqLCYl6uZlfDw=="], - - "@azure/core-xml": ["@azure/core-xml@1.6.0", "", { "dependencies": { "fast-xml-parser": "^5.5.9", "tslib": "^2.8.1" } }, "sha512-e7lX/dk//F6Qf7BB6PTY4+p2yuOQtyOeHGyapYHNwqSp2OnYpwQt49A/Nin2XmKBQ69pwagR4k/lQBq8lbHQkA=="], - - "@azure/logger": ["@azure/logger@1.4.0", "", { "dependencies": { "@typespec/ts-http-runtime": "^0.3.0", "tslib": "^2.6.2" } }, "sha512-rbAE25KUfjU/s3XHUdJgceoCP5dEOpMx85J04kF+QMdta73XkuG9JGHHinch+XIoKpBdqljin+KqURpJriSzLA=="], - - "@azure/storage-blob": ["@azure/storage-blob@12.33.0", "", { "dependencies": { "@azure/abort-controller": "^2.1.2", "@azure/core-auth": "^1.9.0", "@azure/core-client": "^1.9.3", "@azure/core-http-compat": "^2.2.0", "@azure/core-lro": "^2.2.0", "@azure/core-paging": "^1.6.2", "@azure/core-rest-pipeline": "^1.19.1", "@azure/core-tracing": "^1.2.0", "@azure/core-util": "^1.11.0", "@azure/core-xml": "^1.4.5", "@azure/logger": "^1.1.4", "@azure/storage-common": "^12.4.1", "events": "^3.0.0", "tslib": "^2.8.1" } }, "sha512-2SX8oP8PyblUcAFZSg39c8Ls+tFjavM6sBeV+qpw33mRzRhI/5hrFJmJ/x0H9xx5l6ECPvgSP8uPxqTeVbHNIA=="], - - "@azure/storage-common": ["@azure/storage-common@12.5.0", "", { "dependencies": { "@azure/abort-controller": "^2.1.2", "@azure/core-auth": "^1.9.0", "@azure/core-http-compat": "^2.4.0", "@azure/core-rest-pipeline": "^1.24.0", "@azure/core-tracing": "^1.2.0", "@azure/core-util": "^1.11.0", "@azure/logger": "^1.1.4", "events": "^3.3.0", "tslib": "^2.8.1" } }, "sha512-bttzuhQiCIwrkzjPDA+AtAR7dg19L/CC6ztcqJ5LfvWpXuys9mHp0UQ0udYnoUvv9SCT9KTR5kqFvFr0e6k0lQ=="], + "@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], "@babel/code-frame": ["@babel/code-frame@7.29.7", "", { "dependencies": { "@babel/helper-validator-identifier": "^7.29.7", "js-tokens": "^4.0.0", "picocolors": "^1.1.1" } }, "sha512-Aup7aUOfpbAUg2ROOJN6Iw5f9DMBlzu0mIkm/malLQFN/YQgO48wCj0Kxa3sEHJvPVFg7siR+qRInwXd2qhQKw=="], @@ -1633,10 +1538,6 @@ "@bruits/satteri-win32-x64-msvc": ["@bruits/satteri-win32-x64-msvc@0.9.5", "", { "os": "win32", "cpu": "x64" }, "sha512-5Kw9ZAtTGS8WHizyn+CJhjjfIQrw+7jcZodpmpXJjefnO15M8UexIi6JR2E5thyvsmHyhL6ZDDMUNR4bKJPd4g=="], - "@bufbuild/protobuf": ["@bufbuild/protobuf@2.14.0", "", {}, "sha512-C3UGsiCwSprE2NKIIFA3hCDlpXTMCAXRZuEVp88L1GY36Y41+rYL5fryE+nOFhp4p4JPQvdV8PQ4DWgHgeTE+w=="], - - "@bufbuild/protoplugin": ["@bufbuild/protoplugin@2.14.0", "", { "dependencies": { "@bufbuild/protobuf": "2.14.0", "@typescript/vfs": "^1.6.2", "typescript": "5.4.5" } }, "sha512-S0TvZhVtTEkZQRj2JsXBCXiib/b0+bLQtJCcn+hj9O/usgbcgxHn4D+ii22Ao3qj0/kKxVYeo7BtAI2dMk+iig=="], - "@capsizecss/unpack": ["@capsizecss/unpack@4.0.1", "", { "dependencies": { "fontkitten": "^1.0.3" } }, "sha512-CuNiSqg7+e1cO/GjffyMOm5Tt2jUF9CWHHnvQ/UkqvtkGfHdgwEC0wpmq7fkN3gxwpRnrAN0WzO3vREKmNolMQ=="], "@clack/core": ["@clack/core@1.0.0-alpha.1", "", { "dependencies": { "picocolors": "^1.0.0", "sisteransi": "^1.0.5" } }, "sha512-rFbCU83JnN7l3W1nfgCqqme4ZZvTTgsiKQ6FM0l+r0P+o2eJpExcocBUWUIwnDzL76Aca9VhUdWmB2MbUv+Qyg=="], @@ -1727,7 +1628,7 @@ "@emnapi/core": ["@emnapi/core@1.11.3", "", { "dependencies": { "@emnapi/wasi-threads": "1.2.3", "tslib": "^2.4.0" } }, "sha512-zLpS5asjEb7lq8jYLq37N6XKaE41DIexlY1rF/z4/tIl3wo13Sqm28fRyfIsKZD+NZ8mM5RoKkpW/rBcuoSZSg=="], - "@emnapi/runtime": ["@emnapi/runtime@1.11.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-Xz4Tpyki7XyrpbUK1jR1AhdAdaXyhhY4lZ3neLodmhpuWfy2PAQN5B46sAiU4liOXGLkHypn/qU+jvfWSCYYLA=="], + "@emnapi/runtime": ["@emnapi/runtime@1.11.1", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-vgj7R3y3Wgx24IQaGPA/R6YFXLHVMOZ0uVEyIQPaWs+rd1AzfEMXlAC22FYwO1XkKR6NPsq7mUandH8oIRdZFw=="], "@emnapi/wasi-threads": ["@emnapi/wasi-threads@1.2.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-ELEBe8PsLvvJ6QMr0zLt8ffvOHW/dc1m3CEzNMg7aJUv3bMaoDtw2TXyDAwkYBuroxxuHEwhRTLJSe5sya547g=="], @@ -1783,15 +1684,13 @@ "@esbuild/win32-x64": ["@esbuild/win32-x64@0.25.12", "", { "os": "win32", "cpu": "x64" }, "sha512-alJC0uCZpTFrSL0CCDjcgleBXPnCrEAhTBILpeAp7M/OFgoqtAetfBzX0xM00MUsVVPpVjlPuMbREqnZCXaTnA=="], - "@expressive-code/core": ["@expressive-code/core@0.41.7", "", { "dependencies": { "@ctrl/tinycolor": "^4.0.4", "hast-util-select": "^6.0.2", "hast-util-to-html": "^9.0.1", "hast-util-to-text": "^4.0.1", "hastscript": "^9.0.0", "postcss": "^8.4.38", "postcss-nested": "^6.0.1", "unist-util-visit": "^5.0.0", "unist-util-visit-parents": "^6.0.1" } }, "sha512-ck92uZYZ9Wba2zxkiZLsZGi9N54pMSAVdrI9uW3Oo9AtLglD5RmrdTwbYPCT2S/jC36JGB2i+pnQtBm/Ib2+dg=="], + "@expressive-code/core": ["@expressive-code/core@0.44.2", "", { "dependencies": { "@ctrl/tinycolor": "^4.0.4", "hast-util-select": "^6.0.2", "hast-util-to-html": "^9.0.1", "hast-util-to-text": "^4.0.1", "hastscript": "^9.0.0", "postcss": "^8.4.38", "postcss-nested": "^6.0.1", "unist-util-visit": "^5.0.0", "unist-util-visit-parents": "^6.0.1" } }, "sha512-Yw5KonQCD1HoOO2P89y4wifqS9qrJcGVY0LkVMUsVZjhi++bhz4WwQ37inenKFNOEVo50P7cjoVsCdaVnUbq8w=="], - "@expressive-code/plugin-frames": ["@expressive-code/plugin-frames@0.41.7", "", { "dependencies": { "@expressive-code/core": "^0.41.7" } }, "sha512-diKtxjQw/979cTglRFaMCY/sR6hWF0kSMg8jsKLXaZBSfGS0I/Hoe7Qds3vVEgeoW+GHHQzMcwvgx/MOIXhrTA=="], + "@expressive-code/plugin-frames": ["@expressive-code/plugin-frames@0.44.2", "", { "dependencies": { "@expressive-code/core": "^0.44.2" } }, "sha512-gVLm6TQMNIRWIaM7o+mCtxkGNjLZY5/2faSTLoXeo9wv/Pkj/0QAtZyXPVPrRsPARqiipATNFmfvQFLJudxPHQ=="], - "@expressive-code/plugin-shiki": ["@expressive-code/plugin-shiki@0.41.7", "", { "dependencies": { "@expressive-code/core": "^0.41.7", "shiki": "^3.2.2" } }, "sha512-DL605bLrUOgqTdZ0Ot5MlTaWzppRkzzqzeGEu7ODnHF39IkEBbFdsC7pbl3LbUQ1DFtnfx6rD54k/cdofbW6KQ=="], + "@expressive-code/plugin-shiki": ["@expressive-code/plugin-shiki@0.44.2", "", { "dependencies": { "@expressive-code/core": "^0.44.2", "shiki": "^4.0.2" } }, "sha512-ebWIvCDzXvjyD8rH6T6DfytYJw1GoArLR4nusIAE4VxXrCQf3d+owytiv010KU/dUg+SRLZskDn0N+HaFXeuSg=="], - "@expressive-code/plugin-text-markers": ["@expressive-code/plugin-text-markers@0.41.7", "", { "dependencies": { "@expressive-code/core": "^0.41.7" } }, "sha512-Ewpwuc5t6eFdZmWlFyeuy3e1PTQC0jFvw2Q+2bpcWXbOZhPLsT7+h8lsSIJxb5mS7wZko7cKyQ2RLYDyK6Fpmw=="], - - "@fastify/busboy": ["@fastify/busboy@2.1.1", "", {}, "sha512-vBZP4NlzfOlerQTnba4aqZoMhE/a9HY7HRqoOPaETQcSQuWEIyZMHGfVu6w9wGtGK5fED5qRs2DteVCjOH60sA=="], + "@expressive-code/plugin-text-markers": ["@expressive-code/plugin-text-markers@0.44.2", "", { "dependencies": { "@expressive-code/core": "^0.44.2" } }, "sha512-SNI7EgUSiADqbqUzzMbj1ZeC/r2pa5eg3KyFOGAd3a7EsIA4qzjXQLp+ODWQtHVDKFCdGs4J3ovSJUqvKIK96g=="], "@ff-labs/fff-bin-android-arm64": ["@ff-labs/fff-bin-android-arm64@0.10.5", "", { "os": "android", "cpu": "arm64" }, "sha512-idn1m9ycwv0Dzz6ih4H8e/X1WpGF6kglUxqP78oYgoC2sgAdPtLxD6hIAZK13p8isK7H8EMwrMze/4lynEDcKQ=="], @@ -1799,11 +1698,11 @@ "@ff-labs/fff-bin-darwin-x64": ["@ff-labs/fff-bin-darwin-x64@0.10.5", "", { "os": "darwin", "cpu": "x64" }, "sha512-pwdFJUB/oeO4S/SfmRDdE5ipbAMYoVtRMwTZ12Wn2H46PgNU5DWnSjHhUNTLuKmkQU/ZIJL5Sn9j/fzwuIzcoA=="], - "@ff-labs/fff-bin-linux-arm64-gnu": ["@ff-labs/fff-bin-linux-arm64-gnu@0.10.5", "", { "os": "linux", "cpu": "arm64", "libc": "glibc" }, "sha512-prbY72gR+VPoSxl1InglwSwVHM0kErYMjUOpdvjQhS8eRdXYL3hTuYQv9L7fiB0mqaDzcwFa339uMr3p8ujDrw=="], + "@ff-labs/fff-bin-linux-arm64-gnu": ["@ff-labs/fff-bin-linux-arm64-gnu@0.10.5", "", { "os": "linux", "cpu": "arm64" }, "sha512-prbY72gR+VPoSxl1InglwSwVHM0kErYMjUOpdvjQhS8eRdXYL3hTuYQv9L7fiB0mqaDzcwFa339uMr3p8ujDrw=="], "@ff-labs/fff-bin-linux-arm64-musl": ["@ff-labs/fff-bin-linux-arm64-musl@0.10.5", "", { "os": "linux", "cpu": "arm64" }, "sha512-MQN/CEKn4c4toooGCmZ6N8cP9mhgE4tnR6rr6a4k9JjH0xi05fYdG4+BabPkr+l/mDc01DsRpSKVNBmvoZ3IlQ=="], - "@ff-labs/fff-bin-linux-x64-gnu": ["@ff-labs/fff-bin-linux-x64-gnu@0.10.5", "", { "os": "linux", "cpu": "x64", "libc": "glibc" }, "sha512-8NzFGGyqrFaCtb+SPTFd0xQGUlHCJMf0KYGwuca46IP37nN4OtDT1wnyZ9oaPDZ+2qqyxox10hCnqGlmj3PJzQ=="], + "@ff-labs/fff-bin-linux-x64-gnu": ["@ff-labs/fff-bin-linux-x64-gnu@0.10.5", "", { "os": "linux", "cpu": "x64" }, "sha512-8NzFGGyqrFaCtb+SPTFd0xQGUlHCJMf0KYGwuca46IP37nN4OtDT1wnyZ9oaPDZ+2qqyxox10hCnqGlmj3PJzQ=="], "@ff-labs/fff-bin-linux-x64-musl": ["@ff-labs/fff-bin-linux-x64-musl@0.10.5", "", { "os": "linux", "cpu": "x64" }, "sha512-mioRbn8aAW2Jmm4W0w3poePo65iSE+REfO+Jc0iqsjirImEy6pKt7dswj+7LSU6RPWwPsMb4POTMENwNLMlJww=="], @@ -1847,57 +1746,57 @@ "@img/colour": ["@img/colour@1.1.0", "", {}, "sha512-Td76q7j57o/tLVdgS746cYARfSyxk8iEfRxewL9h4OMzYhbW4TAcppl0mT4eyqXddh6L/jwoM75mo7ixa/pCeQ=="], - "@img/sharp-darwin-arm64": ["@img/sharp-darwin-arm64@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-arm64": "1.3.2" }, "os": "darwin", "cpu": "arm64" }, "sha512-RMnFX7YQsMoh7lWfcM4NEHHymBX/rLuKNPVM84XE9ONPcaSCDgE7CHIHpSgPcO2xcRthgBy1HfNO319mwhIAkg=="], + "@img/sharp-darwin-arm64": ["@img/sharp-darwin-arm64@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-arm64": "1.3.4" }, "os": "darwin", "cpu": "arm64" }, "sha512-QRUlFQ0WxvdWyqqG/WtI3iupfD5rBzmCHXSdPsY91sAtVtTo7Q4cb6zOccZ3gqEqkr0f1As1ehLqmEpDsRf+lg=="], - "@img/sharp-darwin-x64": ["@img/sharp-darwin-x64@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-x64": "1.3.2" }, "os": "darwin", "cpu": "x64" }, "sha512-Xo+5uFBtLN0BKqieTxiFzFPQAUlBbbH5iBKyRX/z1JrbnYsHTfKJnUfL8+p2TPXr1pXqao4eeL4Rl144uDpK9w=="], + "@img/sharp-darwin-x64": ["@img/sharp-darwin-x64@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-x64": "1.3.4" }, "os": "darwin", "cpu": "x64" }, "sha512-+BR255RhDlpygUpOc/Jdt1nT6DQ3XG/ERo5wbcdOf5Q320dKtPCKPLR1LJs9VGXRaMa8l1uUa0tkCNOXiAxZUw=="], - "@img/sharp-freebsd-wasm32": ["@img/sharp-freebsd-wasm32@0.35.3", "", { "dependencies": { "@img/sharp-wasm32": "0.35.3" }, "os": "freebsd" }, "sha512-lUxcqWIj2wMQ9BrwNjngcr1gWUr5xgaGThBRqPPalIC2n67Cqj1uPh8NnA/ZhAg8hUbKl+kVHKwgUIwe6ZYPrg=="], + "@img/sharp-freebsd-wasm32": ["@img/sharp-freebsd-wasm32@0.35.5", "", { "dependencies": { "@img/sharp-wasm32": "0.35.5" }, "os": "freebsd" }, "sha512-Y/z91nEZ4uIBX5X3nfTovjU9lHNKFYbL2lpHCLVNmXQK03VIZvXBBt0KxbPGp2SdGSF+2mQU4e+hQaWOt86iAw=="], - "@img/sharp-libvips-darwin-arm64": ["@img/sharp-libvips-darwin-arm64@1.3.2", "", { "os": "darwin", "cpu": "arm64" }, "sha512-9J6ypZFpQBj4YnePGoq/S38w6nz+vqg5WZLrLGY4YuSemdMq47GMLBPO42MzwdGwpg/agZ7xzZcFHa48xlywfg=="], + "@img/sharp-libvips-darwin-arm64": ["@img/sharp-libvips-darwin-arm64@1.3.4", "", { "os": "darwin", "cpu": "arm64" }, "sha512-5R89nBYiRdUlSWJxPhO+GVtaXzXSxKnRu/xqMn3KTA3L9EB9Oy/P+Nn2f2vlhPuUdy/Zusb2DarbyTpGCfEDuw=="], - "@img/sharp-libvips-darwin-x64": ["@img/sharp-libvips-darwin-x64@1.3.2", "", { "os": "darwin", "cpu": "x64" }, "sha512-m2pW1n6cns9VaubNwsZ+c3CRYjxNQWgJ5gPlnL1nbBcpkBvFm6SCFN5o0psFHI8w9n11NKhFkeEDns98tiqbEw=="], + "@img/sharp-libvips-darwin-x64": ["@img/sharp-libvips-darwin-x64@1.3.4", "", { "os": "darwin", "cpu": "x64" }, "sha512-iR2OKH80yi0U+dUplyh3/xdpFvps6YkCwsXenIJxqxR1v9o+xtKTGbS9H7cps+2Vxjc8B1j96p75NmTGjIhtpQ=="], - "@img/sharp-libvips-linux-arm": ["@img/sharp-libvips-linux-arm@1.3.2", "", { "os": "linux", "cpu": "arm" }, "sha512-1eMLzy92I4J6rmi4mAT8yC3HxOtniyGELlzGbNMLLeqe052ahFQ0h6LFq+lh5DsDIdYViIDst08abvSbcEdLXQ=="], + "@img/sharp-libvips-linux-arm": ["@img/sharp-libvips-linux-arm@1.3.4", "", { "os": "linux", "cpu": "arm" }, "sha512-LmRtTsOHuvM2+wlO2Db37dx5MiZhB0FvSunciw48YjdOkZz9KAiRbm8ujeMOA1INqmei5NapFxYEK1D1ZSidmw=="], - "@img/sharp-libvips-linux-arm64": ["@img/sharp-libvips-linux-arm64@1.3.2", "", { "os": "linux", "cpu": "arm64" }, "sha512-dqVSFynCox4C/J8kT16V7SIFAns0IjgLwkvYT7p8LQVmJ5OS5b6tI9IGflxTeuBS//zXeFIUbwt5dwxyZ17cnA=="], + "@img/sharp-libvips-linux-arm64": ["@img/sharp-libvips-linux-arm64@1.3.4", "", { "os": "linux", "cpu": "arm64" }, "sha512-Y3dgX/6lE2QhQb+Gxy0WZxfg9MEm/JBjamZpS2IklP7xIQoKN4hzAm7KcMVGtaVDt3neE9OKBC7vAfonA/Lr1A=="], - "@img/sharp-libvips-linux-ppc64": ["@img/sharp-libvips-linux-ppc64@1.3.2", "", { "os": "linux", "cpu": "ppc64" }, "sha512-3z0NHDxD6n5I9gc05U1eW1AyRm+Gznzq3naMrthPNqE6oYykcogW0l/jfpJdjYnuNl8R7yI9pNbE1XiUeyq0Aw=="], + "@img/sharp-libvips-linux-ppc64": ["@img/sharp-libvips-linux-ppc64@1.3.4", "", { "os": "linux", "cpu": "ppc64" }, "sha512-Le6boB8Tai0Nis+gIxIpKx68UDVVIqdR8Tin5Yf1z2LJJQLDJvCDRqRu+jC2qCoD+eIomonmOwB4smBRxfVpYQ=="], - "@img/sharp-libvips-linux-riscv64": ["@img/sharp-libvips-linux-riscv64@1.3.2", "", { "os": "linux", "cpu": "none" }, "sha512-bsb4rI+NldGOsXuej2r8OdSS8+zXDVaCWxyWrcv6kneTOlgAHtZABRzBBCwdsPiD90J4myNJuHpg6kA20ImW/w=="], + "@img/sharp-libvips-linux-riscv64": ["@img/sharp-libvips-linux-riscv64@1.3.4", "", { "os": "linux", "cpu": "none" }, "sha512-aHkkIEHPRdQEegJN20MLmGtxYD9R2wQr3Cwpddnu5+YKMt6Uzax7S9h5gpZTo8wyrGuZSlfQ63OevL5mTyOC7Q=="], - "@img/sharp-libvips-linux-s390x": ["@img/sharp-libvips-linux-s390x@1.3.2", "", { "os": "linux", "cpu": "s390x" }, "sha512-/ABshyj8gCpyIrNXnHn4LorDJ0HHm1VhXPBlxZ8zAtfVPAaSafXPGn+sUSIRiwaSBy0mmFjSjiXI5mkcwdChKQ=="], + "@img/sharp-libvips-linux-s390x": ["@img/sharp-libvips-linux-s390x@1.3.4", "", { "os": "linux", "cpu": "s390x" }, "sha512-ra/mB6MikESDUO7Yg+Mi95bFBb9GsObURuhnOv3OqknjGe9sZrG8tCe9q0xSIGrtLgvgw0gKnFWcK4blSgQOuQ=="], - "@img/sharp-libvips-linux-x64": ["@img/sharp-libvips-linux-x64@1.3.2", "", { "os": "linux", "cpu": "x64" }, "sha512-ITPEtgffGJ0S6G9dRyw/366tJQqFRcHWPHhC+Stpg3Z8AEMrDrTr2lhdz4f/Y/HMbRh//7Z5mBzEpVdi62Oc3w=="], + "@img/sharp-libvips-linux-x64": ["@img/sharp-libvips-linux-x64@1.3.4", "", { "os": "linux", "cpu": "x64" }, "sha512-GJ//SSXbnwSDes02umB3nDJLFcQzw8a18V8fyhqr6tV515tOEMdImjjxj1AoafMRz56F3PHgftnj1QEKSU1zkw=="], - "@img/sharp-libvips-linuxmusl-arm64": ["@img/sharp-libvips-linuxmusl-arm64@1.3.2", "", { "os": "linux", "cpu": "arm64" }, "sha512-zE9EdiUzUmg5mDT5a1rk5fYJ6GWPloTwWBYDS14naqHsL+EaMpDj1AWnpLgh3u0YCORv2Tt50wrcrpYqkP97Kw=="], + "@img/sharp-libvips-linuxmusl-arm64": ["@img/sharp-libvips-linuxmusl-arm64@1.3.4", "", { "os": "linux", "cpu": "arm64" }, "sha512-hvulFwtjUcagsis6BBxHwGFwWoNZjgYmULGVrZcyfNbjA8hKILbRxGg15/7w5HDyXHXUos/j6baAWqnCyQ2DWA=="], - "@img/sharp-libvips-linuxmusl-x64": ["@img/sharp-libvips-linuxmusl-x64@1.3.2", "", { "os": "linux", "cpu": "x64" }, "sha512-m0lrLiUt+lBYnCFr8qV/65yMR4E/c7/wf78I5eKTdkEakFAlZ9QlzEM3QIhhAwVeUhLAHLcCq7a7Vszq/oFNZQ=="], + "@img/sharp-libvips-linuxmusl-x64": ["@img/sharp-libvips-linuxmusl-x64@1.3.4", "", { "os": "linux", "cpu": "x64" }, "sha512-6zXKeE/p39I1AmA3cJG35eyBGNqNddLnUXjhwBnsGjFPWqf5VKkDBEqaEkPDoTEtkxwi2vv8Tcr2mDyP4So7Fg=="], - "@img/sharp-linux-arm": ["@img/sharp-linux-arm@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-linux-arm": "1.3.2" }, "os": "linux", "cpu": "arm" }, "sha512-affVWCTLooy8TSxbDx2qkzuDeaWLNVBA+P//FNBirHsXpP2fuBhk5AuboYUnrDnzoXes8GFjpTx0SBFOCRg+FA=="], + "@img/sharp-linux-arm": ["@img/sharp-linux-arm@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-arm": "1.3.4" }, "os": "linux", "cpu": "arm" }, "sha512-LEaXK2WdXVK5ykcw0buWyPMsmLLL2vpHLD6yrNSW+JGEL3BZPA4tpKN6iaMc4AxTTAoaX/sU1rOL51lcIz48ZQ=="], - "@img/sharp-linux-arm64": ["@img/sharp-linux-arm64@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-linux-arm64": "1.3.2" }, "os": "linux", "cpu": "arm64" }, "sha512-QgKDspHPnrU+GQ55XPhGwyhC8acLVOOSyAvo1oVfFmrIXLkDNmGWzAfDZ4xK8oSA1qBQrALcHX0G5UZni/SuFQ=="], + "@img/sharp-linux-arm64": ["@img/sharp-linux-arm64@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-arm64": "1.3.4" }, "os": "linux", "cpu": "arm64" }, "sha512-LYVx5JTsOM2CBzmxreh+nl64/3H6Xb09iSLknqH47z2T2DFFxDeFLP5y4dJwe6H7uGQlHPyEEtIqyo3DYsRwdQ=="], - "@img/sharp-linux-ppc64": ["@img/sharp-linux-ppc64@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-linux-ppc64": "1.3.2" }, "os": "linux", "cpu": "ppc64" }, "sha512-sMd8rDxmpLOwv/7N44klFjOD5DUO7FLdjiXDI0hoxYaf7Ar262dQIEkosE98bps+5HPLtp/EvNqeqQtOycP/IA=="], + "@img/sharp-linux-ppc64": ["@img/sharp-linux-ppc64@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-ppc64": "1.3.4" }, "os": "linux", "cpu": "ppc64" }, "sha512-QVxAAq8evVRI9ia2vqgwrmWucn5Dfv+JdWzj75pD8omHLPSP7f8p20O8jxzjCcuCEQEOtYOZUmX1hkiZ0kdevA=="], - "@img/sharp-linux-riscv64": ["@img/sharp-linux-riscv64@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-linux-riscv64": "1.3.2" }, "os": "linux", "cpu": "none" }, "sha512-0Eob78yjlYPfL5vMNWAW55l3R9Y6BQS/gOfe0ZcP9mEz9ohhKSt4im1hayiknXgf8AWrFqMvJcKIdmLmEe7yeQ=="], + "@img/sharp-linux-riscv64": ["@img/sharp-linux-riscv64@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-riscv64": "1.3.4" }, "os": "linux", "cpu": "none" }, "sha512-LtdreXguaavKODPIfzJ4kffx7UNt1omwtK0rch4EBbbSTXPnxWmYSayXdLJw0fJzQ97kHt1gL/yh4tvU+nCyRQ=="], - "@img/sharp-linux-s390x": ["@img/sharp-linux-s390x@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-linux-s390x": "1.3.2" }, "os": "linux", "cpu": "s390x" }, "sha512-KgAxQ0DxpNOq1rG2t5cgTgShJFGSuU7XO45cqC+1NVOuZnP6tlgZRuSYOfNupGkHID0o3cJOsw4DVeJpMovcGw=="], + "@img/sharp-linux-s390x": ["@img/sharp-linux-s390x@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-s390x": "1.3.4" }, "os": "linux", "cpu": "s390x" }, "sha512-UZasTOFiYzotTsGOCu42BfUzP6Tu6Do/947iRm1RsLKvlllxwGcn4RN27LibGWceix4Y+Pmw3jsnTcCQIgWjqA=="], - "@img/sharp-linux-x64": ["@img/sharp-linux-x64@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-linux-x64": "1.3.2" }, "os": "linux", "cpu": "x64" }, "sha512-8pqvxubL2PGdhlPy6GLqzDYMUjyRmKAwKHYKixpdJYBUK7PJ0C029XdsnpFIdgRZG68fZiGdHVWcKPvtiPB4cA=="], + "@img/sharp-linux-x64": ["@img/sharp-linux-x64@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-x64": "1.3.4" }, "os": "linux", "cpu": "x64" }, "sha512-SxFtLTeJInhAA9Q836kux2vZNeOBQEx658qvbboZScr0wIARym3IcGmW7KpVD5sbVg0Ojy+udFQdayYIZyoNog=="], - "@img/sharp-linuxmusl-arm64": ["@img/sharp-linuxmusl-arm64@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-arm64": "1.3.2" }, "os": "linux", "cpu": "arm64" }, "sha512-Vz0iQjzzcSX3HCbfwFfCSG/9SCIqyO0mH2sXyiHaAYfBk0cRsCWXRyQYX0ovCK/PAQBbTzQ0dsPQHh5MAFL59w=="], + "@img/sharp-linuxmusl-arm64": ["@img/sharp-linuxmusl-arm64@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-arm64": "1.3.4" }, "os": "linux", "cpu": "arm64" }, "sha512-9HbMclmI1zlNkFRs3z9/eBtDjfD0sGlrX1z6b1qwmiFY5ElDLh4BC0LPBdVp7z1DXFiKlIcznf+ZlsuZzLxQqg=="], - "@img/sharp-linuxmusl-x64": ["@img/sharp-linuxmusl-x64@0.35.3", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-x64": "1.3.2" }, "os": "linux", "cpu": "x64" }, "sha512-6O1NPKcDVj9QEdg7Hx549EX8U0rp6yXQERqru6yRN7fGBn32UvIRJUlWnk+8xDCiG76hXVBbX82NZ/ZKr0euIg=="], + "@img/sharp-linuxmusl-x64": ["@img/sharp-linuxmusl-x64@0.35.5", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-x64": "1.3.4" }, "os": "linux", "cpu": "x64" }, "sha512-4KOphqB035HrVdqLZfCgMzzERrQkkzOwRhl4OAkRO1YCldbaFjySXMaK534Mo0V+LndnlJk+sbUyLeU0ULyD1A=="], - "@img/sharp-wasm32": ["@img/sharp-wasm32@0.33.5", "", { "dependencies": { "@emnapi/runtime": "^1.2.0" }, "cpu": "none" }, "sha512-ykUW4LVGaMcU9lu9thv85CbRMAwfeadCJHRsg2GmeRa/cJxsVY9Rbd57JcMxBkKHag5U/x7TSBpScF4U8ElVzg=="], + "@img/sharp-wasm32": ["@img/sharp-wasm32@0.34.5", "", { "dependencies": { "@emnapi/runtime": "^1.7.0" }, "cpu": "none" }, "sha512-OdWTEiVkY2PHwqkbBI8frFxQQFekHaSSkUIJkwzclWZe64O1X4UlUjqqqLaPbUpMOQk6FBu/HtlGXNblIs0huw=="], - "@img/sharp-webcontainers-wasm32": ["@img/sharp-webcontainers-wasm32@0.35.3", "", { "dependencies": { "@img/sharp-wasm32": "0.35.3" }, "cpu": "none" }, "sha512-2rnq7bX3NzeR2T4YWgz8qiG4h3TSdMe+vN1iQXpJleSJ3SM5zQ8Fy2SyyXAWlbxpEZ2Y+Z4u1BePgJEYbSy80Q=="], + "@img/sharp-webcontainers-wasm32": ["@img/sharp-webcontainers-wasm32@0.35.5", "", { "dependencies": { "@img/sharp-wasm32": "0.35.5" }, "cpu": "none" }, "sha512-hfhF/FmoQyTUkA0bIKFOtw536BQSeBMe6BF6QyWlrPxT754+TFLaZ7sKKTfvvM0yJgKgaYTwnFCIZ/GuDw5SUA=="], - "@img/sharp-win32-arm64": ["@img/sharp-win32-arm64@0.35.3", "", { "os": "win32", "cpu": "arm64" }, "sha512-4bPwFdMbeC4JQ8L8LOyWp6nsHcboP5fxkp6iPOXz2Vg49R42TuMs2whkJ5OAP4/Ul035qOzy0AecOF9VOscn4w=="], + "@img/sharp-win32-arm64": ["@img/sharp-win32-arm64@0.35.5", "", { "os": "win32", "cpu": "arm64" }, "sha512-X4t7g+7ZA5DKblCBEXGjUqqemj4vczING/5viFwAL8h4N3qYeyjwdCvRLHi4EdOUI+2Z7UFlp1VM+p/AuEtm6Q=="], - "@img/sharp-win32-ia32": ["@img/sharp-win32-ia32@0.35.3", "", { "os": "win32", "cpu": "ia32" }, "sha512-r53mXsBN6lFUDiST764SvgwUdHAqM4rPAiDzAmf4fLoB6X/rkfyTrLCg6+g17wJJiCmB3JYgHuUldCWUIRFSXw=="], + "@img/sharp-win32-ia32": ["@img/sharp-win32-ia32@0.35.5", "", { "os": "win32", "cpu": "ia32" }, "sha512-5Zm82LoBc43nhwNybZlG7Y1KO//Zhsn306fQl29ZOuStHLGTo3BWL83q3cznX0poxSAMuYL1On/BHBxkBeKr6A=="], - "@img/sharp-win32-x64": ["@img/sharp-win32-x64@0.35.3", "", { "os": "win32", "cpu": "x64" }, "sha512-D4y1vNeZrIIJCN+uHaWVtH86B+aCrdMYYjicy9pXHvbGZeGYLLSd3wdVuC37FxVXlU1ARsk84eKWfWMXGYEqvA=="], + "@img/sharp-win32-x64": ["@img/sharp-win32-x64@0.35.5", "", { "os": "win32", "cpu": "x64" }, "sha512-x76eH0vEiHlcMQu8Y8IenntaACtddpT6W0wmXtWrnKcnKI7ME5DdgqhAD6SEWOEl1v2zDvkZDhFA9KnURwpfqg=="], "@internationalized/number": ["@internationalized/number@3.6.7", "", { "dependencies": { "@swc/helpers": "^0.5.0" } }, "sha512-3ji1fcrT+FPAK86UqEhB/psHixYo6niWPJtt7+qRaYFynt/BaJG8GhAPimtWUpEiVSTq8ZM8L5psMxGquiB/Vg=="], @@ -1961,8 +1860,6 @@ "@noble/hashes": ["@noble/hashes@2.3.0", "", {}, "sha512-oN+QwyX7VSHotibwubG3kpzbwKrfnyR6OOO+3Nk/53ADL7FmgHHz4TgrbaYKvvOw09u6QTx0oiH1cNCIOuN0CQ=="], - "@nodable/entities": ["@nodable/entities@3.0.0", "", {}, "sha512-8L9xFeTYKhm49xfIypoe2W5wV1m/3Z58kT+7kR9A8OyFxcPduI4VmxaUMQyKYrRjUoLLSXv6EKKID5Tvj9cUVw=="], - "@nodelib/fs.scandir": ["@nodelib/fs.scandir@2.1.5", "", { "dependencies": { "@nodelib/fs.stat": "2.0.5", "run-parallel": "^1.1.9" } }, "sha512-vq24Bq3ym5HEQm2NKCr3yXDwjc7vTsEThRDnkp2DK9p1uqLR+DHurm/NOTo0KG7HYHU7eppKZj3MyqYuMBf62g=="], "@nodelib/fs.stat": ["@nodelib/fs.stat@2.0.5", "", {}, "sha512-RkhPPp2zrqDAQA/2jNhnztcPAlv64XdhIp7a7454A5ovI7Bukxgt7MX7udwAu3zg1DcpPU0rz3VV1SeaqvY4+A=="], @@ -2009,13 +1906,13 @@ "@octokit/auth-oauth-user": ["@octokit/auth-oauth-user@6.0.3", "", { "dependencies": { "@octokit/auth-oauth-device": "^8.0.4", "@octokit/oauth-methods": "^6.0.3", "@octokit/request": "^10.0.13", "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.0" } }, "sha512-t4OKUhrI5britmpRiSzPAz1TJPyUN/Hw1HEE3Hz/uElxcmnf/YCRSKtFRNc5gy4yJFTlXgk34H1lvxiotQJQvQ=="], - "@octokit/auth-token": ["@octokit/auth-token@4.0.0", "", {}, "sha512-tY/msAuJo6ARbK6SPIxZrPBms3xPbfwBrulZe0Wtr/DIY9lje2HeV1uoebShn6mx7SjCHif6EjMvoREj+gZ+SA=="], + "@octokit/auth-token": ["@octokit/auth-token@6.0.0", "", {}, "sha512-P4YJBPdPSpWTQ1NU4XYdvHvXJJDxM6YwpS0FZHRgP7YFkdVxsWcpWGy/NVqlAA7PcPCnMacXlRm1y2PFZRWL/w=="], - "@octokit/core": ["@octokit/core@5.2.2", "", { "dependencies": { "@octokit/auth-token": "^4.0.0", "@octokit/graphql": "^7.1.0", "@octokit/request": "^8.4.1", "@octokit/request-error": "^5.1.1", "@octokit/types": "^13.0.0", "before-after-hook": "^2.2.0", "universal-user-agent": "^6.0.0" } }, "sha512-/g2d4sW9nUDJOMz3mabVQvOGhVa4e/BN/Um7yca9Bb2XTzPPnfTWHWQg+IsEYO7M3Vx+EXvaM/I2pJWIMun1bg=="], + "@octokit/core": ["@octokit/core@7.0.7", "", { "dependencies": { "@octokit/auth-token": "^6.0.0", "@octokit/graphql": "^9.0.4", "@octokit/request": "^10.0.13", "@octokit/request-error": "^7.1.1", "@octokit/types": "^17.0.0", "before-after-hook": "^4.0.0", "universal-user-agent": "^7.0.0" } }, "sha512-DcB0M3KFgr9ECI328lhBMVsyFT2DnmNucSBTqEN3exyNKUzkkpUSCHmTRcunF41Eou2TIQKW4seewri8ON9bSA=="], - "@octokit/endpoint": ["@octokit/endpoint@9.0.6", "", { "dependencies": { "@octokit/types": "^13.1.0", "universal-user-agent": "^6.0.0" } }, "sha512-H1fNTMA57HbkFESSt3Y9+FBICv+0jFceJFPWDePYlR/iMGrwM5ph+Dd4XRQs+8X+PUFURLQgX9ChPfhJ/1uNQw=="], + "@octokit/endpoint": ["@octokit/endpoint@11.0.4", "", { "dependencies": { "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.2" } }, "sha512-f1cOWoHPmxryJFknxbtDdjODWfV8A9tc8Aae6ermXPNgHFZ/x91AtHIz4gicEjL8hkJiip+u21QHJORfBv/qiA=="], - "@octokit/graphql": ["@octokit/graphql@7.1.1", "", { "dependencies": { "@octokit/request": "^8.4.1", "@octokit/types": "^13.0.0", "universal-user-agent": "^6.0.0" } }, "sha512-3mkDltSfcDUoa176nlGoA32RGjeWjl3K7F/BwHwRMJUW/IteSa4bnSV8p2ThNkcIcZU2umkZWxwETSSCJf2Q7g=="], + "@octokit/graphql": ["@octokit/graphql@9.0.4", "", { "dependencies": { "@octokit/request": "^10.0.13", "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.0" } }, "sha512-5s15CCiY8XXQ+FG+b1YQcl6Z2FA++nwAz/tg2VUrTmnMncP+2nnGUEYANImdnxsA2Fnq+Mbl7hDjUTw7cFAwcg=="], "@octokit/oauth-authorization-url": ["@octokit/oauth-authorization-url@8.0.0", "", {}, "sha512-7QoLPRh/ssEA/HuHBHdVdSgF8xNLz/Bc5m9fZkArJE5bb6NmVkDm3anKxXPmN1zh6b5WKZPRr3697xKT/yM3qQ=="], @@ -2023,17 +1920,15 @@ "@octokit/openapi-types": ["@octokit/openapi-types@25.1.0", "", {}, "sha512-idsIggNXUKkk0+BExUn1dQ92sfysJrje03Q0bv0e+KPLrvyqZF8MnBpFz8UNfYDwB3Ie7Z0TByjWfzxt7vseaA=="], - "@octokit/plugin-paginate-rest": ["@octokit/plugin-paginate-rest@9.2.2", "", { "dependencies": { "@octokit/types": "^12.6.0" }, "peerDependencies": { "@octokit/core": "5" } }, "sha512-u3KYkGF7GcZnSD/3UP0S7K5XUFT2FkOQdcfXZGZQPGv3lm4F2Xbf71lvjldr8c1H3nNbF+33cLEkWYbokGWqiQ=="], - - "@octokit/plugin-request-log": ["@octokit/plugin-request-log@1.0.4", "", { "peerDependencies": { "@octokit/core": ">=3" } }, "sha512-mLUsMkgP7K/cnFEw07kWqXGF5LKrOkD+lhCrKvPHXWDywAwuDUeDwWBpc69XK3pNX0uKiVt8g5z96PJ6z9xCFA=="], + "@octokit/plugin-paginate-rest": ["@octokit/plugin-paginate-rest@13.2.1", "", { "dependencies": { "@octokit/types": "^15.0.1" }, "peerDependencies": { "@octokit/core": ">=6" } }, "sha512-Tj4PkZyIL6eBMYcG/76QGsedF0+dWVeLhYprTmuFVVxzDW7PQh23tM0TP0z+1MvSkxB29YFZwnUX+cXfTiSdyw=="], - "@octokit/plugin-rest-endpoint-methods": ["@octokit/plugin-rest-endpoint-methods@10.4.1", "", { "dependencies": { "@octokit/types": "^12.6.0" }, "peerDependencies": { "@octokit/core": "5" } }, "sha512-xV1b+ceKV9KytQe3zCVqjg+8GTGfDYwaT1ATU5isiUyVtlVAO3HNdzpS4sr4GBx4hxQ46s7ITtZrAsxG22+rVg=="], + "@octokit/plugin-request-log": ["@octokit/plugin-request-log@6.0.0", "", { "peerDependencies": { "@octokit/core": ">=6" } }, "sha512-UkOzeEN3W91/eBq9sPZNQ7sUBvYCqYbrrD8gTbBuGtHEuycE4/awMXcYvx6sVYo7LypPhmQwwpUe4Yyu4QZN5Q=="], - "@octokit/plugin-retry": ["@octokit/plugin-retry@3.0.9", "", { "dependencies": { "@octokit/types": "^6.0.3", "bottleneck": "^2.15.3" } }, "sha512-r+fArdP5+TG6l1Rv/C9hVoty6tldw6cE2pRHNGmFPdyfrc696R6JjrQ3d7HdVqGwuzfyrcaLAKD7K8TX8aehUQ=="], + "@octokit/plugin-rest-endpoint-methods": ["@octokit/plugin-rest-endpoint-methods@16.1.1", "", { "dependencies": { "@octokit/types": "^15.0.1" }, "peerDependencies": { "@octokit/core": ">=6" } }, "sha512-VztDkhM0ketQYSh5Im3IcKWFZl7VIrrsCaHbDINkdYeiiAsJzjhS2xRFCSJgfN6VOcsoW4laMtsmf3HcNqIimg=="], - "@octokit/request": ["@octokit/request@8.4.1", "", { "dependencies": { "@octokit/endpoint": "^9.0.6", "@octokit/request-error": "^5.1.1", "@octokit/types": "^13.1.0", "universal-user-agent": "^6.0.0" } }, "sha512-qnB2+SY3hkCmBxZsR/MPCybNmbJe4KAlfWErXq+rBKkQJlbjdJeS85VI9r8UqeLYLvnAenU8Q1okM/0MBsAGXw=="], + "@octokit/request": ["@octokit/request@10.0.14", "", { "dependencies": { "@octokit/endpoint": "^11.0.3", "@octokit/request-error": "^7.1.1", "@octokit/types": "^17.0.0", "content-type": "^2.0.0", "json-with-bigint": "^3.5.12", "universal-user-agent": "^7.0.2" } }, "sha512-bgWgiSfFS689/AxQDarU+b3Qu1FYewfVr5vI/jhV84s7GQ3C2OsdRxukGGYKB37MCgwcS50UrfBLlHzhiG13sw=="], - "@octokit/request-error": ["@octokit/request-error@5.1.1", "", { "dependencies": { "@octokit/types": "^13.1.0", "deprecation": "^2.0.0", "once": "^1.4.0" } }, "sha512-v9iyEQJH6ZntoENr9/yXxjuezh4My67CBSu9r6Ve/05Iu5gNgnisNWOsoJHTP6k0Rr0+HQIpnH+kyammu90q/g=="], + "@octokit/request-error": ["@octokit/request-error@7.1.1", "", { "dependencies": { "@octokit/types": "^17.0.0" } }, "sha512-+eaY7G2VVpSf2pc5Gn1+mph837V/d/TYTJAgWL9Tb0ogGYcpN3IlAVFgjL+Vv93F/sevrxkvsYCedtpLdcFLzA=="], "@octokit/rest": ["@octokit/rest@22.0.0", "", { "dependencies": { "@octokit/core": "^7.0.2", "@octokit/plugin-paginate-rest": "^13.0.1", "@octokit/plugin-request-log": "^6.0.0", "@octokit/plugin-rest-endpoint-methods": "^16.0.0" } }, "sha512-z6tmTu9BTnw51jYGulxrlernpsQYXpui1RK21vmXn8yF5bp6iX16yfTtJYGK5Mh1qDkvDOmp2n8sRMcQmR8jiA=="], @@ -2179,11 +2074,11 @@ "@opentui/core-linux-arm64": ["@opentui/core-linux-arm64@0.7.0", "", { "os": "linux", "cpu": "arm64" }, "sha512-/u+Kalzkz8NntUW5zjypgt9fnzeKohLG9YMEas7n98KvyaYScrtO4Mdj5iv/STNB3IfocJOChzYAbO6C8TmlPQ=="], - "@opentui/core-linux-arm64-musl": ["@opentui/core-linux-arm64-musl@0.7.0", "", { "os": "linux", "cpu": "arm64", "libc": "musl" }, "sha512-BkTn+WLf9OPR4KhBnuOki+R/cgk2qwbL49eQn5fEYPeiJD4HPalGbEZDea59UjwNEJ7rqKq2yuPAXQjkDZ6y3w=="], + "@opentui/core-linux-arm64-musl": ["@opentui/core-linux-arm64-musl@0.7.0", "", { "os": "linux", "cpu": "arm64" }, "sha512-BkTn+WLf9OPR4KhBnuOki+R/cgk2qwbL49eQn5fEYPeiJD4HPalGbEZDea59UjwNEJ7rqKq2yuPAXQjkDZ6y3w=="], "@opentui/core-linux-x64": ["@opentui/core-linux-x64@0.7.0", "", { "os": "linux", "cpu": "x64" }, "sha512-OD2tGl1r27zcgCsuc+TYU5e+qhrbsRSI0YUBEb0ebQo8P6Ps2FL9LFenH9om4fddCh06G9Zd45ekJMhlDrGD3Q=="], - "@opentui/core-linux-x64-musl": ["@opentui/core-linux-x64-musl@0.7.0", "", { "os": "linux", "cpu": "x64", "libc": "musl" }, "sha512-HrJbcAIuayzQmWVzv+cjez37fNHL9FDoHmjwxAb4iK5GTjl89FZCxeKopyua14RA6WpP8/zUJQi8U16mm6XptA=="], + "@opentui/core-linux-x64-musl": ["@opentui/core-linux-x64-musl@0.7.0", "", { "os": "linux", "cpu": "x64" }, "sha512-HrJbcAIuayzQmWVzv+cjez37fNHL9FDoHmjwxAb4iK5GTjl89FZCxeKopyua14RA6WpP8/zUJQi8U16mm6XptA=="], "@opentui/core-win32-arm64": ["@opentui/core-win32-arm64@0.7.0", "", { "os": "win32", "cpu": "arm64" }, "sha512-8yqBoRsDbvKl2kGX0O8t5kpnVEnbzs+2qUZlJ8sbeA3Z+73WFj36G+clUIMVxpspOu78iKXlD84NIwTxjZUPKw=="], @@ -2261,18 +2156,6 @@ "@oxc-transform/binding-win32-x64-msvc": ["@oxc-transform/binding-win32-x64-msvc@0.96.0", "", { "os": "win32", "cpu": "x64" }, "sha512-0fI0P0W7bSO/GCP/N5dkmtB9vBqCA4ggo1WmXTnxNJVmFFOtcA1vYm1I9jl8fxo+sucW2WnlpnI4fjKdo3JKxA=="], - "@oxlint-tsgolint/darwin-arm64": ["@oxlint-tsgolint/darwin-arm64@0.21.0", "", { "os": "darwin", "cpu": "arm64" }, "sha512-P20j3MLqfwIT+94qGU3htC7dWp4pXGZW1p1p7FRUzu1aopq7c9nPCgf0W/WjktqQ57+iuTq9mbSlwWinl6+H1A=="], - - "@oxlint-tsgolint/darwin-x64": ["@oxlint-tsgolint/darwin-x64@0.21.0", "", { "os": "darwin", "cpu": "x64" }, "sha512-81TmmuBcPedEA0MwRmObuQuXnCprS1UiHQWGe7pseqNAJzUWXeAPrayqKTACX92VpruJI+yvY0XJrFp11PpcTA=="], - - "@oxlint-tsgolint/linux-arm64": ["@oxlint-tsgolint/linux-arm64@0.21.0", "", { "os": "linux", "cpu": "arm64" }, "sha512-sbjBr6zDduX8rNO0PTjhf7VYLCPWqdijWiMPp8e10qu6Tam1GdaVLaLlX8QrNupTgglO1GvqqgY/jcacWL8a6g=="], - - "@oxlint-tsgolint/linux-x64": ["@oxlint-tsgolint/linux-x64@0.21.0", "", { "os": "linux", "cpu": "x64" }, "sha512-jNrOcy53R5TJQfrK444Cm60bW9437xDoxPbm3AdvFSo/fhdFMllawc7uZC2Wzr+EAjTkW13K8R4QHzsUdBG9fQ=="], - - "@oxlint-tsgolint/win32-arm64": ["@oxlint-tsgolint/win32-arm64@0.21.0", "", { "os": "win32", "cpu": "arm64" }, "sha512-xWeRxJJILDE4b9UqHEWGBxcBc1TUS6zWHhxcyxTZMwf4q3wdKeu0OHYAcwLGJzoSjEIf6FTjyfPiRNil2oqsdg=="], - - "@oxlint-tsgolint/win32-x64": ["@oxlint-tsgolint/win32-x64@0.21.0", "", { "os": "win32", "cpu": "x64" }, "sha512-Ob9AA9teI8ckPo1whV1smLr5NrqwgBv/8boDbK0YZG+fKgNGRwr1hBj1ORgFWOQaUBv+5njp5A0RAfJJjQ95QQ=="], - "@oxlint/binding-android-arm-eabi": ["@oxlint/binding-android-arm-eabi@1.60.0", "", { "os": "android", "cpu": "arm" }, "sha512-YdeJKaZckDQL1qa62a1aKq/goyq48aX3yOxaaWqWb4sau4Ee4IiLbamftNLU3zbePky6QsDj6thnSSzHRBjDfA=="], "@oxlint/binding-android-arm64": ["@oxlint/binding-android-arm64@1.60.0", "", { "os": "android", "cpu": "arm64" }, "sha512-7ANS7PpXCfq84xZQ8E5WPs14gwcuPcl+/8TFNXfpSu0CQBXz3cUo2fDpHT8v8HJN+Ut02eacvMAzTnc9s6X4tw=="], @@ -2343,11 +2226,11 @@ "@parcel/watcher-linux-arm-musl": ["@parcel/watcher-linux-arm-musl@2.5.1", "", { "os": "linux", "cpu": "arm" }, "sha512-6E+m/Mm1t1yhB8X412stiKFG3XykmgdIOqhjWj+VL8oHkKABfu/gjFj8DvLrYVHSBNC+/u5PeNrujiSQ1zwd1Q=="], - "@parcel/watcher-linux-arm64-glibc": ["@parcel/watcher-linux-arm64-glibc@2.5.1", "", { "os": "linux", "cpu": "arm64", "libc": "glibc" }, "sha512-LrGp+f02yU3BN9A+DGuY3v3bmnFUggAITBGriZHUREfNEzZh/GO06FF5u2kx8x+GBEUYfyTGamol4j3m9ANe8w=="], + "@parcel/watcher-linux-arm64-glibc": ["@parcel/watcher-linux-arm64-glibc@2.5.1", "", { "os": "linux", "cpu": "arm64" }, "sha512-LrGp+f02yU3BN9A+DGuY3v3bmnFUggAITBGriZHUREfNEzZh/GO06FF5u2kx8x+GBEUYfyTGamol4j3m9ANe8w=="], "@parcel/watcher-linux-arm64-musl": ["@parcel/watcher-linux-arm64-musl@2.5.1", "", { "os": "linux", "cpu": "arm64" }, "sha512-cFOjABi92pMYRXS7AcQv9/M1YuKRw8SZniCDw0ssQb/noPkRzA+HBDkwmyOJYp5wXcsTrhxO0zq1U11cK9jsFg=="], - "@parcel/watcher-linux-x64-glibc": ["@parcel/watcher-linux-x64-glibc@2.5.1", "", { "os": "linux", "cpu": "x64", "libc": "glibc" }, "sha512-GcESn8NZySmfwlTsIur+49yDqSny2IhPeZfXunQi48DMugKeZ7uy1FX83pO0X22sHntJ4Ub+9k34XQCX+oHt2A=="], + "@parcel/watcher-linux-x64-glibc": ["@parcel/watcher-linux-x64-glibc@2.5.1", "", { "os": "linux", "cpu": "x64" }, "sha512-GcESn8NZySmfwlTsIur+49yDqSny2IhPeZfXunQi48DMugKeZ7uy1FX83pO0X22sHntJ4Ub+9k34XQCX+oHt2A=="], "@parcel/watcher-linux-x64-musl": ["@parcel/watcher-linux-x64-musl@2.5.1", "", { "os": "linux", "cpu": "x64" }, "sha512-n0E2EQbatQ3bXhcH2D1XIAANAcTZkQICBPVaxMeaCVBtOpBZpWJuf7LwyWPSBDITb7In8mqQgJ7gH8CILCURXg=="], @@ -2391,14 +2274,6 @@ "@preact/signals-core": ["@preact/signals-core@1.14.4", "", {}, "sha512-HNB6HYeYKhQbJ1aKl+YRjrS4+QWHLKX6qKoUsfS/m0vqzsVaEBiZiaKbG/e+NKk2ch5ALQr/ihWaMHxiCuuWHA=="], - "@protobuf-ts/plugin": ["@protobuf-ts/plugin@2.11.1", "", { "dependencies": { "@bufbuild/protobuf": "^2.4.0", "@bufbuild/protoplugin": "^2.4.0", "@protobuf-ts/protoc": "^2.11.1", "@protobuf-ts/runtime": "^2.11.1", "@protobuf-ts/runtime-rpc": "^2.11.1", "typescript": "^3.9" }, "bin": { "protoc-gen-ts": "bin/protoc-gen-ts", "protoc-gen-dump": "bin/protoc-gen-dump" } }, "sha512-HyuprDcw0bEEJqkOWe1rnXUP0gwYLij8YhPuZyZk6cJbIgc/Q0IFgoHQxOXNIXAcXM4Sbehh6kjVnCzasElw1A=="], - - "@protobuf-ts/protoc": ["@protobuf-ts/protoc@2.11.1", "", { "bin": { "protoc": "protoc.js" } }, "sha512-mUZJaV0daGO6HUX90o/atzQ6A7bbN2RSuHtdwo8SSF2Qoe3zHwa4IHyCN1evftTeHfLmdz+45qo47sL+5P8nyg=="], - - "@protobuf-ts/runtime": ["@protobuf-ts/runtime@2.11.1", "", {}, "sha512-KuDaT1IfHkugM2pyz+FwiY80ejWrkH1pAtOBOZFuR6SXEFTsnb/jiQWQ1rCIrcKx2BtyxnxW6BWwsVSA/Ie+WQ=="], - - "@protobuf-ts/runtime-rpc": ["@protobuf-ts/runtime-rpc@2.11.1", "", { "dependencies": { "@protobuf-ts/runtime": "^2.11.1" } }, "sha512-4CqqUmNA+/uMz00+d3CYKgElXO9VrEbucjnBFEjqI4GuDrEQ32MaI3q+9qPBvIGOlL4PmHXrzM32vBPWRhQKWQ=="], - "@puppeteer/browsers": ["@puppeteer/browsers@3.2.1", "", { "dependencies": { "modern-tar": "^0.8.0", "yargs": "^18.0.0" }, "peerDependencies": { "proxy-agent": ">=8.0.1", "yauzl": "^2.10.0 || ^3.4.0" }, "optionalPeers": ["proxy-agent", "yauzl"], "bin": { "browsers": "lib/main-cli.js" } }, "sha512-KDz+3qDRdBAlRlMjmKyj6dEs33YHTk/xRHEENSXq6TNnhgoU15ruSHtEBeVF6OZ9tBDY55Se4P0nFMNsipzU9A=="], "@redis/bloom": ["@redis/bloom@6.2.1", "", { "peerDependencies": { "@redis/client": "^6.2.1" } }, "sha512-huQgNLaCIZfQ9SeLn4q9124uOUd8HbZDYHwwUzNcRgHqCHiHKl2dDxMqJCeWh8cMqZAoWuHR8XnWbDMIf+o7ag=="], @@ -2411,8 +2286,6 @@ "@redis/time-series": ["@redis/time-series@6.2.1", "", { "peerDependencies": { "@redis/client": "^6.2.1" } }, "sha512-kiYniph04dJOole+L359B6C9E+jYS2uDP7hca6Onj0xF38ZIpyxARO0Iq0W4ZRn1e8Q6vqW00QFZVSMRA/2Ijw=="], - "@remix-run/node-fetch-server": ["@remix-run/node-fetch-server@0.8.1", "", {}, "sha512-J1dev372wtJqmqn9U/qbpbZxbJSQrogNN2+Qv1lKlpATpe/WQ9aCZfl/xSb9d2Rgh1IyLSvNxZAXPZxruO6Xig=="], - "@rolldown/binding-android-arm-eabi": ["@rolldown/binding-android-arm-eabi@1.2.5", "", { "os": "android", "cpu": "arm" }, "sha512-DLe/i+l8ynIBY7XEQ191TeZvCoowIGa18R+dIV30GW7DiOtp74i/xX8hs8GUjW5ARV7VZuie3d6AumSmCwbeRA=="], "@rolldown/binding-android-arm64": ["@rolldown/binding-android-arm64@1.2.5", "", { "os": "android", "cpu": "arm64" }, "sha512-zXcwKlQApYAOELHd8PwKDFkagYF9Wy4e0RJ+0qnzl9Pjnpj75TEG8ufv40p2J7kCEfwZAsNiuzRIyNNMWT38ig=="], @@ -2551,7 +2424,7 @@ "@sentry/vite-plugin": ["@sentry/vite-plugin@5.4.0", "", { "dependencies": { "@sentry/bundler-plugins": "^10.64.0" } }, "sha512-fFJgCxs5hDyAm9BbZJ+LbA+LK2tjX5OoD0v0ARU4StR6KQmGUduoPs69yJ9AfqZ0om3Rlp5JDliiwFcNkasORA=="], - "@shikijs/core": ["@shikijs/core@3.20.0", "", { "dependencies": { "@shikijs/types": "3.20.0", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4", "hast-util-to-html": "^9.0.5" } }, "sha512-f2ED7HYV4JEk827mtMDwe/yQ25pRiXZmtHjWF8uzZKuKiEsJR7Ce1nuQ+HhV9FzDcbIo4ObBCD9GPTzNuy9S1g=="], + "@shikijs/core": ["@shikijs/core@4.4.3", "", { "dependencies": { "@shikijs/primitive": "4.4.3", "@shikijs/types": "4.4.3", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.5", "hast-util-to-html": "^9.0.5" } }, "sha512-QCR4q2ZO/ILJEuwiBMel4wdcTDb1JGwfjKTxPDF6x8ixOaluPrVqIn06C99AcRPhmYlBR56d/Fb+GN58GzExpg=="], "@shikijs/engine-javascript": ["@shikijs/engine-javascript@4.4.3", "", { "dependencies": { "@shikijs/types": "4.4.3", "@shikijs/vscode-textmate": "^10.0.2", "oniguruma-to-es": "^4.3.6" } }, "sha512-FbOjFJp9VLdo1Wevs10BBtVxiTWwNLqZh5Gkhjgda/ioL15YOgeSl9n+6XMa3qRlPQzfhFNe641SrynFHYG0nQ=="], @@ -2563,9 +2436,7 @@ "@shikijs/themes": ["@shikijs/themes@4.4.3", "", { "dependencies": { "@shikijs/types": "4.4.3" } }, "sha512-w8UHjeUnIR965KMWJHUPXOc2mNJUnK3vpVLYLvw5IYU2mnTTJ89E24OrJDBNiJDQ0qzb0tc4l7mrIXx5cFeIyw=="], - "@shikijs/transformers": ["@shikijs/transformers@3.20.0", "", { "dependencies": { "@shikijs/core": "3.20.0", "@shikijs/types": "3.20.0" } }, "sha512-PrHHMRr3Q5W1qB/42kJW6laqFyWdhrPF2hNR9qjOm1xcSiAO3hAHo7HaVyHE6pMyevmy3i51O8kuGGXC78uK3g=="], - - "@shikijs/types": ["@shikijs/types@3.20.0", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4" } }, "sha512-lhYAATn10nkZcBQ0BlzSbJA3wcmL5MXUUF8d2Zzon6saZDlToKaiRX60n2+ZaHJCmXEcZRWNzn+k9vplr8Jhsw=="], + "@shikijs/types": ["@shikijs/types@4.4.3", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.5" } }, "sha512-UEJxmRR++MAGR6hugn0vgVS2W/6lWAts84FFSrnlH9sP0LNol7E5+NQ792pH8liWUhyMyjhTgSUH3k7iD7tc5g=="], "@shikijs/vscode-textmate": ["@shikijs/vscode-textmate@10.0.2", "", {}, "sha512-83yeghZ2xxin3Nj8z1NMd/NCuca+gsYXswywDy5bHvwlWL8tpTQmzGeUuHd9FC3E/SBEMvzJRwWEOz5gGes9Qg=="], @@ -2593,90 +2464,28 @@ "@sindresorhus/is": ["@sindresorhus/is@4.6.0", "", {}, "sha512-t09vSN3MdfsyCHoFcTRCH/iUtG7OJ0CsjzB8cjAmKc/va/kIgeDI/TxsigdncE/4be734m0cvIYwNaV4i2XqAw=="], - "@smithy/config-resolver": ["@smithy/config-resolver@4.7.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-Y1XfSefHIOub9762qm3ShafdlEE/Va8h3kLUeMq765fNeWeNLcOP2YUPr86H1SlyGwZTOqQ67RlBZPZ3k9Djgg=="], - "@smithy/core": ["@smithy/core@3.33.2", "", { "dependencies": { "@smithy/types": "^4.17.2", "tslib": "^2.6.2" } }, "sha512-CUGXpnPkVdjUCbix+83sWLW9VFgQOm44MDOx/ihITJMAnOZKvL8YYIc7DR9pP/tZ8CIRvMiON/TucvygqbHO3w=="], "@smithy/credential-provider-imds": ["@smithy/credential-provider-imds@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "@smithy/types": "^4.17.2", "tslib": "^2.6.2" } }, "sha512-A9uSdn72ozbRUSit0eib0TW7nXuNPlaeM0zcGkJ+nE6tFcSDbnmtwoxbTCFBukVQcszDAyvsd7+rTduPTXpygg=="], "@smithy/eventstream-codec": ["@smithy/eventstream-codec@4.2.14", "", { "dependencies": { "@aws-crypto/crc32": "5.2.0", "@smithy/types": "^4.14.1", "@smithy/util-hex-encoding": "^4.2.2", "tslib": "^2.6.2" } }, "sha512-erZq0nOIpzfeZdCyzZjdJb4nVSKLUmSkaQUVkRGQTXs30gyUGeKnrYEg+Xe1W5gE3aReS7IgsvANwVPxSzY6Pw=="], - "@smithy/eventstream-serde-browser": ["@smithy/eventstream-serde-browser@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-HQ4l596buGUPnypSGfoYKp17GvR0sMMKyc6PQ/NHxLmh8sQjP7h3TRvy+lW/et12UN9BRPAbHJKa4d3XMMVszQ=="], - - "@smithy/eventstream-serde-config-resolver": ["@smithy/eventstream-serde-config-resolver@4.6.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-GVWpmVKiVAvZDr3E0qRPu+A7TzeeMUctuP9SoFpzGx31lenW3Wk8zq7N97p8sJMwLCyVhXcbv5D0UTURCHdH0w=="], - - "@smithy/eventstream-serde-node": ["@smithy/eventstream-serde-node@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-WkWkseIHXv+hr6RnrkpEOv5TOPHWLzzlOsocnPCCKsdfCOkBN7qhBn1/Pij9QZynkloJXYsQp9A5ykdIPVL2tg=="], - "@smithy/fetch-http-handler": ["@smithy/fetch-http-handler@5.7.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "@smithy/types": "^4.17.2", "tslib": "^2.6.2" } }, "sha512-nZyWTmSpJEXl6VtWVMBJve/7x12DZu6sIX1z1a+ZMaHlQQRs9Zpu6NbTe/gmxYXVRpkjxyDYpZ5gx2IM6f/Wkw=="], - "@smithy/hash-blob-browser": ["@smithy/hash-blob-browser@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-+fx5GrWB/EElSRl/z+MQXa5RMaGH4ZH/MyZbBgH7CDE053KLD9o4kLGdrBGe8KicU/t22cHzdZs2cVwGL1yt9g=="], - - "@smithy/hash-node": ["@smithy/hash-node@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-OcD8fGClTkP0BWHVEAgUp1RZyCw8cKfqTPQ+DgrSF5jvR8zKkw2Aud79L4G/1Fu3QKLcsHExxRIPQCcKx7+xkg=="], - - "@smithy/hash-stream-node": ["@smithy/hash-stream-node@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-0sx3A9RyCV8taQ1UM9P7K9JFH2bsLXhdIr85vNNXkhq7Q9TqUdm+XxGiBuInq76aA7vBdvUQFvvyBoB95DJf3Q=="], - - "@smithy/invalid-dependency": ["@smithy/invalid-dependency@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-VONOgtCxIXtwXrLVZPUdxOELYpkFzNizkpbQE5CrJ/OEh12Osx+LVXsLEAF+JcvVqPODmUoOUaovlOjCQHTOow=="], - - "@smithy/is-array-buffer": ["@smithy/is-array-buffer@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-ErISzsrBz6I4rREFd9l49An0nIuatPWDegdu446Hf4QU3/UTygVaBYrcGbWNOC6sbANf2eyvPun3DyI2aHV+jg=="], - - "@smithy/md5-js": ["@smithy/md5-js@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-EC8CXhy/Y3DHniNBPK63ECkYir91IpFhIbVOo/Z7y75hO3RMFY0v+b6MUPLVp0TBtTRo+A5uU73yqyrTecTJmw=="], - - "@smithy/middleware-content-length": ["@smithy/middleware-content-length@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-43Ixsc2OE5rhruhc9a1vETUCmK3Yh1AIbg2+wwQUgloOIti2FgPHmPLLBkjIqx8vdmpABtsVlhazNr5TMZKJmA=="], - - "@smithy/middleware-endpoint": ["@smithy/middleware-endpoint@4.7.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-7HgK3/pQQHcD5w9lOPtK53/eDMKDp324Nd4KZ8XvxlcKHiWytuM9VwVOB2iy3rutsz/N1WNEWBkaRBayrGnuog=="], - - "@smithy/middleware-retry": ["@smithy/middleware-retry@4.8.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-wj0BTZ6SC7YI8hSLMbZCO1BP7k8JOuSUHjRYrZJApqNEiHL6jxaLs5Sr92EeXu5CuVzZOUCFUuewXusWxps0bQ=="], - - "@smithy/middleware-serde": ["@smithy/middleware-serde@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-5Qeqkw4IdmUQUGR/FRImBruFcnXiwGC8+EOVH377bonkQF66temzxM4HbCnOOQb8U/SClP1IdlFbC7CTmKux4Q=="], - - "@smithy/middleware-stack": ["@smithy/middleware-stack@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-db1TDSBA03WtomPMLWPy69L85vEaQbbnDHlmCYQ7hIqOdD22K+k8GlsVYdafYKaFkJaJW2OvcgcXOELGfhtptA=="], - - "@smithy/node-config-provider": ["@smithy/node-config-provider@4.6.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-zMrXu/O5tPa7GLtra8L4wFG6DACcXT9QV4Ay+WEAjUhXm1dVq7c/q9Qv9gkJZNLY8hmQKg08778kDcxpKNMqOA=="], + "@smithy/is-array-buffer": ["@smithy/is-array-buffer@2.2.0", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-GGP3O9QFD24uGeAXYUjwSTXARoqpZykHadOmA8G5vfJPK0/DC67qa//0qvqrJzL1xc8WQWX7/yc7fwudjPHPhA=="], "@smithy/node-http-handler": ["@smithy/node-http-handler@4.11.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "@smithy/types": "^4.17.2", "tslib": "^2.6.2" } }, "sha512-avwAh9HM3h2lcfjvP3zYIZGf+XVgLQ91wOJ2qoFbNpW1UZeZb33aGlhTZvtkANHfcGhJroRY64525OjfgOg30g=="], - "@smithy/property-provider": ["@smithy/property-provider@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-SPJCSCCGpHf5g5b8244ig3WVKIdv2DS+X6cfmy4bpKEYo4VlLYM+bGHpHbfbmp76vegMKQBvs7DEpwQ5YuhKLA=="], - - "@smithy/protocol-http": ["@smithy/protocol-http@5.6.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-Asd04MaxODN6FNY8EPTeCAM4kPNi3jDUAjZU0Y4F9rHvpLUrrUo7KLcxFgSthywFr6dZfIyDLIJda6jxmVTk5w=="], - - "@smithy/shared-ini-file-loader": ["@smithy/shared-ini-file-loader@4.7.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-XsIDj5gVG4YRxGS4n4TiBDAogPWRHXKZyor6JW/sEuaa/7BvKADe9j45jI2dPYCnYbKkLBmbZ4qN9ns0sH+kMQ=="], - "@smithy/signature-v4": ["@smithy/signature-v4@5.7.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "@smithy/types": "^4.17.2", "tslib": "^2.6.2" } }, "sha512-P7Ki6px6OOrxVtx8K7nLmyx4SlXUW/uTKDdMG44UHefmPGSRMBKe2v+TM59WdLcpUIrBrnuCsIqiM2MbsZjmhw=="], - "@smithy/smithy-client": ["@smithy/smithy-client@4.15.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "@smithy/types": "^4.17.2", "tslib": "^2.6.2" } }, "sha512-qweA7dHwcWmq8IN2mIGo7nAfeji1nwWBra+P3nz4R8W8yoQYE6Iy2bN33I0W3d50MN/V5EiDY/nElr4EHITsrg=="], - "@smithy/types": ["@smithy/types@4.17.2", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-FOKpVZob9MPTn2znRzGrnsMHv7BOsKVw3XiP/cOyYLDVZ9qKp4nifIiSCuUU/fIj5Vu0UOAxCFr+qRAtG0NUkA=="], - "@smithy/url-parser": ["@smithy/url-parser@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-xqZcyU/YjOt9ofe8WM1y9aCaAmxel2iRiHpkT0x2BN++mRXw0M4VdxPAOtuux279JndY6wWMiOt5BJ2xmAuMYA=="], - - "@smithy/util-base64": ["@smithy/util-base64@4.6.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-wTQX1hPfElIqY6AzM/s6c4UgpMxCL4MwJ5u6340ksLPq78lur6Y+keheIDk5gMX4G3KFh4MERcDt6xhRq+ie1Q=="], - - "@smithy/util-body-length-browser": ["@smithy/util-body-length-browser@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-QyeUSin/R2nz0hXZ5ObTvhmCQomsr6+ZyHygab5AH5+fTY5xVDQeX1DFKp9uPEwOs6RW26jEn9yqq+4yqIZDrA=="], - - "@smithy/util-body-length-node": ["@smithy/util-body-length-node@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-SErsW8pBKTCkFEA1RoChwW6/8JYzdcWqWDOsRP0xOtxMYsHOUMcldkcQjtujpKSy2FtlywqygCOxSKarc4TAZw=="], - "@smithy/util-buffer-from": ["@smithy/util-buffer-from@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-nxu3SgmAw9JXT2CtkU0m/XNLWpP9MsaBx1zAGAypCbYj15tIFlmcYwpF+Oh18le83d+IM9PT7ENdXnE4C+d5mA=="], - "@smithy/util-config-provider": ["@smithy/util-config-provider@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-bAtInttsiHw9HX/vaNUU6Nj8pWqxMNKD0okEsjr8StgKwRdzN4mpl4/P7/en2JNCWlCyterSDOoveptct/jOGg=="], - - "@smithy/util-defaults-mode-browser": ["@smithy/util-defaults-mode-browser@4.6.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-wENSdyLXVzupl1nyPK7JP/wt6Lkph/psRgocKli5NLh7O936L66FrZQ/I9HBHwZ5N0Z4MJUoj8qNdw+/6cTRgA=="], - - "@smithy/util-defaults-mode-node": ["@smithy/util-defaults-mode-node@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-3915rhdCibo7Do927AFV6pXxsIiaKOZGGexJ3LnT2l5CgJZi3DPqZ2ZMhYTIPjiRA3asHhPe0gaFBtxuqXC8aA=="], - - "@smithy/util-endpoints": ["@smithy/util-endpoints@3.7.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-16wQS3r4gXctr9/uYB0OUAUOm1LZLUKAsBeG364l64OalFwsRRvgO+AjL3OYxmxt060z1ExchX2ayrNVfM0r9Q=="], - "@smithy/util-hex-encoding": ["@smithy/util-hex-encoding@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-iq+cW3mAb7vfcxEEpYi3zXKpDtbrIFyanWjQl4zBq4seWD4OSxXDWSfespZxenX6aEaighn+NR3u1nU1DSvs3w=="], - "@smithy/util-middleware": ["@smithy/util-middleware@4.5.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-wmfA04AZqTwu10EWGKUu4dm/3BZfSedqlqAiQPWVr8OkwFh0MovRDBwc48Pzd2YEEjqpI0JwXVk65TBarff3wQ=="], - - "@smithy/util-retry": ["@smithy/util-retry@4.6.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-q6MXFNu+W4ZCNdNKutzDLP/Hzumd1FU9CQX++P/7ylanYIYiGhgZwSzwZWAw+G1RNcfY+RBYv61XcGlSYhj+BA=="], - - "@smithy/util-stream": ["@smithy/util-stream@4.8.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-R+S7jmu8VdbtOygMUSIGfkmOBp0SowT8+8LZdk21oXdmmKfN4G/bwN5IGIi0UH3RwWc9KJWDH1Dzm45DClyUvw=="], - "@smithy/util-utf8": ["@smithy/util-utf8@4.2.2", "", { "dependencies": { "@smithy/util-buffer-from": "^4.2.2", "tslib": "^2.6.2" } }, "sha512-75MeYpjdWRe8M5E3AW0O4Cx3UadweS+cwdXjwYGBW5h/gxxnbeZ877sLPX/ZJA9GVTlL/qG0dXP29JWFCD1Ayw=="], - "@smithy/util-waiter": ["@smithy/util-waiter@4.6.2", "", { "dependencies": { "@smithy/core": "^3.33.2", "tslib": "^2.6.2" } }, "sha512-TNNK01i1HiSAR6hBF94J7q338JgEaHPrP8QKRSeQBsbSbw5O4+YGdZYitmsTeEWvHGX+2R/oQ7BzxyAjeZxuWg=="], - "@socket.io/component-emitter": ["@socket.io/component-emitter@3.1.2", "", {}, "sha512-9BCxFwvbGg/RsZK9tjXd8s4UcwR0MWeFQ1XEKIQVVvAGJyINdrqKMcTRyLoK8Rse1GjzLV9cwjWV1olXRWEXVA=="], "@solid-primitives/event-bus": ["@solid-primitives/event-bus@1.1.2", "", { "dependencies": { "@solid-primitives/utils": "^6.3.2" }, "peerDependencies": { "solid-js": "^1.6.12" } }, "sha512-l+n10/51neGcMaP3ypYt21bXfoeWh8IaC8k7fYuY3ww2a8S1Zv2N2a7FF5Qn+waTu86l0V8/nRHjkyqVIZBYwA=="], @@ -2823,8 +2632,6 @@ "@types/estree-jsx": ["@types/estree-jsx@1.0.5", "", { "dependencies": { "@types/estree": "*" } }, "sha512-52CcUVNFyfb1A2ALocQw/Dd1BQFNmSdkuC3BkZ6iqhdMfQz7JWOFRuJFloOzjk+6WijU56m9oKXFAXc7o3Towg=="], - "@types/fontkit": ["@types/fontkit@2.0.9", "", { "dependencies": { "@types/node": "*" } }, "sha512-qNYerFky3muCmZPq+R+B3cUDRA5OONw/oh6aGGFxx2LOBz6yu8eamKusrhkHnC6rc2fm76+G9z9QoWSB2SaQaw=="], - "@types/fs-extra": ["@types/fs-extra@9.0.13", "", { "dependencies": { "@types/node": "*" } }, "sha512-nEnwB++1u5lVDM2UI4c1+5R+FYaKfaAzS4OococimjVm3nQw3TuzH5UNsocrcTBbhnerblyHj4A49qXbIiZdpA=="], "@types/hast": ["@types/hast@3.0.5", "", { "dependencies": { "@types/unist": "*" } }, "sha512-rp/ezSWaD1m44dPKICGhiskI13nVr7qTloFwDa/IYkhhf5nzwP+zIQcIJh3WIFSBOy/H1PzB40jPjMDksN4F+g=="], @@ -2869,8 +2676,6 @@ "@types/react": ["@types/react@19.2.17", "", { "dependencies": { "csstype": "^3.2.2" } }, "sha512-MXfmqaVPEVgkBT/aY0aGCkRWWtByiYQXo3xdQ8r5RzuFrPiRn8Gar2tQdXSUQ2GKV3bkXckek89V8wQBY2Q/Aw=="], - "@types/react-dom": ["@types/react-dom@19.2.3", "", { "peerDependencies": { "@types/react": "^19.2.0" } }, "sha512-jp2L/eY6fn+KgVVQAOqYItbF0VY/YApe5Mz2F0aykSO8gx31bYCZyvSeYxCHKvzHG5eZjc+zyaS5BrBWya2+kQ=="], - "@types/resolve": ["@types/resolve@1.20.2", "", {}, "sha512-60BCwRFOZCQhDncwQdxxeOEEkbc5dIMccYLwbxsS4TUNeVECQ/pBJ0j09mrHOl/JJvpRPGwO9SvE4nR2Nb/a4Q=="], "@types/responselike": ["@types/responselike@1.0.3", "", { "dependencies": { "@types/node": "*" } }, "sha512-H/+L+UkTV33uf49PH5pCAUBVPNj2nDBXTN+qS1dOwyyg24l3CcicicCA7ca+HMvJBZcFgl5r8e+RR6elsb4Lyw=="], @@ -2937,10 +2742,6 @@ "@typescript/typescript-win32-x64": ["@typescript/typescript-win32-x64@7.1.0-beta", "", { "os": "win32", "cpu": "x64" }, "sha512-UKcHvbybY2tDTvFW2b1vwiAvDlIRooo69lh8CXWVhOQejcvpM5+IgbiFW9EIwR5Wi5X/v+BdN7gdWbigBuJ3rw=="], - "@typescript/vfs": ["@typescript/vfs@1.6.4", "", { "dependencies": { "debug": "^4.4.3" }, "peerDependencies": { "typescript": "*" } }, "sha512-PJFXFS4ZJKiJ9Qiuix6Dz/OwEIqHD7Dme1UwZhTK11vR+5dqW2ACbdndWQexBzCx+CPuMe5WBYQWCsFyGlQLlQ=="], - - "@typespec/ts-http-runtime": ["@typespec/ts-http-runtime@0.3.8", "", { "dependencies": { "http-proxy-agent": "^7.0.0", "https-proxy-agent": "^7.0.0", "tslib": "^2.6.2" } }, "sha512-bLMpVcWZNzq6lYOybwFwOAR1IXKcHnhUNqYeHjl1bET/qE3jFPFH+p8Wrh3rU4xwdnifPxmKNESBYnvnmc75aA=="], - "@ungap/structured-clone": ["@ungap/structured-clone@1.3.3", "", {}, "sha512-60YRaenCQcVjYEKOcG824+DRGGIQ3VKErcBoAEDJZz5bKIs2ZG+X/H9Nk+Q6EVkwJk5QNApxbrc5QtBSwtrXAg=="], "@vitest/expect": ["@vitest/expect@4.1.11", "", { "dependencies": { "@standard-schema/spec": "^1.1.0", "@types/chai": "^5.2.2", "@vitest/spy": "4.1.11", "@vitest/utils": "4.1.11", "chai": "^6.2.2", "tinyrainbow": "^3.1.0" } }, "sha512-VX2x5vNJXET47KAFzwERI+KRMtTTCSWTfSMKsW7JsUsXV4psq++e3DvZpuTDOpHcxytiDs6p2nhVb2tVDiiUYw=="], @@ -2985,11 +2786,11 @@ "@yuuang/ffi-rs-linux-arm-gnueabihf": ["@yuuang/ffi-rs-linux-arm-gnueabihf@1.3.7", "", { "os": "linux", "cpu": "arm" }, "sha512-9r//Z022QYVoIAY458Dpk8HWkisk/y4NJC3d52RlkdsLD+9p0zn0cKKSoMF/xUsOWDFSmOf+cwU/Xadi/wxFMQ=="], - "@yuuang/ffi-rs-linux-arm64-gnu": ["@yuuang/ffi-rs-linux-arm64-gnu@1.3.2", "", { "os": "linux", "cpu": "arm64", "libc": "glibc" }, "sha512-gWFO6xufUK9lPYUqDvKa6IR243dPqdetgl9Q7HrZWaDu7wLo06QQrosw8QTzndafQnOcBKm6LoLujmGCfTgJOA=="], + "@yuuang/ffi-rs-linux-arm64-gnu": ["@yuuang/ffi-rs-linux-arm64-gnu@1.3.2", "", { "os": "linux", "cpu": "arm64" }, "sha512-gWFO6xufUK9lPYUqDvKa6IR243dPqdetgl9Q7HrZWaDu7wLo06QQrosw8QTzndafQnOcBKm6LoLujmGCfTgJOA=="], "@yuuang/ffi-rs-linux-arm64-musl": ["@yuuang/ffi-rs-linux-arm64-musl@1.3.7", "", { "os": "linux", "cpu": "arm64" }, "sha512-eLLx4P8DzNnuPif19nAvKPaf88lSf6KFbDetH3nAIRZvI495h0jigN835Ayr7uAADssohGfO9MPMH33DXmFErA=="], - "@yuuang/ffi-rs-linux-x64-gnu": ["@yuuang/ffi-rs-linux-x64-gnu@1.3.2", "", { "os": "linux", "cpu": "x64", "libc": "glibc" }, "sha512-s8VCFazaJKmgY2hgMTpWk4TtBY/zy5ovbaGgwyY0FvBD0YvyhcET4IrMsDJpHhFVTPCYfKZ1dN45clD/YiFp6g=="], + "@yuuang/ffi-rs-linux-x64-gnu": ["@yuuang/ffi-rs-linux-x64-gnu@1.3.2", "", { "os": "linux", "cpu": "x64" }, "sha512-s8VCFazaJKmgY2hgMTpWk4TtBY/zy5ovbaGgwyY0FvBD0YvyhcET4IrMsDJpHhFVTPCYfKZ1dN45clD/YiFp6g=="], "@yuuang/ffi-rs-linux-x64-musl": ["@yuuang/ffi-rs-linux-x64-musl@1.3.7", "", { "os": "linux", "cpu": "x64" }, "sha512-YOcOkIwVvIhpwuGJ428h15vpE0KnT3teFG0g2J31FrBxrVh9IH4HeTGXjelI3l9SI5gyiZDnD4PQnQ1U6oqTcA=="], @@ -3021,9 +2822,7 @@ "ajv-i18n": ["ajv-i18n@4.2.0", "", { "peerDependencies": { "ajv": "^8.0.0-beta.0" } }, "sha512-v/ei2UkCEeuKNXh8RToiFsUclmU+G57LO1Oo22OagNMENIw+Yb8eMwvHu7Vn9fmkjJyv6XclhJ8TbuigSglPkg=="], - "am-i-vibing": ["am-i-vibing@0.4.0", "", { "dependencies": { "process-ancestry": "^0.1.0" }, "bin": { "am-i-vibing": "dist/cli.mjs" } }, "sha512-MxT4XZL7pzLHpuvhDKdMaQHMGGkJDLluKBLsbstn+8wv9sWcFT6h+0ve9qkml95amVTZtZV83gQe2hY+ojgHLg=="], - - "ansi-align": ["ansi-align@3.0.1", "", { "dependencies": { "string-width": "^4.1.0" } }, "sha512-IOfwwBF5iczOjp/WeY4YxyjqAFMQoZufdQWDd19SEExbVLNXqvpzSJ/M7Za4/sCPmQ0+GRquoA7bGcINcxew6w=="], + "am-i-vibing": ["am-i-vibing@0.5.0", "", { "dependencies": { "process-ancestry": "^0.1.0" }, "bin": { "am-i-vibing": "dist/cli.mjs" } }, "sha512-KLcsDhqf1XRrJmJr+9I/C0EX2K+sGrAGZFgkmd84c8TJO9zJBu+/kFInjazu1KfJWFhWDKdRWkpBzEs7s35DVA=="], "ansi-colors": ["ansi-colors@4.1.3", "", {}, "sha512-/6w/C21Pm1A7aZitlI5Ni/2J6FFQN8i1Cvz3kHABAAbw93v/NlvKdVOqz7CCWz/3iv/JplRSEEZ83XION15ovw=="], @@ -3035,14 +2834,8 @@ "anymatch": ["anymatch@3.1.3", "", { "dependencies": { "normalize-path": "^3.0.0", "picomatch": "^2.0.4" } }, "sha512-KMReFUr0B4t+D+OBkjR3KYqvocp2XaSzO55UcB6mgQMd3KbcE+mWTyvVV7D/zsdEbNnV6acZUutkiHQXvTr1Rw=="], - "anynum": ["anynum@1.0.1", "", {}, "sha512-N6//FLET/tXYNM/F6ABca1oH6fWB+KlTt909Le28WMDBk8oaT4vY17DCrwg2MvmuqUKt3Ni4N5dGJ/EoBgcO6A=="], - "app-builder-lib": ["app-builder-lib@26.15.7", "", { "dependencies": { "@electron/asar": "3.4.1", "@electron/fuses": "^1.8.0", "@electron/get": "^3.0.0", "@electron/notarize": "2.5.0", "@electron/osx-sign": "1.3.3", "@electron/rebuild": "^4.0.4", "@electron/universal": "2.0.3", "@malept/flatpak-bundler": "^0.4.0", "@noble/hashes": "^2.2.0", "@peculiar/webcrypto": "^1.7.1", "@types/fs-extra": "9.0.13", "ajv": "^8.18.0", "asn1js": "^3.0.10", "async-exit-hook": "^2.0.1", "builder-util": "26.15.3", "builder-util-runtime": "9.7.0", "chromium-pickle-js": "^0.2.0", "ci-info": "4.3.1", "debug": "^4.3.4", "dotenv": "^16.4.5", "dotenv-expand": "^11.0.6", "ejs": "^3.1.8", "electron-publish": "26.15.3", "fs-extra": "^10.1.0", "hosted-git-info": "^4.1.0", "isbinaryfile": "^5.0.0", "jiti": "^2.4.2", "js-yaml": "^4.1.0", "json5": "^2.2.3", "lazy-val": "^1.0.5", "minimatch": "^10.2.5", "pkijs": "^3.4.0", "plist": "3.1.0", "proper-lockfile": "^4.1.2", "resedit": "^1.7.0", "semver": "~7.7.3", "tar": "^7.5.7", "temp-file": "^3.4.0", "tiny-async-pool": "1.3.0", "unzipper": "^0.12.3", "which": "^5.0.0" }, "peerDependencies": { "dmg-builder": "26.15.7", "electron-builder-squirrel-windows": "26.15.7" } }, "sha512-C7APoYISPExUmrEntNhDpz9Tccb4uWuEDfLaC0WPPc7/pwzz0WZGznCz/ycPfkkzw6tKOalceD8g6TgHmVz1QA=="], - "archiver": ["archiver@7.0.1", "", { "dependencies": { "archiver-utils": "^5.0.2", "async": "^3.2.4", "buffer-crc32": "^1.0.0", "readable-stream": "^4.0.0", "readdir-glob": "^1.1.2", "tar-stream": "^3.0.0", "zip-stream": "^6.0.1" } }, "sha512-ZcbTaIqJOfCc03QwD468Unz/5Ir8ATtvAHsK+FdXbDIbGfihqh9mrvdcYunQzqn4HrvWWaFyaxJhGZagaJJpPQ=="], - - "archiver-utils": ["archiver-utils@5.0.2", "", { "dependencies": { "glob": "^10.0.0", "graceful-fs": "^4.2.0", "is-stream": "^2.0.1", "lazystream": "^1.0.0", "lodash": "^4.17.15", "normalize-path": "^3.0.0", "readable-stream": "^4.0.0" } }, "sha512-wuLJMmIBQYCsGZgYLTy5FIB2pF6Lfb6cXMSF8Qywwk3t20zWnAi7zLcQFdKQmIB8wyZpY5ER38x08GbwtR2cLA=="], - "arg": ["arg@5.0.2", "", {}, "sha512-PYjyFOLKQ9y57JvQ6QLo8dAgNqswh8M1RMJYdQduT6xbWSgK36P/Z/v+p888pM69jMMfS8Xd8F6I1kQ/I9HUGg=="], "argparse": ["argparse@1.0.10", "", { "dependencies": { "sprintf-js": "~1.0.2" } }, "sha512-o5Roy6tNG4SL/FOkCAN6RzjiakZS25RLYFrcMttJqbdd8BWrnA+fGz57iN5Pb06pvBGvl5gQ0B48dJlslXvoTg=="], @@ -3061,7 +2854,9 @@ "astring": ["astring@1.9.0", "", { "bin": { "astring": "bin/astring" } }, "sha512-LElXdjswlqjWrPpJFg1Fx4wpkOCxj1TDHlSV4PlaRxHGWko024xICaa97ZkMfs6DRKlCguiAI+rbXv5GWwXIkg=="], - "astro": ["astro@7.1.3", "", { "dependencies": { "@astrojs/compiler-rs": "^0.3.1", "@astrojs/internal-helpers": "0.10.1", "@astrojs/markdown-satteri": "0.3.4", "@astrojs/telemetry": "3.3.3", "@capsizecss/unpack": "^4.0.0", "@clack/prompts": "^1.1.0", "@oslojs/encoding": "^1.1.0", "@rollup/pluginutils": "^5.3.0", "am-i-vibing": "^0.4.0", "aria-query": "^5.3.2", "axobject-query": "^4.1.0", "ci-info": "^4.4.0", "clsx": "^2.1.1", "common-ancestor-path": "^2.0.0", "cookie": "^2.0.1", "devalue": "^5.8.1", "diff": "^8.0.3", "dset": "^3.1.4", "es-module-lexer": "^2.0.0", "esbuild": "^0.28.0", "flattie": "^1.1.1", "fontace": "~0.4.1", "get-tsconfig": "5.0.0-beta.4", "github-slugger": "^2.0.0", "html-escaper": "3.0.3", "http-cache-semantics": "^4.2.0", "js-yaml": "^4.1.1", "jsonc-parser": "^3.3.1", "magic-string": "^0.30.21", "magicast": "^0.5.2", "mrmime": "^2.0.1", "neotraverse": "^1.0.1", "obug": "^2.1.1", "p-limit": "^7.3.0", "p-queue": "^9.1.0", "package-manager-detector": "^1.6.0", "piccolore": "^0.1.3", "picomatch": "^4.0.4", "semver": "^7.7.4", "shiki": "^4.0.2", "smol-toml": "^1.6.0", "svgo": "^4.0.1", "tinyclip": "^0.1.12", "tinyexec": "^1.0.4", "tinyglobby": "^0.2.15", "ultrahtml": "^1.6.0", "unifont": "~0.7.4", "unstorage": "^1.17.5", "vite": "^8.0.13", "vitefu": "^1.1.2", "xxhash-wasm": "^1.1.0", "yargs-parser": "^22.0.0", "zod": "^4.3.6" }, "optionalDependencies": { "sharp": "^0.34.0 || ^0.35.0" }, "peerDependencies": { "@astrojs/markdown-remark": "7.2.1" }, "optionalPeers": ["@astrojs/markdown-remark"], "bin": { "astro": "./bin/astro.mjs" } }, "sha512-4dhPyAAXthf3xLEYnG8SeL7yr/nTPPABfY7e9YF0yuO+vK9Xp+8Q5j4xzsmL3GueukQv4oNwGNTBepLOiDGeJA=="], + "astro": ["astro@7.3.8", "", { "dependencies": { "@astrojs/compiler-rs": "^0.5.1", "@astrojs/internal-helpers": "0.12.0", "@astrojs/markdown-satteri": "0.4.3", "@astrojs/telemetry": "3.3.3", "@capsizecss/unpack": "^4.0.1", "@clack/prompts": "^1.8.1", "@oslojs/encoding": "^1.1.0", "am-i-vibing": "^0.5.0", "aria-query": "^5.3.2", "axobject-query": "^4.1.0", "ci-info": "^4.4.0", "clsx": "^2.1.1", "common-ancestor-path": "^2.0.0", "cookie": "^2.0.1", "devalue": "^5.9.4", "diff": "^9.0.0", "dset": "^3.1.4", "es-module-lexer": "^3.0.2", "find-proc": "0.2.0", "flattie": "^1.1.1", "fontace": "~0.4.1", "get-tsconfig": "5.0.0-beta.6", "github-slugger": "^2.0.0", "html-escaper": "3.0.3", "http-cache-semantics": "^4.2.0", "jsonc-parser": "^3.3.1", "magic-string": "^1.4.2", "magicast": "^0.5.5", "mrmime": "^2.0.1", "neotraverse": "^1.0.1", "obug": "^3.0.0", "p-limit": "^7.3.3", "p-queue": "^9.3.3", "package-manager-detector": "^1.8.0", "piccolore": "^0.1.3", "picomatch": "^4.0.7", "rolldown": "^1.2.11", "shiki": "^4.4.3", "smol-toml": "^1.9.0", "svgo": "^4.1.0", "tinyclip": "^1.0.3", "tinyexec": "^1.3.1", "tinyglobby": "^0.2.17", "ultrahtml": "^1.7.0", "unifont": "~0.7.5", "unstorage": "^1.17.5", "verkit": "^0.5.0", "vite": "^8.3.1", "vitefu": "^1.1.3", "xxhash-wasm": "^1.1.0", "yargs-parser": "^22.0.0", "zod": "^4.6.5" }, "optionalDependencies": { "sharp": "^0.35.4" }, "peerDependencies": { "@astrojs/markdown-remark": "^7.3.0" }, "optionalPeers": ["@astrojs/markdown-remark"], "bin": { "astro": "./bin/astro.mjs" } }, "sha512-LHzDHSaV+YzZiR3EFndDYTLLeNeuMtP1qX1FLcCNUUHOCqTTIWPczy2UV3zpA5VqvJe5cWZolqM9Z8JFqR2i9w=="], + + "astro-expressive-code": ["astro-expressive-code@0.44.2", "", { "dependencies": { "rehype-expressive-code": "^0.44.2", "url-extras": "^0.1.0" }, "peerDependencies": { "astro": "^4.0.0-beta || ^5.0.0-beta || ^3.3.0 || ^6.0.0-beta || ^7.0.0" } }, "sha512-avop7nZcRwC7quvIxVguhwEZ9Tp6IoTzKUCLwP30Fb7+er+pWQgcysP01dcuzRIJo81kLGg30q/YAI2Yb1Sdzg=="], "async": ["async@3.2.6", "", {}, "sha512-htCUDlxyyCLMgaM3xXg0C0LW2xqfuQ6p05pCEIsXuyQ+a1koYKTuBMzRNwmybfLgvJDMd0r1LTn4+E0Ti6C2AA=="], @@ -3085,8 +2880,6 @@ "axobject-query": ["axobject-query@4.1.0", "", {}, "sha512-qIj0G9wZbMGNLjLmg1PT6v2mE9AH2zlnADJD/2tC6E00hgmhUOfEB6greHPAfLRSufHqROIUTkw6E+M3lH0PTQ=="], - "b4a": ["b4a@1.8.1", "", { "peerDependencies": { "react-native-b4a": "*" }, "optionalPeers": ["react-native-b4a"] }, "sha512-aiqre1Nr0B/6DgE2N5vwTc+2/oQZ4Wh1t4NznYY4E00y8LCt6NqdRv81so00oo27D8MVKTpUa/MwUUtBLXCoDw=="], - "babel-dead-code-elimination": ["babel-dead-code-elimination@1.0.12", "", { "dependencies": { "@babel/core": "^7.23.7", "@babel/parser": "^7.23.6", "@babel/traverse": "^7.23.7", "@babel/types": "^7.23.6" } }, "sha512-GERT7L2TiYcYDtYk1IpD+ASAYXjKbLTDPhBtYj7X1NuRMDTMtAx9kyBenub1Ev41lo91OHCKdmP+egTDmfQ7Ig=="], "babel-plugin-jsx-dom-expressions": ["babel-plugin-jsx-dom-expressions@0.40.10", "", { "dependencies": { "@babel/helper-module-imports": "7.18.6", "@babel/plugin-syntax-jsx": "^7.18.6", "@babel/types": "^7.20.7", "html-entities": "2.3.3", "parse5": "^7.1.2" }, "peerDependencies": { "@babel/core": "^7.20.12" } }, "sha512-lxve6Y02YiZTldB7efKpnbf1BH00XCFZNYYW235jSGsYaJNFtHrYlKV6/O+miHbjqpIr9FTe5+0no4hofAMbfA=="], @@ -3105,18 +2898,6 @@ "balanced-match": ["balanced-match@4.0.4", "", {}, "sha512-BLrgEcRTwX2o6gGxGOCNyMvGSp35YofuYzw9h1IMTRmKqttAZZVU67bdb9Pr2vUHA8+j3i2tJfjO6C6+4myGTA=="], - "bare-events": ["bare-events@2.9.1", "", { "peerDependencies": { "bare-abort-controller": "*" }, "optionalPeers": ["bare-abort-controller"] }, "sha512-Z0oHEHAFDZkffN8Qc39zNZjQlMDkPJRyyyZieU1VH7u8c5S+qHZ2S8ixdKIAxEjfHO7FJxXmJWgteOghVanIsg=="], - - "bare-fs": ["bare-fs@4.8.0", "", { "dependencies": { "bare-events": "^2.5.4", "bare-path": "^3.0.0", "bare-stream": "^2.6.4", "bare-url": "^2.2.2", "fast-fifo": "^1.3.2" }, "peerDependencies": { "bare-buffer": "*" }, "optionalPeers": ["bare-buffer"] }, "sha512-fM+MhCvdQhZ7NV6S95a07gPSqjIYKn6mFaXfx266wN3ajZGl/+1AzH+ubkXQ0fFZvOe2nk9VHkzdYkQE5zMV3Q=="], - - "bare-path": ["bare-path@3.1.1", "", {}, "sha512-JprUlveX3QjApC1cTpsUOiscADftCGVWkzitbHsRqv84hzYwYHw2mbluddsq5TvI8mH/8Ov1f4BiMAdcB0oYnQ=="], - - "bare-stream": ["bare-stream@2.13.3", "", { "dependencies": { "b4a": "^1.8.1", "streamx": "^2.25.0", "teex": "^1.0.1" }, "peerDependencies": { "bare-abort-controller": "*", "bare-buffer": "*", "bare-events": "*" }, "optionalPeers": ["bare-abort-controller", "bare-buffer", "bare-events"] }, "sha512-Kc+brLqvEqGkjyfiwJmImAOqLZL7OsoLKuavx+hJjgVV3nLTOjloJyPMFxjUPerGGHrNH0fLU06jjykMLWrERQ=="], - - "bare-url": ["bare-url@2.5.2", "", { "dependencies": { "bare-path": "^3.0.0" } }, "sha512-L13PCJzKG8RGvx8V1/DdMi12ERhC3tprr7/8a94BxpmnRsFqxh5XZNdhtMxu5HPkRshYOOWRGY8lDP7ZhpG9Cg=="], - - "base-64": ["base-64@1.0.0", "", {}, "sha512-kwDPIFCGx0NZHog36dj+tHiwP4QMzsZ3AgMViUBKI0+V5n4U0ufTCUMhnQ04diaRI8EX/QcPfql7zlhZ7j4zgg=="], - "base64-js": ["base64-js@1.5.1", "", {}, "sha512-AKpaYlHn8t4SVbOHCy+b5+KKgvR4vrsD8vbvrbiQJps7fKDTkjkDry6ji0rUJjC0kzbNePLwzxq8iypo41qeWA=="], "baseline-browser-mapping": ["baseline-browser-mapping@2.11.15", "", { "bin": { "baseline-browser-mapping": "dist/cli.cjs" } }, "sha512-FwMjJJ7HnyZpWe+oWxegG0fezZyBZUagI5LZEoO3GCbtbKNwRfMH9Ue5d5v01PNePBy1QSfPSDTTeVL0Hb9EzA=="], @@ -3125,50 +2906,34 @@ "bcp-47-match": ["bcp-47-match@2.0.3", "", {}, "sha512-JtTezzbAibu8G0R9op9zb3vcWZd9JF6M0xOYGPn0fNCd7wOpRB1mU2mH9T8gaBGbAAyIIVgB2G7xG0GP98zMAQ=="], - "before-after-hook": ["before-after-hook@2.2.3", "", {}, "sha512-NzUnlZexiaH/46WDhANlyR2bXRopNg4F/zuSA3OpZnllCUgRaOF2znDioDWrmbNVsuZk6l9pMquQB38cfBZwkQ=="], + "before-after-hook": ["before-after-hook@4.0.0", "", {}, "sha512-q6tR3RPqIB1pMiTRMFcZwuG5T8vwp+vUvEG0vuI6B+Rikh5BfPp2fQ82c925FOs+b0lcFQ8CFrL+KbilfZFhOQ=="], "bignumber.js": ["bignumber.js@9.3.1", "", {}, "sha512-Ko0uX15oIUS7wJ3Rb30Fs6SkVbLmPBAKdlm7q9+ak9bbIeFf0MwuBsQV6z7+X768/cHsfg+WlysDWJcmthjsjQ=="], "bin-links": ["bin-links@6.0.2", "", { "dependencies": { "cmd-shim": "^8.0.0", "npm-normalize-package-bin": "^5.0.0", "proc-log": "^6.0.0", "read-cmd-shim": "^6.0.0", "write-file-atomic": "^7.0.0" } }, "sha512-frE1t78WOwJ45PKV2cF2tNPjTcs9L1J9s6VkrV59wanRP4GlaomuxYPVma7BwthMg8WnfSory4w5PTE6FZZ81w=="], - "binary": ["binary@0.3.0", "", { "dependencies": { "buffers": "~0.1.1", "chainsaw": "~0.1.0" } }, "sha512-D4H1y5KYwpJgK8wk1Cue5LLPgmwHKYSChkbspQg5JtVuR5ulGckxfR62H3AE9UDkdMC8yyXlqYihuz3Aqg2XZg=="], - "blake3-wasm": ["blake3-wasm@2.1.5", "", {}, "sha512-F1+K8EbfOZE49dtoPtmxUQrpXaBIl3ICvasLh+nJta0xkz+9kF/7uet9fLnwKqhDrmj6g+6K3Tw9yQPUg2ka5g=="], - "blob-to-buffer": ["blob-to-buffer@1.2.9", "", {}, "sha512-BF033y5fN6OCofD3vgHmNtwZWRcq9NLyyxyILx9hfMy1sXYy4ojFl765hJ2lP0YaN2fuxPaLO2Vzzoxy0FLFFA=="], - "bluebird": ["bluebird@3.7.2", "", {}, "sha512-XpNj6GDQzdfW+r2Wnn7xiSAd7TM3jzkxGXBGTtWKuSXv1xUV+azxAm8jdWZN06QTQk+2N2XB9jRDkvbmQmcRtg=="], "boolbase": ["boolbase@1.0.0", "", {}, "sha512-JZOSA7Mo9sNGB8+UjSgzdLtokWAky1zbztM3WRLCbZ70/3cTANmQmOdR7y2g+J0e2WXywy1yS468tY+IruqEww=="], "boolean": ["boolean@3.2.0", "", {}, "sha512-d0II/GO9uf9lfUHH2BQsjxzRJZBdsjgsBiW4BvhWk/3qoKwQFjIDVN19PfX8F2D/r9PCMTtLWjYVCFrpeYUzsw=="], - "bottleneck": ["bottleneck@2.19.5", "", {}, "sha512-VHiNCbI1lKdl44tGrhNfU3lup0Tj/ZBMJB5/2ZbNXRCPuRCO7ed2mgcK4r17y+KB2EfuYuRaVlwNbAeaWGSpbw=="], - "bowser": ["bowser@2.14.1", "", {}, "sha512-tzPjzCxygAKWFOJP011oxFHs57HzIhOEracIgAePE4pqB3LikALKnSzUyU4MGs9/iCEUuHlAJTjTc5M+u7YEGg=="], - "boxen": ["boxen@8.0.1", "", { "dependencies": { "ansi-align": "^3.0.1", "camelcase": "^8.0.0", "chalk": "^5.3.0", "cli-boxes": "^3.0.0", "string-width": "^7.2.0", "type-fest": "^4.21.0", "widest-line": "^5.0.0", "wrap-ansi": "^9.0.0" } }, "sha512-F3PH5k5juxom4xktynS7MoFY+NUWH5LC4CnH11YB8NPew+HLpmBLCybSAEyb2F+4pRXhuhWqFesoQd6DAyc2hw=="], - - "brace-expansion": ["brace-expansion@5.0.9", "", { "dependencies": { "balanced-match": "^4.0.2" } }, "sha512-ScQ4IuvIEF1TMlP7Zt+vjJ//9zlPb2SDcxWxM3bk8s6t6GGdJ7KO1dCcTidOPJKePW30LE/2cT7wCyPho9/Wxg=="], + "brace-expansion": ["brace-expansion@5.0.12", "", { "dependencies": { "balanced-match": "^4.0.2" } }, "sha512-YovQ3rzhaLMIrDjNDMkNS01tea93qhEhG5xy8f6+R0l+dw3Ki+5sCoIoI942iuLZTHWogWktgwVDhU09iNEimQ=="], "braces": ["braces@3.0.3", "", { "dependencies": { "fill-range": "^7.1.1" } }, "sha512-yQbXgO/OSZVD2IsiLlro+7Hf6Q18EJrKSEsdoMzKePKXct3gvD8oLcOQdIzGupr5Fj+EDe8gO/lxc1BzfMpxvA=="], - "brotli": ["brotli@1.3.3", "", { "dependencies": { "base64-js": "^1.1.2" } }, "sha512-oTKjJdShmDuGW94SyyaoQvAjf30dZaHnjJ8uAF+u2/vGJkJbJPJAT1gDiOJP5v1Zb6f9KEyW/1HpuaWIXtGHPg=="], - "browserslist": ["browserslist@4.28.8", "", { "dependencies": { "baseline-browser-mapping": "^2.11.12", "caniuse-lite": "^1.0.30001809", "electron-to-chromium": "^1.5.402", "node-releases": "^2.0.53", "update-browserslist-db": "^1.3.0" }, "bin": { "browserslist": "cli.js" } }, "sha512-V2NpofLblG64mfOtSgDhOJESZEGogzDMBv/q+W6oc4LXWP/q75eOXoOaaOu1EOadB9U4Bwx/e0yzbvwKH8zalA=="], - "buffer": ["buffer@6.0.3", "", { "dependencies": { "base64-js": "^1.3.1", "ieee754": "^1.2.1" } }, "sha512-FTiCpNxtwiZZHEZbcbTIcZjERVICn9yq/pDFkTl95/AxzD1naBctN7YO68riM/gLSDY7sdrMby8hofADYuuqOA=="], - - "buffer-crc32": ["buffer-crc32@1.0.0", "", {}, "sha512-Db1SbgBS/fg/392AblrMJk97KggmvYhr4pB5ZIMTWtaivCPMWLkmb7m21cJvpvgK+J3nsU2CmmixNBZx4vFj/w=="], - "buffer-equal-constant-time": ["buffer-equal-constant-time@1.0.1", "", {}, "sha512-zRpUiDwd/xk6ADqPMATG8vc9VPrkck7T07OIx0gnjmJAnHnTVXNQG3vfvWNuiZIkwu9KrKdA1iJKfsfTVxE6NA=="], "buffer-from": ["buffer-from@1.1.2", "", {}, "sha512-E+XQCRwSbaaiChtv6k6Dwgc+bx+Bs6vuKJHHl5kox/BaKbhiXzqQOwK4cO22yElGp2OCmjwVhT3HmxgyPGnJfQ=="], "buffer-image-size": ["buffer-image-size@0.6.4", "", { "dependencies": { "@types/node": "*" } }, "sha512-nEh+kZOPY1w+gcCMobZ6ETUp9WfibndnosbpwB1iJk/8Gt5ZF2bhS6+B6bPYz424KtwsR6Rflc3tCz1/ghX2dQ=="], - "buffers": ["buffers@0.1.1", "", {}, "sha512-9q/rDEGSb/Qsvv2qvzIzdluL5k7AaJOTrw23z9reQthrbF7is4CtlT0DXyO1oei2DCp4uojjzQ7igaSHp1kAEQ=="], - "builder-util": ["builder-util@26.15.3", "", { "dependencies": { "@types/debug": "^4.1.6", "builder-util-runtime": "9.7.0", "chalk": "^4.1.2", "cross-spawn": "^7.0.6", "debug": "^4.3.4", "fs-extra": "^10.1.0", "http-proxy-agent": "^7.0.0", "https-proxy-agent": "^7.0.0", "js-yaml": "^4.1.0", "sanitize-filename": "^1.6.3", "source-map-support": "^0.5.19", "stat-mode": "^1.0.0", "temp-file": "^3.4.0", "tiny-async-pool": "1.3.0" } }, "sha512-q2hn7Mbo2nFNkVekPiHFx6Nfo3hURmES3tfBn+k5Pqxl2RkmP3QGqZUhH/q9Pch/4G05NRhPjDlVj1O8q4Txvw=="], "builder-util-runtime": ["builder-util-runtime@9.7.0", "", { "dependencies": { "debug": "^4.3.4", "sax": "^1.2.4" } }, "sha512-g/kR520giAFYkSXTzcmF3kqQq7wi8F6N6SzeDgZrqTBN+VHdmgWOyTdD1yD7AATDId/yXLvuP34CxW46/BwCdw=="], @@ -3197,16 +2962,12 @@ "call-bound": ["call-bound@1.0.4", "", { "dependencies": { "call-bind-apply-helpers": "^1.0.2", "get-intrinsic": "^1.3.0" } }, "sha512-+ys997U96po4Kx/ABpBCqhA9EuxJaQWDQg7295H4hBphv3IZg0boBKuwYpt4YXp6MZ5AmZQnU/tyMTlRpaSejg=="], - "camelcase": ["camelcase@8.0.0", "", {}, "sha512-8WB3Jcas3swSvjIeA2yvCJ+Miyz5l1ZmB6HFb9R1317dt9LCQoswg/BGrmAmkWVEszSrrg4RwmO46qIm2OEnSA=="], - "caniuse-lite": ["caniuse-lite@1.0.30001809", "", {}, "sha512-xxWVywk6a6Arlk+hymeycyn/VgqEfLDxupvhH/xiY5SJ/18kmi9o6MiO320DCUzypORHLtvh0I4i04tUhCNHNQ=="], "ccount": ["ccount@2.0.1", "", {}, "sha512-eyrF0jiFpY+3drT6383f1qhkbGsLSifNAjA61IUjZjmLCWjItY6LB9ft9YhoDgwfmclB2zhu51Lc7+95b8NRAg=="], "chai": ["chai@6.2.2", "", {}, "sha512-NUPRluOfOiTKBKvWPtSD4PhFvWCqOi0BGStNWs57X9js7XGTprSmFoz5F0tWhR4WPjNeR9jXqdC7/UpSJTnlRg=="], - "chainsaw": ["chainsaw@0.1.0", "", { "dependencies": { "traverse": ">=0.3.0 <0.4" } }, "sha512-75kWfWt6MEKNC8xYXIdRpDehRYY/tNSgwKaJq+dbbDcxORuVrrQ+SEHoWsniVn9XPYfP4gmdWIeDk/4YNp1rNQ=="], - "chalk": ["chalk@4.1.2", "", { "dependencies": { "ansi-styles": "^4.1.0", "supports-color": "^7.1.0" } }, "sha512-oKnbhFyRIXpUuez8iBMmyEa4nbj4IOQyuhc/wy9kY7/WVPcwIO9VA668Pu8RkO7+0G76SLROeyw9CpQ061i4mA=="], "character-entities": ["character-entities@2.0.2", "", {}, "sha512-shx7oQ0Awen/BRIdkjkvz54PnEEI/EjwXDSIZp86/KKdbafHh1Df/RYGBhn4hbe2+uKC9FnT5UCEdyPz3ai9hQ=="], @@ -3231,16 +2992,12 @@ "cjs-module-lexer": ["cjs-module-lexer@2.2.1", "", {}, "sha512-Ca8swihM+/4yKecYHY52kgJd300hi2lADU/a1RxNTRe+RJ9jvqQlESpbz9DnG9mowez8qwXHB8qYdIUw9e+F5Q=="], - "cli-boxes": ["cli-boxes@3.0.0", "", {}, "sha512-/lzGpEWL/8PfI0BmBOPRwp0c/wFNX1RdUML3jK/RcSBA9T8mZDdQpqYBKtCFTOfQbwPqWEOpjqW+Fnayc0969g=="], - "cli-spinners": ["cli-spinners@3.4.0", "", {}, "sha512-bXfOC4QcT1tKXGorxL3wbJm6XJPDqEnij2gQ2m7ESQuE+/z9YFIWnl/5RpTiKWbMq3EVKR4fRLJGn6DVfu0mpw=="], "cli-truncate": ["cli-truncate@4.0.0", "", { "dependencies": { "slice-ansi": "^5.0.0", "string-width": "^7.0.0" } }, "sha512-nPdaFdQ0h/GEigbPClz11D0v/ZJEwxmeVZGeMo3Z5StPtUTkA9o1lD6QwoirYiSDzbcwn2XcjwmCp68W1IS4TA=="], "cliui": ["cliui@8.0.1", "", { "dependencies": { "string-width": "^4.2.0", "strip-ansi": "^6.0.1", "wrap-ansi": "^7.0.0" } }, "sha512-BSeNnyus75C4//NQ9gQt1/csTXyo/8Sb+afLAkzAptFuMsod9HFokGNudZpi/oQV73hnVK+sR+5PVRMd+Dr7YQ=="], - "clone": ["clone@2.1.2", "", {}, "sha512-3Pe/CF1Nn94hyhIYpjtiLhdCoEoz0DqQ+988E9gmeEdQZlojxnOb74wctFyuwWQHzqyf9X7C7MG8juUpqBJT8w=="], - "clone-response": ["clone-response@1.0.3", "", { "dependencies": { "mimic-response": "^1.0.0" } }, "sha512-ROoL94jJH2dUVML2Y/5PEDNaSHgeOdSDicUyS7izcF63G6sTc/FTjLub4b8Il9S8S0beOfYt0TaA5qvFK+w0wA=="], "cloudflare": ["cloudflare@5.2.0", "", { "dependencies": { "@types/node": "^18.11.18", "@types/node-fetch": "^2.6.4", "abort-controller": "^3.0.0", "agentkeepalive": "^4.2.1", "form-data-encoder": "1.7.2", "formdata-node": "^4.3.2", "node-fetch": "^2.6.7" } }, "sha512-dVzqDpPFYR9ApEC9e+JJshFJZXcw4HzM8W+3DHzO5oy9+8rLC53G7x6fEf9A7/gSuSCxuvndzui5qJKftfIM9A=="], @@ -3265,7 +3022,7 @@ "comma-separated-tokens": ["comma-separated-tokens@2.0.3", "", {}, "sha512-Fu4hJdvzeylCfQPp9SGWidpzrMs7tTrlu6Vb8XGaRGck8QSNZJJp538Wrb60Lax4fPwR64ViY468OIUTbRlGZg=="], - "commander": ["commander@8.3.0", "", {}, "sha512-OkTL9umf+He2DZkUq8f8J9of7yL6RJKI24dVITBmNfZBmri9zYZQrKkuXiKhyfPSu8tUhnVBB1iKXevvnlR4Ww=="], + "commander": ["commander@15.0.0", "", {}, "sha512-z67u4ZhzCL/Tydu1lJARtEZYWbWaN7oYLHbsuzocr6y4N6WZAagG3RQ4FW61V1/0+jImpj293XfrcYnd1qxtPg=="], "common-ancestor-path": ["common-ancestor-path@2.0.0", "", {}, "sha512-dnN3ibLeoRf2HNC+OlCiNc5d2zxbLJXOtiZUudNFSXZrNSydxcCsSpRzXwfu7BBWCIfHPw+xTayeBvJCP/D8Ng=="], @@ -3277,8 +3034,6 @@ "compare-version": ["compare-version@0.1.2", "", {}, "sha512-pJDh5/4wrEnXX/VWRZvruAGHkzKdr46z11OlTPN+VrATlWWhSKewNCJ1futCO5C7eJB3nPMFZA1LeYtcFboZ2A=="], - "compress-commons": ["compress-commons@6.0.2", "", { "dependencies": { "crc-32": "^1.2.0", "crc32-stream": "^6.0.0", "is-stream": "^2.0.1", "normalize-path": "^3.0.0", "readable-stream": "^4.0.0" } }, "sha512-6FqVXeETqWPoGcfzrXb37E50NP0LXT8kAMu5ooZayhWWdgEY4lBEEcbQNXtkuKQsGduxiIcI4gOTsxTmuq/bSg=="], - "concat-map": ["concat-map@0.0.1", "", {}, "sha512-/Srv4dswyQNBfohGpz9o6Yb3Gz3SrUDqBH5rTuhGR7ahtlbYKnVxw2bCFMRljaA7EXHaXZ8wsHdodFvbkhKmqg=="], "configstore": ["configstore@7.1.0", "", { "dependencies": { "atomically": "^2.0.3", "dot-prop": "^9.0.0", "graceful-fs": "^4.2.11", "xdg-basedir": "^5.1.0" } }, "sha512-N4oog6YJWbR9kGyXvS7jEykLDXIE2C0ILYqNBZBp9iwiJpoCBWYsuAdW6PPFn6w06jjnC+3JstVvWHO4cZqvRg=="], @@ -3297,10 +3052,6 @@ "core-util-is": ["core-util-is@1.0.3", "", {}, "sha512-ZQBvi1DcpJ4GDqanjucZ2Hj3wEO5pZDS89BWbkcrvdxksJorwUDDZamX9ldFkp9aw2lmBDLgkObEA4DWNJ9FYQ=="], - "crc-32": ["crc-32@1.2.2", "", { "bin": { "crc32": "bin/crc32.njs" } }, "sha512-ROmzCKrTnOwybPcJApAA6WBWij23HVfGVNKqqrZpuyZOHqK2CwHSvpGuyt/UNNvaIjEd8X5IFGp4Mh+Ie1IHJQ=="], - - "crc32-stream": ["crc32-stream@6.0.0", "", { "dependencies": { "crc-32": "^1.2.0", "readable-stream": "^4.0.0" } }, "sha512-piICUB6ei4IlTv1+653yq5+KoqfBYmj9bw6LqXoOneTMDXk5nM1qt12mFW1caG3LlJXEKW1Bp0WggEmIfQB34g=="], - "cross-dirname": ["cross-dirname@0.1.0", "", {}, "sha512-+R08/oI0nl3vfPcqftZRpytksBXDzOUveBq/NBVx0sUp1axwzPQrKinNx5yd5sxPu8j1wIy8AfnVQ+5eFdha6Q=="], "cross-fetch": ["cross-fetch@3.2.0", "", { "dependencies": { "node-fetch": "^2.7.0" } }, "sha512-Q+xVJLoGOeIMXZmbUK4HYk+69cQH6LudR0Vu/pRm2YlU/hDV9CiS0gKUMaWY5f2NeUH9C1nV3bsTlCo0FsTV1Q=="], @@ -3313,13 +3064,13 @@ "csp_evaluator": ["csp_evaluator@1.1.8", "", {}, "sha512-EwOnfYuNbTytvbMKsLixTrRgnjOa0WZCxGy8A9nnSYAicrdwn+T/epU/yjgymmOxlgKnvH+8wXt+7p/8ak5Feg=="], - "css-select": ["css-select@5.2.2", "", { "dependencies": { "boolbase": "^1.0.0", "css-what": "^6.1.0", "domhandler": "^5.0.2", "domutils": "^3.0.1", "nth-check": "^2.0.1" } }, "sha512-TizTzUddG/xYLA3NXodFM0fSbNizXjOKhqiQQwvhlspadZokn1KDy0NZFS0wuEubIYAV5/c1/lAr0TaaFXEXzw=="], + "css-select": ["css-select@6.0.0", "", { "dependencies": { "boolbase": "^1.0.0", "css-what": "^7.0.0", "domhandler": "^5.0.3", "domutils": "^3.2.2", "nth-check": "^2.1.1" } }, "sha512-rZZVSLle8v0+EY8QAkDWrKhpgt6SA5OtHsgBnsj6ZaLb5dmDVOWUDtQitd9ydxxvEjhewNudS6eTVU7uOyzvXw=="], "css-selector-parser": ["css-selector-parser@3.3.0", "", {}, "sha512-Y2asgMGFqJKF4fq4xHDSlFYIkeVfRsm69lQC1q9kbEsH5XtnINTMrweLkjYMeaUgiXBy/uvKeO/a1JHTNnmB2g=="], "css-tree": ["css-tree@3.2.1", "", { "dependencies": { "mdn-data": "2.27.1", "source-map-js": "^1.2.1" } }, "sha512-X7sjQzceUhu1u7Y/ylrRZFU2FS6LRiFVp6rKLPg23y3x3c3DOKAwuXGDp+PAGjh6CSnCjYeAul8pcT8bAl+lSA=="], - "css-what": ["css-what@6.2.2", "", {}, "sha512-u/O3vwbptzhMs3L1fQE82ZSLHQQfto5gyZzwteVIEyeaY5Fc7R4dapF/BvRoSYFeqfBk4m0V1Vafq5Pjv25wvA=="], + "css-what": ["css-what@7.0.0", "", {}, "sha512-wD5oz5xibMOPHzy13CyGmogB3phdvcDaB5t0W/Nr5Z2O/agcB8YwOz6e2Lsp10pNDzBoDO9nVa3RGs/2BttpHQ=="], "cssesc": ["cssesc@3.0.0", "", { "bin": { "cssesc": "bin/cssesc" } }, "sha512-/Tb/JcjK111nNScGob5MNtsntNM1aCNUDipB/TkwZFhyDrrE47SOx/18wF2bbjgc3ZzCSKW1T5nt5EbFoAz/Vg=="], @@ -3377,8 +3128,6 @@ "delayed-stream": ["delayed-stream@1.0.0", "", {}, "sha512-ZySD7Nf91aLB0RxL4KGrKHBXl7Eds1DAmEdcoVawXnLD7SDhpNgtuII2aAkg7a7QS41jxPSZ17p4VdGnMHk3MQ=="], - "deprecation": ["deprecation@2.3.1", "", {}, "sha512-xmHIy4F3scKVwMsQ4WnVaS8bHOx0DmVwRywosKhaILI0ywMDWPtBSku2HNxRvF7jtwDRsoEwYQSfbxj8b7RlJQ=="], - "dequal": ["dequal@2.0.3", "", {}, "sha512-0je+qPKHEMohvfRTCEo3CrPG6cAzAYgmzKyxRiYSSDkS6eGJdyVJm7WaYA5ECaAD9wLB2T4EEeymA5aFVcYXCA=="], "destr": ["destr@2.0.5", "", {}, "sha512-ugFTXCtDZunbzasqBxrK93Ik/DRYsO6S/fedkWEMKqt04xZ4csmnmwGDBAb07QWNaGMAmnTIemsYZCksjATwsA=="], @@ -3387,16 +3136,12 @@ "detect-node": ["detect-node@2.1.0", "", {}, "sha512-T0NIuQpnTvFDATNuHN5roPwSBG83rFsuO+MXXH9/3N1eFbn4wcPjttvjMLEPWJ0RGUYgQE7cGgS3tNxbqCGM7g=="], - "deterministic-object-hash": ["deterministic-object-hash@2.0.2", "", { "dependencies": { "base-64": "^1.0.0" } }, "sha512-KxektNH63SrbfUyDiwXqRb1rLwKt33AmMv+5Nhsw1kqZ13SJBRTgZHtGbE+hH3a1mVW1cz+4pqSWVPAtLVXTzQ=="], - - "devalue": ["devalue@5.9.0", "", {}, "sha512-RWrqdArjvPbsATEhOPUo6Wndc/iWnkWKlhIrdlF3zMMYo/c3CVtoaVAyLtWxz5h8nSlkHzxnzV2uLydPXmtF+A=="], + "devalue": ["devalue@5.9.4", "", {}, "sha512-sPAT4pztbu6586/hrhOnMKS17IJrvg12mXiSPSS3W5qDeN2RGgvZ0diZCm31dBbnevfVmujNO3IM2wrS4Y2Rhg=="], "devlop": ["devlop@1.1.0", "", { "dependencies": { "dequal": "^2.0.0" } }, "sha512-RWmIqhcFf1lRYBvNmr7qTNuyCt/7/ns2jbpp1+PalgE/rDQcBT0fioSMUpJ93irlUhC5hrg4cYqe6U+0ImW0rA=="], "devtools-protocol": ["devtools-protocol@0.0.1687809", "", {}, "sha512-t7kSb+UKYdyxcmqy98U2P86ne6rCve3DIJ4+lp54i/hhClgFuG35JrLj23rO14Jw3sWDsp7i+22QhNU0+/qk8g=="], - "dfa": ["dfa@1.2.0", "", {}, "sha512-ED3jP8saaweFTjeGX8HQPjeC1YYyZs98jGNZx6IiBvxW7JG5v492kamAQB3m2wop07CvU/RQmzcKr6bgcC5D/Q=="], - "diacritics": ["diacritics@1.3.0", "", {}, "sha512-wlwEkqcsaxvPJML+rDh/2iS824jbREk6DUMUKkEaSlxdYHeS43cClJtsWglvw2RfeXGm6ohKDqsXteJ5sP5enA=="], "diff": ["diff@8.0.4", "", {}, "sha512-DPi0FmjiSU5EvQV0++GFDOJ9ASQUVFh5kD+OzOnYdi7n3Wpm9hWWGfB/O2blfHcMVTL5WkQXSnRiK9makhrcnw=="], @@ -3405,8 +3150,6 @@ "direction": ["direction@2.0.1", "", { "bin": { "direction": "cli.js" } }, "sha512-9S6m9Sukh1cZNknO1CWAr2QAWsbKLafQiyM5gZ7VgXHeuaoUwffKN4q6NC4A/Mf9iiPlOXQEKW/Mv/mh9/3YFA=="], - "dlv": ["dlv@1.1.3", "", {}, "sha512-+HlytyjlPKnIG8XuRG8WvmBP8xs8P71y+SKKS6ZXWoEgLuePxtDoUEiH7WkdePWrQ5JBpE6aoVqfZfJUQkjXwA=="], - "dmg-builder": ["dmg-builder@26.15.7", "", { "dependencies": { "app-builder-lib": "26.15.7", "builder-util": "26.15.3", "fs-extra": "^10.1.0", "js-yaml": "^4.1.0" } }, "sha512-rfo1YyAWO0L3cZLKCqKQiLYbW6ZXebRUfK0kWp4oXxO7dDFLrf7alRkWImNuXvZVQhs6Idzy++cwOk8I+xPDhw=="], "dom-serializer": ["dom-serializer@2.0.0", "", { "dependencies": { "domelementtype": "^2.3.0", "domhandler": "^5.0.2", "entities": "^4.2.0" } }, "sha512-wIkAryiqt/nV5EQKqQpo3SToSOV9J0DnbJqwK7Wv/Trc92zIAYZ4FlMu+JPFW1DfGFt81ZTCGgDEabffXeLyJg=="], @@ -3415,7 +3158,7 @@ "domhandler": ["domhandler@5.0.3", "", { "dependencies": { "domelementtype": "^2.3.0" } }, "sha512-cgwlv/1iFQiFnU96XXgROh8xTeetsnJiDsTc7TYCLFd9+/WNkIqPTxiM/8pSd8VIrhXGTf1Ny1q1hquVqDJB5w=="], - "dompurify": ["dompurify@3.4.14", "", { "optionalDependencies": { "@types/trusted-types": "^2.0.7" } }, "sha512-dVoH9z+MY+C9IilgGCk3YfFqjLi3fChm2OiKJMzh6axrJ5qwxqWaZamgmHrpv22CN/KdbZJuGEGgfQoL00LTdg=="], + "dompurify": ["dompurify@3.4.17", "", { "optionalDependencies": { "@types/trusted-types": "^2.0.7" } }, "sha512-B/pSlYVHQ58kqISD/yDjuJ1yfzI34m1gF4lAod2bwSRhiN4K5Cl3H8Af7hqB2PmTL911tdEudnnXn5FnhRoz0w=="], "domutils": ["domutils@3.2.2", "", { "dependencies": { "dom-serializer": "^2.0.0", "domelementtype": "^2.3.0", "domhandler": "^5.0.3" } }, "sha512-6kZKyUajlDuqlHKVX1w7gyslj9MPIXzIFiz/rGu35uC1wMi+kMhQwGhl4lt9unC9Vb9INnY9Z3/ZA3+FhASLaw=="], @@ -3549,10 +3292,6 @@ "eventemitter3": ["eventemitter3@5.0.4", "", {}, "sha512-mlsTRyGaPBjPedk6Bvw+aqbsXDtoAyAzm5MO7JgU+yVRyMQ5O8bD4Kcci7BS85f93veegeCPkL8R4GLClnjLFw=="], - "events": ["events@3.3.0", "", {}, "sha512-mQw+2fkQbALzQ7V0MY0IqdnXNOeTtP4r0lN9z7AAawCXgqea7bDii20AYrIBrFd/Hx0M2Ocz6S111CaFkUcb0Q=="], - - "events-universal": ["events-universal@1.0.1", "", { "dependencies": { "bare-events": "^2.7.0" } }, "sha512-LUd5euvbMLpwOF8m6ivPCbhQeSiYVNb8Vs0fQ8QjXo0JTkEHpz8pxdQf0gStltaPpw0Cca8b39KxvK9cfKRiAw=="], - "eventsource": ["eventsource@3.0.7", "", { "dependencies": { "eventsource-parser": "^3.0.1" } }, "sha512-CRT1WTyuQoD771GW56XEZFQ/ZoSfWid1alKGDYMmkt2yl8UXrVR4pspqWNEcqKvVIzg6PAltWjxcSSPrboA4iA=="], "eventsource-parser": ["eventsource-parser@3.1.1", "", {}, "sha512-EKN1vKAMcZ8MlYMpaNuxN6R9yakzH6uajHcHVTqWJzvu5pWw9DyhbP35HH8MVBQ+dZjAfDxk+A8NiR9KWaXiyQ=="], @@ -3563,7 +3302,7 @@ "exponential-backoff": ["exponential-backoff@3.1.3", "", {}, "sha512-ZgEeZXj30q+I0EN+CbSSpIyPaJ5HVQD18Z1m+u1FXbAeT94mr1zw50q4q6jiiC447Nl/YTcIYSAftiGqetwXCA=="], - "expressive-code": ["expressive-code@0.41.7", "", { "dependencies": { "@expressive-code/core": "^0.41.7", "@expressive-code/plugin-frames": "^0.41.7", "@expressive-code/plugin-shiki": "^0.41.7", "@expressive-code/plugin-text-markers": "^0.41.7" } }, "sha512-2wZjC8OQ3TaVEMcBtYY4Va3lo6J+Ai9jf3d4dbhURMJcU4Pbqe6EcHe424MIZI0VHUA1bR6xdpoHYi3yxokWqA=="], + "expressive-code": ["expressive-code@0.44.2", "", { "dependencies": { "@expressive-code/core": "^0.44.2", "@expressive-code/plugin-frames": "^0.44.2", "@expressive-code/plugin-shiki": "^0.44.2", "@expressive-code/plugin-text-markers": "^0.44.2" } }, "sha512-MLNghkvhyFgVW4oCD5DxBuYnnTXIf0PygzGmfT6OZeOOYWh/D4sH1j931biElkA5RG/J9wY/iuSMGAPF5vzHOg=="], "ext-list": ["ext-list@2.2.2", "", { "dependencies": { "mime-db": "^1.28.0" } }, "sha512-u+SQgsubraE6zItfVA0tBuCBhfU9ogSRnsvygI7wht9TS510oLkBRXBsqopeUG/GBOIQyKZO9wjTqIu/sf5zFA=="], @@ -3577,8 +3316,6 @@ "fast-deep-equal": ["fast-deep-equal@3.1.3", "", {}, "sha512-f3qQ9oQy9j2AhBe/H9VC91wLmKBCCU/gDOnKNAYG5hswO7BLKj09Hc5HYNz9cGI++xlpDCIgDaitVs03ATR84Q=="], - "fast-fifo": ["fast-fifo@1.3.2", "", {}, "sha512-/d9sfos4yxzpwkDkuN7k2SqFKtYNmCTzgfEpz82x34IM9/zc8KGxQoXg1liNC/izpRM/MBdt44Nmx41ZWqk+FQ=="], - "fast-glob": ["fast-glob@3.3.3", "", { "dependencies": { "@nodelib/fs.stat": "^2.0.2", "@nodelib/fs.walk": "^1.2.3", "glob-parent": "^5.1.2", "merge2": "^1.3.0", "micromatch": "^4.0.8" } }, "sha512-7MptL8U0cqcFdzIzwOTHoilX9x5BrNqye7Z/LuC7kCMRio1EMSyqRK3BEAUD7sXRq4iT4AzTVuZdhgQ2TCvYLg=="], "fast-json-stable-stringify": ["fast-json-stable-stringify@2.1.0", "", {}, "sha512-lhd/wF+Lk98HZoTCtlVraHtfh5XYijIjalXck7saUtuanSDyLMxnHhSXEDJqHxD7msR8D0uCmqlkwjCV8xvwHw=="], @@ -3591,10 +3328,6 @@ "fast-wrap-ansi": ["fast-wrap-ansi@0.2.2", "", { "dependencies": { "fast-string-width": "^3.0.2" } }, "sha512-7F2Fl+TjRSenLqlU3UjSH0iyqopqoZIu7eZVpEirP2g1GtWa2G/ecEmBdgz31+Mxr+ELclgg6sokpSFIQiZ02Q=="], - "fast-xml-builder": ["fast-xml-builder@1.3.1", "", { "dependencies": { "path-expression-matcher": "^1.6.2", "xml-naming": "^0.3.0" } }, "sha512-pIM/1n3ntFXKYrUZwW7QCK0gAW7XY+wzj1YMIV3tLDvPj/V+zTGJK5e3/4WJfwj0qWw2ElNXiTixda/R+3YSug=="], - - "fast-xml-parser": ["fast-xml-parser@5.11.0", "", { "dependencies": { "@nodable/entities": "^3.0.0", "fast-xml-builder": "^1.2.0", "is-unsafe": "^2.0.0", "path-expression-matcher": "^1.6.2", "strnum": "^2.4.2", "xml-naming": "^0.3.0" }, "bin": { "fxparser": "src/cli/cli.js" } }, "sha512-9IGxMqvqLOnqP+Egi1nqDHKv5k8aZ7r9n558enxcucmyVGEBNPAU+MOg/8jPIS7rO7sSq4gFm1/nHtiaubMruw=="], - "fastq": ["fastq@1.20.1", "", { "dependencies": { "reusify": "^1.0.4" } }, "sha512-GGToxJ/w1x32s/D2EKND7kTil4n8OVk/9mycTc4VDza13lOvpUZTGX3mFSCtV9ksdGBVzvsyAVLM6mHFThxXxw=="], "fdir": ["fdir@6.5.0", "", { "peerDependencies": { "picomatch": "^3 || ^4" }, "optionalPeers": ["picomatch"] }, "sha512-tIbYtZbucOs0BRGqPJkshJUYdL+SDH7dVM8gjy+ERp3WAUjLEFJE+02kanyHtwjWOnwrKYBiwAmM0p4kLJAnXg=="], @@ -3609,14 +3342,14 @@ "find-babel-config": ["find-babel-config@2.1.2", "", { "dependencies": { "json5": "^2.2.3" } }, "sha512-ZfZp1rQyp4gyuxqt1ZqjFGVeVBvmpURMqdIWXbPRfB97Bf6BzdK/xSIbylEINzQ0kB5tlDQfn9HkNXXWsqTqLg=="], + "find-proc": ["find-proc@0.2.0", "", {}, "sha512-a6h2nTrgB3g5Wrn4au9Ux4kMk7IJtyF6oA8uGn+mk3weLZssUtc1cp6meHIzzuW2o1srrBAxzkmXLbqjRkgB6w=="], + "find-up": ["find-up@5.0.0", "", { "dependencies": { "locate-path": "^6.0.0", "path-exists": "^4.0.0" } }, "sha512-78/PXT1wlLLDgTzDs7sjq9hzz0vXD+zn+7wypEe4fXQxCmdmqfGsEPQxmiCSQI3ajFV91bVSsvNtrJRiW6nGng=="], "flattie": ["flattie@1.1.1", "", {}, "sha512-9UbaD6XdAL97+k/n+N7JwX46K/M6Zc6KcFYskrYL8wbBV/Uyk0CTAMY0VT+qiK5PM7AIc9aTWYtq65U7T+aCNQ=="], "fontace": ["fontace@0.4.1", "", { "dependencies": { "fontkitten": "^1.0.2" } }, "sha512-lDMvbAzSnHmbYMTEld5qdtvNH2/pWpICOqpean9IgC7vUbUJc3k+k5Dokp85CegamqQpFbXf0rAVkbzpyTA8aw=="], - "fontkit": ["fontkit@2.0.4", "", { "dependencies": { "@swc/helpers": "^0.5.12", "brotli": "^1.3.2", "clone": "^2.1.2", "dfa": "^1.2.0", "fast-deep-equal": "^3.1.3", "restructure": "^3.0.0", "tiny-inflate": "^1.0.3", "unicode-properties": "^1.4.0", "unicode-trie": "^2.0.0" } }, "sha512-syetQadaUEDNdxdugga9CpEYVaQIxOwk7GlwZWWZ19//qW4zE5bknOKeMBDYAASwnpaSHKJITRLMF9m1fp3s6g=="], - "fontkitten": ["fontkitten@1.0.3", "", { "dependencies": { "tiny-inflate": "^1.0.3" } }, "sha512-Wp1zXWPVUPBmfoa3Cqc9ctaKuzKAV6uLstRqlR56kSjplf5uAce+qeyYym7F+PHbGTk+tCEdkCW6RD7DX/gBZw=="], "for-each": ["for-each@0.3.5", "", { "dependencies": { "is-callable": "^1.2.7" } }, "sha512-dKx12eRCVIzqCxFGplyFKJMPvLEWgmNtUrpTiJIR5u97zEhRG8ySrtboPHZXx7daLxQVrl643cTzbab2tkQjxg=="], @@ -3663,8 +3396,6 @@ "get-own-enumerable-property-symbols": ["get-own-enumerable-property-symbols@3.0.2", "", {}, "sha512-I0UBV/XOz1XkIJHEUDMZAbzCThU/H8DxmSfmdGcKPnVhu2VfFqr34jr9777IyaTYvxjedWhqVIilEDsCdP5G6g=="], - "get-port": ["get-port@7.2.0", "", {}, "sha512-afP4W205ONCuMoPBqcR6PSXnzX35KTcJygfJfcp+QY+uwm3p20p1YczWXhlICIzGMCxYBQcySEcOgsJcrkyobg=="], - "get-proto": ["get-proto@1.0.1", "", { "dependencies": { "dunder-proto": "^1.0.1", "es-object-atoms": "^1.0.0" } }, "sha512-sTSfBjoXBp89JvIKIefqw7U2CCebsc74kiY6awiGogKtoSGbgjYE/G/+l9sF3MWFPNc9IcoOC4ODfKHfxFmp0g=="], "get-stream": ["get-stream@5.2.0", "", { "dependencies": { "pump": "^3.0.0" } }, "sha512-nBF+F1rAZVCu/p7rjzgA+Yb4lfYXrpl7a6VmJrU8wF9I1CKvP/QwPNZHnOlwbTkY6dvtFIzFMSyQXbLoTQPRpA=="], @@ -3769,9 +3500,7 @@ "he": ["he@1.2.0", "", { "bin": { "he": "bin/he" } }, "sha512-F/1DnUGPopORZi0ni+CvrCgHQ5FyEAHRLSApuYWMmrbSwoN2Mn/7k+Gl38gJnR7yyDZk6WLXwiGod1JOWNDKGw=="], - "heap-snapshot-toolkit": ["heap-snapshot-toolkit@1.1.3", "", {}, "sha512-joThu2rEsDu8/l4arupRDI1qP4CZXNG+J6Wr348vnbLGSiBkwRdqZ6aOHl5BzEiC+Dc8OTbMlmWjD0lbXD5K2Q=="], - - "hono": ["hono@4.10.7", "", {}, "sha512-icXIITfw/07Q88nLSkB9aiUrd8rYzSweK681Kjo/TSggaGbOX4RRyxxm71v+3PC8C/j+4rlxGeoTRxQDkaJkUw=="], + "hono": ["hono@4.13.13", "", {}, "sha512-CQ46U0ZkAGmbT/4UxdzzGJpacP2IeKgY4a5/tOI9AABbpOMfK739wfDXmv1usCk+3RkKj1hQy4/fjhiwa2xlrA=="], "hosted-git-info": ["hosted-git-info@4.1.0", "", { "dependencies": { "lru-cache": "^6.0.0" } }, "sha512-kyCuEOWjJqZuDbRHzL8V93NzQhwIB71oFWSyzVo+KPZI+pnQPPxucdkrOZvkLRnrf5URsQM+IJ09Dw29cRALIA=="], @@ -3787,7 +3516,7 @@ "htmlparser2": ["htmlparser2@8.0.2", "", { "dependencies": { "domelementtype": "^2.3.0", "domhandler": "^5.0.3", "domutils": "^3.0.1", "entities": "^4.4.0" } }, "sha512-GYdjWKDkbRLkZ5geuHs5NY1puJ+PXwP7+fHPRz06Eirsb9ugf6d8kkXav6ADhcODhFFPMIXyxkxSuMf3D6NCFA=="], - "http-cache-semantics": ["http-cache-semantics@4.2.0", "", {}, "sha512-dTxcvPXqPvXBQpq5dUr6mEMJX4oIEFv6bwom3FDwKRDsuIjjJGANqhBuoAn9c1RQJIdAKav33ED65E2ys+87QQ=="], + "http-cache-semantics": ["http-cache-semantics@4.3.0", "", {}, "sha512-M5t5LlJpS1UHMjvwRQVdFHvPISGeLAxNcrWuJkeGh0KxsqCHZ1O3NXZU/8x7cD0BDcGW8kapxMKTvwlqrNkHkA=="], "http-link-header": ["http-link-header@1.1.4", "", {}, "sha512-xT3GPW6/ZbGuw4UvwHqErSCEjNUlwbQJuZn9/q5U4WEKfp2kENVCAlousG1zLxHeaQ/ffOHUNpWamvkbBW0eNw=="], @@ -3803,14 +3532,12 @@ "i18n-iso-countries": ["i18n-iso-countries@7.14.0", "", { "dependencies": { "diacritics": "1.3.0" } }, "sha512-nXHJZYtNrfsi1UQbyRqm3Gou431elgLjKl//CYlnBGt5aTWdRPH1PiS2T/p/n8Q8LnqYqzQJik3Q7mkwvLokeg=="], - "i18next": ["i18next@23.16.8", "", { "dependencies": { "@babel/runtime": "^7.23.2" } }, "sha512-06r/TitrM88Mg5FdUXAKL96dJMzgqLE5dv3ryBAra4KCwD9mJ4ndOTS95ZuymIGoE+2hzfdaMak2X11/es7ZWg=="], + "i18next": ["i18next@26.5.3", "", { "peerDependencies": { "typescript": "^5 || ^6 || ^7" }, "optionalPeers": ["typescript"] }, "sha512-6pRwOwJ6lBCBB66fqNZaSoUmvsALHMord7FL6GsDhubT1CrPabTMEJIqddm0nn2YEbKofdI/3VAtGrQPuztY1Q=="], "iconv-lite": ["iconv-lite@0.7.3", "", { "dependencies": { "safer-buffer": ">= 2.1.2 < 3.0.0" } }, "sha512-IKXpvIzjnC9XTAUbVBcMfGS0EPaIXtW6v+zr+RRp+hqULEpo0owZax6wyRwPOJbWbzjYspQwusTsfVr0ifh4uQ=="], "idb": ["idb@7.1.1", "", {}, "sha512-gchesWBzyvGHRO9W8tzUWFDycow5gwjvFKfyV9FF32Y7F50yZMp7mP+T2mJIWFx49zicqyC4uefHM17o6xKIVQ=="], - "ieee754": ["ieee754@1.2.1", "", {}, "sha512-dcyqhDvX1C46lXZcVqCpK+FtMRQVdIMN6/Df5js2zouUsqG7I6sFxitIC+7KYK29KdXOLHdu9zL4sFnoVQnqaA=="], - "ignore-walk": ["ignore-walk@8.0.0", "", { "dependencies": { "minimatch": "^10.0.3" } }, "sha512-FCeMZT4NiRQGh+YkeKMtWrOmBgWjHjMJ26WQWrRQyoyzqevdaGSakUaJW5xQYmjLlUVk2qUnCjYVBax9EKKg8A=="], "image-ssim": ["image-ssim@0.2.0", "", {}, "sha512-W7+sO6/yhxy83L0G7xR8YAc5Z5QFtYEXXRV6EaE8tuYBZJnA3gVgp3q7X7muhLZVodeb9UfvjSbwt9VJwjIYAg=="], @@ -3819,8 +3546,6 @@ "import-in-the-middle": ["import-in-the-middle@3.4.0", "", { "dependencies": { "cjs-module-lexer": "^2.2.0", "es-module-lexer": "^2.2.0", "module-details-from-path": "^1.0.4" } }, "sha512-Xfjwfarhe+LGmoaof+sexeNo3sGRysb5x56WrZLwHtmqT0OilSKtVWkv0lrCcMgSKyKP9oBogBAisHZvtJH0aw=="], - "import-meta-resolve": ["import-meta-resolve@4.2.0", "", {}, "sha512-Iqv2fzaTQN28s/FwZAoFq0ZSs/7hMAHJVX+w8PZl3cY19Pxk6jFFalxQoIfW2826i/fDLXv8IiEZRIT0lDuWcg=="], - "inflight": ["inflight@1.0.6", "", { "dependencies": { "once": "^1.3.0", "wrappy": "1" } }, "sha512-k92I/b08q4wvFscXCLvqfsHCrjrF7yiXsQuIVvVE7N82W3+aqpzuUdBbfhWcy/FZR3/4IgflMgKLOsvPDrGCJA=="], "inherits": ["inherits@2.0.4", "", {}, "sha512-k/vGaX4/Yla3WzyMCvTQOXYeIHvqOKtnqBduzTHpzpQZzAskKMhZ2K+EnBiSM9zGSoIFeMpXKxa4dYeZIQqewQ=="], @@ -3835,7 +3560,7 @@ "intl-messageformat": ["intl-messageformat@10.7.18", "", { "dependencies": { "@formatjs/ecma402-abstract": "2.3.6", "@formatjs/fast-memoize": "2.2.7", "@formatjs/icu-messageformat-parser": "2.11.4", "tslib": "^2.8.0" } }, "sha512-m3Ofv/X/tV8Y3tHXLohcuVuhWKo7BBq62cqY15etqmLxg2DZ34AGGgQDeR+SCta2+zICb1NX83af0GJmbQ1++g=="], - "ip-address": ["ip-address@10.5.0", "", {}, "sha512-R5SnVLJmgYYvf2F2ZgwSBnelz5G4q5AxIC277GDfUaNbrZKNANcBC7RHqYYePlszf4kBolVkJauG0ZjHHFh55g=="], + "ip-address": ["ip-address@10.7.4", "", {}, "sha512-DWBMKyeM25D70nrIiTkgQth59/G+naKOTep6huF9j+GmeK3DMD60Zvxg5d5qQnz+38AHgou6ean2LECX+lrKDg=="], "iron-webcrypto": ["iron-webcrypto@1.2.1", "", {}, "sha512-feOM6FaSr6rEABp/eDfVseKyTMDt+KGpeB35SkVn9Tyn0CqvVsY3EwI0v5i8nMHyJnzCIQf7nsy3p41TPkJZhg=="], @@ -3915,8 +3640,6 @@ "is-typed-array": ["is-typed-array@1.1.15", "", { "dependencies": { "which-typed-array": "^1.1.16" } }, "sha512-p3EcsicXjit7SaskXHs1hA91QxgTw46Fv6EFKKGS5DRFLD8yKnohjF3hxoju94b/OcMZoQukzpPpBE9uLVKzgQ=="], - "is-unsafe": ["is-unsafe@2.0.2", "", {}, "sha512-HgbIHPBH0KHHCcjLfGsCvhtPTVxjaAZlXjwdz7/GQC40SjSe4sfQsar8J5VFo8JOSbarkpV0OLG95bbaNd9aAQ=="], - "is-weakmap": ["is-weakmap@2.0.2", "", {}, "sha512-K5pXYOm9wqY1RgjpL3YTkF39tni1XajUIkawTLUo9EZEVUFga5gSQJF8nNS7ZwJQ02y+1YCNYcMh+HIf1ZqE+w=="], "is-weakref": ["is-weakref@1.1.1", "", { "dependencies": { "call-bound": "^1.0.3" } }, "sha512-6i9mGWSlqzNMEqpCp93KwRS1uUOodk2OJ6b+sq7ZPDSy2WuI5NFIxp/254TytR8ftefexkWn5xNiHUNpPOfSew=="], @@ -3951,7 +3674,7 @@ "js-tokens": ["js-tokens@4.0.0", "", {}, "sha512-RdJUflcE3cUzKiMqQgsCu06FPu9UdIJO0beYbPhHN4k6apgJtifcoCtT9bcxOpYBtpD2kCM6Sbzg4CausW/PKQ=="], - "js-yaml": ["js-yaml@3.15.1", "", { "dependencies": { "argparse": "^1.0.7", "esprima": "^4.0.0" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-S99WuO3HlhO3XN41EtYUNl9zzXjoJx7QvmipxsJVxtCBT0YHEFy+iOJhjSvrmV12nYhWpZaM8lPHkJm0yUMbag=="], + "js-yaml": ["js-yaml@3.15.2", "", { "dependencies": { "argparse": "^1.0.7", "esprima": "^4.0.0" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-6EuL879VkRA+1Cz578mKMiKvjPNEuk6+r1JaFzoSWejZmtf7xWbIyw1e3KkxlkzTIt9Taw6JBhEppG7utc1P+w=="], "jsbi": ["jsbi@4.3.2", "", {}, "sha512-9fqMSQbhJykSeii05nxKl4m6Eqn2P6rOlYiS+C5Dr/HPIU/7yZxu5qzbs40tgaFORiw2Amd0mirjxatXYMkIew=="], @@ -3995,9 +3718,7 @@ "jws": ["jws@4.0.1", "", { "dependencies": { "jwa": "^2.0.1", "safe-buffer": "^5.0.1" } }, "sha512-EKI/M/yqPncGUUh44xz0PxSidXFr/+r0pA70+gIYhjv+et7yxM+s29Y+VGDkovRofQem0fs7Uvf4+YmAdyRduA=="], - "jwt-decode": ["jwt-decode@3.1.2", "", {}, "sha512-UfpWE/VZn0iP50d8cz9NrZLM9lSWhcJ+0Gt/nm4by88UL+J1SiKN8/5dkjMmbEzwL2CAe+67GsegCbIKtbp75A=="], - - "katex": ["katex@0.16.47", "", { "dependencies": { "commander": "^8.3.0" }, "bin": { "katex": "cli.js" } }, "sha512-Eeo8Ys1doU1z+x8AZsPpQu+p/QcZBI5PeOo7QGQdy2x2m0MU/hYagBbGOmXwr5KVbEfVuWv9LpnQWeehogurjg=="], + "katex": ["katex@0.18.11", "", { "dependencies": { "commander": "^15.0.0" }, "bin": { "katex": "cli.js" } }, "sha512-yvyz/2VMKqoho/35Hat5w37wIEdWJ5ElVMidTAlWrxr5uW4aBGsEpveTmKh18/zw08v/7lGswCPon4OhqmqrTA=="], "keyv": ["keyv@4.5.4", "", { "dependencies": { "json-buffer": "3.0.1" } }, "sha512-oxVHkHR/EJf2CNXnWxRLW6mg7JyCCUcG0DtEGmL2ctUo1PNTin1PUil+r/+4r5MpVgC/fn1kjsx7mjSujKqIpw=="], @@ -4015,8 +3736,6 @@ "lazy-val": ["lazy-val@1.0.5", "", {}, "sha512-0/BnGCCfyUMkBpeDgWihanIAF9JmZhHBgUhEqzvf+adhNGLoP6TaiI5oF8oyb3I45P+PcnrqihSf01M0l0G5+Q=="], - "lazystream": ["lazystream@1.0.1", "", { "dependencies": { "readable-stream": "^2.0.5" } }, "sha512-b94GiNHQNy6JNTrt5w6zNyffMrNkXZb3KTkCZJb2V1xaEGCk093vkZ2jk3tpaeP33/OiXC+WvK9AxUebnf5nbw=="], - "legacy-javascript": ["legacy-javascript@0.0.1", "", {}, "sha512-lPyntS4/aS7jpuvOlitZDFifBCb4W8L/3QU0PLbUTUj+zYah8rfVjYic88yG7ZKTxhS5h9iz7duT8oUXKszLhg=="], "leven": ["leven@3.1.0", "", {}, "sha512-qsda+H8jTaUaN/x5vzW2rzc+8Rw4TAQ/4KjB46IwK5VH+IlVeeeje/EoZRpiXvIqjFgK84QffqPztGI3VBLG1A=="], @@ -4077,7 +3796,7 @@ "magic-string": ["magic-string@0.30.21", "", { "dependencies": { "@jridgewell/sourcemap-codec": "^1.5.5" } }, "sha512-vd2F4YUyEXKGcLHoq+TEyCjxueSeHnFxyyjNp80yg0XV4vUhnDer/lvvlqM/arB5bXQN5K2/3oinyCRyx8T2CQ=="], - "magicast": ["magicast@0.5.4", "", { "dependencies": { "@babel/parser": "^7.29.7", "@babel/types": "^7.29.7", "source-map-js": "^1.2.1" } }, "sha512-llBEhWm1SacoRwgHUoQJYtwp4PBLF4faQi5TCpIGyGs9n4y5+juI0tDgyKIfpqxckRHaHzouUEph3THklWh03w=="], + "magicast": ["magicast@0.5.5", "", { "dependencies": { "@babel/parser": "^7.29.7", "@babel/types": "^7.29.7", "source-map-js": "^1.2.1" } }, "sha512-UicdXN8zQ3JHlxVq+28afMXPr1z7WNY6+7EJnzTdQWkTAlMLF5fNCCKxJHBQwGaNGR11581EiQmQzx73+MvszA=="], "make-fetch-happen": ["make-fetch-happen@15.0.6", "", { "dependencies": { "@gar/promise-retry": "^1.0.0", "@npmcli/agent": "^4.0.0", "@npmcli/redact": "^4.0.0", "cacache": "^20.0.1", "http-cache-semantics": "^4.1.1", "minipass": "^7.0.2", "minipass-fetch": "^5.0.0", "minipass-flush": "^1.0.5", "minipass-pipeline": "^1.2.4", "negotiator": "^1.0.0", "proc-log": "^6.0.0", "ssri": "^13.0.0" } }, "sha512-Je0fLJ0F5atA7F+eIlLzk+Wkcl57JDf4kf+EW8xiP5E31xOQxkIxTbgf1Oi1Lw9tRI9UEMRdI5Vz2xTzoNU1Jw=="], @@ -4143,7 +3862,7 @@ "micromark-core-commonmark": ["micromark-core-commonmark@2.0.3", "", { "dependencies": { "decode-named-character-reference": "^1.0.0", "devlop": "^1.0.0", "micromark-factory-destination": "^2.0.0", "micromark-factory-label": "^2.0.0", "micromark-factory-space": "^2.0.0", "micromark-factory-title": "^2.0.0", "micromark-factory-whitespace": "^2.0.0", "micromark-util-character": "^2.0.0", "micromark-util-chunked": "^2.0.0", "micromark-util-classify-character": "^2.0.0", "micromark-util-html-tag-name": "^2.0.0", "micromark-util-normalize-identifier": "^2.0.0", "micromark-util-resolve-all": "^2.0.0", "micromark-util-subtokenize": "^2.0.0", "micromark-util-symbol": "^2.0.0", "micromark-util-types": "^2.0.0" } }, "sha512-RDBrHEMSxVFLg6xvnXmb1Ayr2WzLAWjeSATAoxwKYJV94TeNavgoIdA0a9ytzDSVzBy2YKFK+emCPOEibLeCrg=="], - "micromark-extension-directive": ["micromark-extension-directive@3.0.2", "", { "dependencies": { "devlop": "^1.0.0", "micromark-factory-space": "^2.0.0", "micromark-factory-whitespace": "^2.0.0", "micromark-util-character": "^2.0.0", "micromark-util-symbol": "^2.0.0", "micromark-util-types": "^2.0.0", "parse-entities": "^4.0.0" } }, "sha512-wjcXHgk+PPdmvR58Le9d7zQYWy+vKEU9Se44p2CrCDPiLr2FMyiT4Fyb5UFKFC66wGB3kPlgD7q3TnoqPS7SZA=="], + "micromark-extension-directive": ["micromark-extension-directive@4.0.0", "", { "dependencies": { "devlop": "^1.0.0", "micromark-factory-space": "^2.0.0", "micromark-factory-whitespace": "^2.0.0", "micromark-util-character": "^2.0.0", "micromark-util-symbol": "^2.0.0", "micromark-util-types": "^2.0.0", "parse-entities": "^4.0.0" } }, "sha512-/C2nqVmXXmiseSSuCdItCMho7ybwwop6RrrRPk0KbOHW21JKoCldC+8rFOaundDoRBUWBnJJcxeA/Kvi34WQXg=="], "micromark-extension-gfm": ["micromark-extension-gfm@3.0.0", "", { "dependencies": { "micromark-extension-gfm-autolink-literal": "^2.0.0", "micromark-extension-gfm-footnote": "^2.0.0", "micromark-extension-gfm-strikethrough": "^2.0.0", "micromark-extension-gfm-table": "^2.0.0", "micromark-extension-gfm-tagfilter": "^2.0.0", "micromark-extension-gfm-task-list-item": "^2.0.0", "micromark-util-combine-extensions": "^2.0.0", "micromark-util-types": "^2.0.0" } }, "sha512-vsKArQsicm7t0z2GugkCKtZehqUm31oeGBV/KVSorWSy8ZlNAv7ytjFhvaryUiCUJYqs+NoE6AFhpQvBTM6Q4w=="], @@ -4329,7 +4048,7 @@ "object.assign": ["object.assign@4.1.7", "", { "dependencies": { "call-bind": "^1.0.8", "call-bound": "^1.0.3", "define-properties": "^1.2.1", "es-object-atoms": "^1.0.0", "has-symbols": "^1.1.0", "object-keys": "^1.1.1" } }, "sha512-nK28WOo+QIjBkDduTINE4JkF/UJJKyf2EJxvJKfblDpyg0Q+pkOHNTL0Qwy6NP6FhE/EnzV73BxxqcJaXY9anw=="], - "obug": ["obug@2.1.4", "", {}, "sha512-4a+OsYv9UktOJKE+l1A4OufDgdRF9PifWj+tJnHURo/P+WOxpG4GzUFL9qCalmWauao6ogiG+QvnCovwPoyAWA=="], + "obug": ["obug@3.0.0", "", {}, "sha512-5vvB5+W7ePv+p3uqxi+RcW1XAzLW0/hxt3/4X4Lc4qHudzOhmBiBwOY6DRob4WnanAEGvNcLjF+KNOufrUoEQw=="], "ofetch": ["ofetch@2.0.0-alpha.3", "", {}, "sha512-zpYTCs2byOuft65vI3z43Dd6iSdFbOZZLb9/d21aCpx2rGastVU9dOCv0lu4ykc1Ur1anAYjDi3SUvR0vq50JA=="], @@ -4359,11 +4078,9 @@ "oxlint": ["oxlint@1.60.0", "", { "optionalDependencies": { "@oxlint/binding-android-arm-eabi": "1.60.0", "@oxlint/binding-android-arm64": "1.60.0", "@oxlint/binding-darwin-arm64": "1.60.0", "@oxlint/binding-darwin-x64": "1.60.0", "@oxlint/binding-freebsd-x64": "1.60.0", "@oxlint/binding-linux-arm-gnueabihf": "1.60.0", "@oxlint/binding-linux-arm-musleabihf": "1.60.0", "@oxlint/binding-linux-arm64-gnu": "1.60.0", "@oxlint/binding-linux-arm64-musl": "1.60.0", "@oxlint/binding-linux-ppc64-gnu": "1.60.0", "@oxlint/binding-linux-riscv64-gnu": "1.60.0", "@oxlint/binding-linux-riscv64-musl": "1.60.0", "@oxlint/binding-linux-s390x-gnu": "1.60.0", "@oxlint/binding-linux-x64-gnu": "1.60.0", "@oxlint/binding-linux-x64-musl": "1.60.0", "@oxlint/binding-openharmony-arm64": "1.60.0", "@oxlint/binding-win32-arm64-msvc": "1.60.0", "@oxlint/binding-win32-ia32-msvc": "1.60.0", "@oxlint/binding-win32-x64-msvc": "1.60.0" }, "peerDependencies": { "oxlint-tsgolint": ">=0.18.0" }, "optionalPeers": ["oxlint-tsgolint"], "bin": { "oxlint": "bin/oxlint" } }, "sha512-tnRzTWiWJ9pg3ftRWnD0+Oqh78L6ZSwcEudvCZaER0PIqiAnNyXj5N1dPwjmNpDalkKS9m/WMLN1CTPUBPmsgw=="], - "oxlint-tsgolint": ["oxlint-tsgolint@0.21.0", "", { "optionalDependencies": { "@oxlint-tsgolint/darwin-arm64": "0.21.0", "@oxlint-tsgolint/darwin-x64": "0.21.0", "@oxlint-tsgolint/linux-arm64": "0.21.0", "@oxlint-tsgolint/linux-x64": "0.21.0", "@oxlint-tsgolint/win32-arm64": "0.21.0", "@oxlint-tsgolint/win32-x64": "0.21.0" }, "bin": { "tsgolint": "bin/tsgolint.js" } }, "sha512-HiWPhANwRnN1pZJQ2SgNB3WRR+1etLJHmRzQ/MJhyINsEIaOUCjxhlXJKbEaVUwdnyXwRWqo/P9Fx21lz0/mSg=="], - "p-cancelable": ["p-cancelable@2.1.1", "", {}, "sha512-BZOr3nRQHOntUjTrH8+Lh54smKHoHyur8We1V8DSMVrl5A2malOOwuJRnKRDjSnkoeBh4at6BwEnb5I7Jl31wg=="], - "p-limit": ["p-limit@7.3.1", "", { "dependencies": { "yocto-queue": "^1.2.1" } }, "sha512-0trZaiG7Y7kN/Egy9a8j47t9osC0Tch4PaIWd9yGF6bvmlk7muExRvGNYb8sXBwEKMoNKsbNN9P8EefuQekE4Q=="], + "p-limit": ["p-limit@7.3.3", "", { "dependencies": { "yocto-queue": "^1.2.1" } }, "sha512-SKgVvDU5TNIxQ4r30U75BNLC6a+6GOEjngrk/ysM5+Zu3oJuk1SC5ApzIzY/7PjCEjoVPMWJ0zho/4QUiEB7TQ=="], "p-locate": ["p-locate@5.0.0", "", { "dependencies": { "p-limit": "^3.0.2" } }, "sha512-LaNjtRWUBY++zB5nE/NwcaoMylSPk+S+ZHNB1TzdbMJMny6dynpAGt7X/tl/QYq3TIeE6nxHppbo2LGymrG5Pw=="], @@ -4383,8 +4100,6 @@ "pagefind": ["pagefind@1.5.2", "", { "optionalDependencies": { "@pagefind/darwin-arm64": "1.5.2", "@pagefind/darwin-x64": "1.5.2", "@pagefind/freebsd-x64": "1.5.2", "@pagefind/linux-arm64": "1.5.2", "@pagefind/linux-x64": "1.5.2", "@pagefind/windows-arm64": "1.5.2", "@pagefind/windows-x64": "1.5.2" }, "bin": { "pagefind": "lib/runner/bin.cjs" } }, "sha512-XTUaK0hXMCu2jszWE584JGQT7y284TmMV9l/HX3rnG5uo3rHI/uHU56XTyyyPFjeWEBxECbAi0CaFDJOONtG0Q=="], - "pako": ["pako@0.2.9", "", {}, "sha512-NUcwaKxUxWrZLpDG+z/xZaCgQITkA/Dv4V/T6bw7VON6l1Xz/VnrBqrYjZQ12TamKHzITTfOEIYUj48y2KXImA=="], - "parse-conflict-json": ["parse-conflict-json@5.0.1", "", { "dependencies": { "json-parse-even-better-errors": "^5.0.0", "just-diff": "^6.0.0", "just-diff-apply": "^5.2.0" } }, "sha512-ZHEmNKMq1wyJXNwLxyHnluPfRAFSIliBvbK/UiOceROt4Xh9Pz0fq49NytIaeaCUf5VR86hwQ/34FCcNU5/LKQ=="], "parse-entities": ["parse-entities@4.0.2", "", { "dependencies": { "@types/unist": "^2.0.0", "character-entities-legacy": "^3.0.0", "character-reference-invalid": "^2.0.0", "decode-named-character-reference": "^1.0.0", "is-alphanumerical": "^2.0.0", "is-decimal": "^2.0.0", "is-hexadecimal": "^2.0.0" } }, "sha512-GG2AQYWoLgL877gQIKeRPGO1xF9+eG1ujIb5soS5gPvLQ1y2o8FL90w2QWNdf9I361Mpp7726c+lj3U0qK1uGw=="], @@ -4397,8 +4112,6 @@ "path-exists": ["path-exists@4.0.0", "", {}, "sha512-ak9Qy5Q7jYb2Wwcey5Fpvg2KoAc/ZIhLSLOSBmRmygPsGwkVVt0fZa0qrtMz+m6tJTAHfZQ8FnmB4MG4LWy7/w=="], - "path-expression-matcher": ["path-expression-matcher@1.6.2", "", {}, "sha512-enSlaiat05iasnzmgNxRj8reFdj3puY2QpNgP1aPIaVfT6nn9ICuPoFlKHk8EN22HcwewshO+mN2DGbkCEOtqQ=="], - "path-is-absolute": ["path-is-absolute@1.0.1", "", {}, "sha512-AVbw3UJ2e9bq64vSaS9Am0fje1Pa8pbGqTTsmXfaIiMpnr5DlDhfJOuLj9Sf95ZPVDAUerDfEk88MPmPe7UCQg=="], "path-key": ["path-key@3.1.1", "", {}, "sha512-ojmeN0qd+y0jszEtoY48r0Peq5dwMEkIlCOu6Q5f41lfkswXuKtYrhgoTpLnyIcHm24Uhqx+5Tqm2InSwLhE6Q=="], @@ -4439,7 +4152,7 @@ "postcss-nested": ["postcss-nested@6.2.0", "", { "dependencies": { "postcss-selector-parser": "^6.1.1" }, "peerDependencies": { "postcss": "^8.2.14" } }, "sha512-HQbt28KulC5AJzG+cZtj9kvKB93CFCdLvog1WFLf1D+xmMvPGlBstkpTEZfK5+AN9hfJocyBFCNiqyS48bpgzQ=="], - "postcss-selector-parser": ["postcss-selector-parser@7.1.5", "", { "dependencies": { "cssesc": "^3.0.0", "util-deprecate": "^1.0.2" } }, "sha512-KvvtD7SrlBP7dlgkBghEE3r84CABm5SmV2aNcG4oCA+qDnJ/tvKonFVvwWAyyWUEwxuNawdfEAZKP9zM3oZ2Uw=="], + "postcss-selector-parser": ["postcss-selector-parser@7.1.6", "", { "dependencies": { "cssesc": "^3.0.0", "util-deprecate": "^1.0.2" } }, "sha512-7qASPzhKF2l2KLboRZux8CCTRMdGiV08vWmyKzPz22qZ7ZjQBOeY7rNzNoCLSUiftJ7HUq0GERHmxw/t0dCdMw=="], "postject": ["postject@1.0.0-alpha.6", "", { "dependencies": { "commander": "^9.4.0" }, "bin": { "postject": "dist/cli.js" } }, "sha512-b9Eb8h2eVqNE8edvKdwqkrY6O7kAwmI8kcnBv1NScolYJbo59XUF0noFq+lxbC1yN20bmC0WBEbDC5H/7ASb0A=="], @@ -4457,8 +4170,6 @@ "proc-log": ["proc-log@6.1.0", "", {}, "sha512-iG+GYldRf2BQ0UDUAd6JQ/RwzaQy6mXmsk/IzlYyal4A4SNFw54MeH4/tLkF4I5WoWG9SQwuqWzS99jaFQHBuQ=="], - "process": ["process@0.11.10", "", {}, "sha512-cdGef/drWFoydD1JsMzuFf8100nZl+GT+yacc2bEced5f9Rjk4z+WtFUTBu9PhOi9j/jfmBPu0mMEY4wIdAF8A=="], - "process-ancestry": ["process-ancestry@0.1.0", "", {}, "sha512-tGqJW/UnclpYASFcM6Xh8D8l/BMtaQ9+CSG0vlJSJTcdMM4lDRv4c6H0Pdcsfted+bVczdYSfk2fdukg2gQkZg=="], "process-nextick-args": ["process-nextick-args@2.0.1", "", {}, "sha512-3ouUOpQhtgrbOa17J7+uxOTpITYWaGP7/AhoR3+A+/1e9skrzelGi/dXzEYyvbxubEF6Wn2ypscTKiKJFFn1ag=="], @@ -4473,8 +4184,6 @@ "promise-retry": ["promise-retry@2.0.1", "", { "dependencies": { "err-code": "^2.0.2", "retry": "^0.12.0" } }, "sha512-y+WKFlBR8BGXnsNlIHFGPZmyDf3DFMoLhaflAnyZgV6rG6xu+JwesTo2Q9R6XwYmtmwAFCkAk3e35jEdoeh/3g=="], - "prompts": ["prompts@2.4.2", "", { "dependencies": { "kleur": "^3.0.3", "sisteransi": "^1.0.5" } }, "sha512-NxNv/kLguCA7p3jE8oL2aEBsrJWgAakBpgmgK6lpPWV+WuOmY6r2/zbAVnP+T8bQlA0nzHXSJSJW0Hq7ylaD2Q=="], - "proper-lockfile": ["proper-lockfile@4.1.2", "", { "dependencies": { "graceful-fs": "^4.2.4", "retry": "^0.12.0", "signal-exit": "^3.0.2" } }, "sha512-TjNPblN4BwAWMXU8s9AEz4JmQxnD1NNL7bNOY/AKUzyamc379FWASUhc/K1pL2noVb+XmZKLL68cjzLsiOAMaA=="], "property-information": ["property-information@7.2.0", "", {}, "sha512-IAtzIB6sUiWaJYrX9smp3V46pBGbBeLFRGdh25kg1334VcBlD8HzhPeNIWQH9zhGmo2itIe25EHt9dQP7G5hmg=="], @@ -4509,9 +4218,7 @@ "read-cmd-shim": ["read-cmd-shim@6.0.0", "", {}, "sha512-1zM5HuOfagXCBWMN83fuFI/x+T/UhZ7k+KIzhrHXcQoeX5+7gmaDYjELQHmmzIodumBHeByBJT4QYS7ufAgs7A=="], - "readable-stream": ["readable-stream@4.7.0", "", { "dependencies": { "abort-controller": "^3.0.0", "buffer": "^6.0.3", "events": "^3.3.0", "process": "^0.11.10", "string_decoder": "^1.3.0" } }, "sha512-oIGGmcpTLwPga8Bn6/Z75SVaH1z5dUut2ibSyAMVhmUggWpmDn2dapB0n7f8nwaSiRtepAsfJyfXIO5DCVAODg=="], - - "readdir-glob": ["readdir-glob@1.1.3", "", { "dependencies": { "minimatch": "^5.1.0" } }, "sha512-v05I2k7xN8zXvPD9N+z/uhXPaj0sUFCe2rcWZIpBsqxfP7xXFQ0tipAd/wjj1YxWyWtUS5IDJpOG82JKt2EAVA=="], + "readable-stream": ["readable-stream@2.3.8", "", { "dependencies": { "core-util-is": "~1.0.0", "inherits": "~2.0.3", "isarray": "~1.0.0", "process-nextick-args": "~2.0.0", "safe-buffer": "~5.1.1", "string_decoder": "~1.1.1", "util-deprecate": "~1.0.1" } }, "sha512-8p0AUk4XODgIewSi0l8Epjs+EVnWiK7NoDIEGU0HhE7+ZyY8D1IMY7odu5lRrFXGg71L15KG8QrPmum45RTtdA=="], "readdirp": ["readdirp@4.1.2", "", {}, "sha512-GDhwkLfywWL2s6vEjyhri+eXmfH6j1L7JE27WhqLeYzoh/A3DBaYGEj2H/HFZCn/kMfim73FXxEJTw06WtxQwg=="], @@ -4549,7 +4256,7 @@ "rehype-autolink-headings": ["rehype-autolink-headings@7.1.0", "", { "dependencies": { "@types/hast": "^3.0.0", "@ungap/structured-clone": "^1.0.0", "hast-util-heading-rank": "^3.0.0", "hast-util-is-element": "^3.0.0", "unified": "^11.0.0", "unist-util-visit": "^5.0.0" } }, "sha512-rItO/pSdvnvsP4QRB1pmPiNHUskikqtPojZKJPPPAVx9Hj8i8TwMBhofrrAYRhYOOBZH9tgmG5lPqDLuIWPWmw=="], - "rehype-expressive-code": ["rehype-expressive-code@0.41.7", "", { "dependencies": { "expressive-code": "^0.41.7" } }, "sha512-25f8ZMSF1d9CMscX7Cft0TSQIqdwjce2gDOvQ+d/w0FovsMwrSt3ODP4P3Z7wO1jsIJ4eYyaDRnIR/27bd/EMQ=="], + "rehype-expressive-code": ["rehype-expressive-code@0.44.2", "", { "dependencies": { "expressive-code": "^0.44.2" } }, "sha512-jvjQpsfWKBquDrEl5YQA3CJybRRIuDOYsui1BJTs5oKDUK8pPkJSSxY8FjxNlIFIdtgrTjC1zuahuY4Cc1j9SQ=="], "rehype-format": ["rehype-format@5.0.1", "", { "dependencies": { "@types/hast": "^3.0.0", "hast-util-format": "^1.0.0" } }, "sha512-zvmVru9uB0josBVpr946OR8ui7nJEdzZobwLOOqHb/OOD88W0Vk2SqLwoVOj0fM6IPCCO6TaV9CvQvJMWwukFQ=="], @@ -4561,7 +4268,7 @@ "rehype-stringify": ["rehype-stringify@10.0.1", "", { "dependencies": { "@types/hast": "^3.0.0", "hast-util-to-html": "^9.0.0", "unified": "^11.0.0" } }, "sha512-k9ecfXHmIPuFVI61B9DeLPN0qFHfawM6RsuX48hoqlaKSF61RskNjSm1lI8PhBEM0MRdLxVVm4WmTqJQccH9mA=="], - "remark-directive": ["remark-directive@3.0.1", "", { "dependencies": { "@types/mdast": "^4.0.0", "mdast-util-directive": "^3.0.0", "micromark-extension-directive": "^3.0.0", "unified": "^11.0.0" } }, "sha512-gwglrEQEZcZYgVyG1tQuA+h58EZfq5CSULw7J90AFuCTyib1thgHPoqQ+h9iFvU6R+vnZ5oNFQR5QKgGpk741A=="], + "remark-directive": ["remark-directive@4.0.0", "", { "dependencies": { "@types/mdast": "^4.0.0", "mdast-util-directive": "^3.0.0", "micromark-extension-directive": "^4.0.0", "unified": "^11.0.0" } }, "sha512-7sxn4RfF1o3izevPV1DheyGDD6X4c9hrGpfdUpm7uC++dqrnJxIZVkk7CoKqcLm0VUMAuOol7Mno3m6g8cfMuA=="], "remark-gfm": ["remark-gfm@4.0.1", "", { "dependencies": { "@types/mdast": "^4.0.0", "mdast-util-gfm": "^3.0.0", "micromark-extension-gfm": "^3.0.0", "remark-parse": "^11.0.0", "remark-stringify": "^11.0.0", "unified": "^11.0.0" } }, "sha512-1quofZ2RQ9EWdeN34S79+KExV1764+wCUGop5CPL1WGdD0ocPpu91lzPGbwWMECpEpd42kJGQwzRfyov9j4yNg=="], @@ -4597,8 +4304,6 @@ "responselike": ["responselike@2.0.1", "", { "dependencies": { "lowercase-keys": "^2.0.0" } }, "sha512-4gl03wn3hj1HP3yzgdI7d3lCkF95F21Pz4BPGvKHinyQzALR5CapwC8yIi0Rh58DEMQ/SguC03wFj2k0M/mHhw=="], - "restructure": ["restructure@3.0.2", "", {}, "sha512-gSfoiOEA0VPE6Tukkrr7I0RBdE0s7H1eFCDBk05l1KIQT1UIKNc5JZy6jdyW6eYH3aR3g5b3PuL77rq0hvwtAw=="], - "retext": ["retext@9.0.0", "", { "dependencies": { "@types/nlcst": "^2.0.0", "retext-latin": "^4.0.0", "retext-stringify": "^4.0.0", "unified": "^11.0.0" } }, "sha512-sbMDcpHCNjvlheSgMfEcVrZko3cDzdbe1x/e7G66dFp0Ff7Mldvi2uv6JkJQzdRcvLYE8CA8Oe8siQx8ZOgTcA=="], "retext-latin": ["retext-latin@4.0.0", "", { "dependencies": { "@types/nlcst": "^2.0.0", "parse-latin": "^7.0.0", "unified": "^11.0.0" } }, "sha512-hv9woG7Fy0M9IlRQloq/N6atV82NxLGveq+3H2WOi79dtIYWN8OaxogDm77f8YnVXJL2VD3bbqowu5E3EMhBYA=="], @@ -4657,9 +4362,9 @@ "serialize-javascript": ["serialize-javascript@7.1.0", "", {}, "sha512-RNEqWOyhhUQYN9V1GfHwu9AR/g+NTciH6Z5u3/no6X3/w+04J2lVDL+svFQVXgXrEGBMG2puMVN3gq2SNGuTGw=="], - "seroval": ["seroval@1.5.6", "", {}, "sha512-rVQVWjjSvlINzaQPZH5JFqsqEsIWdTxY3iJZCnTL/5gQbXIRooVZKI60tVCkOVfzcRPejboxO2t0P89dg5mQaA=="], + "seroval": ["seroval@1.6.11", "", {}, "sha512-hpb6XnMCGN/A+79Uf8V7/iTGkyyyazNn5X0CoCAp7Uy9vT3RT8jZ9GLcnxGoVjg3P8AArbe4ZVHq6C8oT2a0kA=="], - "seroval-plugins": ["seroval-plugins@1.5.6", "", { "peerDependencies": { "seroval": "^1.0" } }, "sha512-HXuLAX2pu/UByPpaeo/TaMfvMIi+1QqIoPJYCcAtU8QkVNwgR6MPlGuCQTErV1JwraaMbYaWVIBX7mppzGLATQ=="], + "seroval-plugins": ["seroval-plugins@1.6.11", "", { "peerDependencies": { "seroval": "^1.0" } }, "sha512-LmB3nd8pL39jKHKvnpTUjcjBtNwR8MLty/ydAR8qbfXt5j6/6KqR1atuw8cVmD2/lDxAkvAwq5tI/HsisD9Fqg=="], "set-function-length": ["set-function-length@1.2.2", "", { "dependencies": { "define-data-property": "^1.1.4", "es-errors": "^1.3.0", "function-bind": "^1.1.2", "get-intrinsic": "^1.2.4", "gopd": "^1.0.1", "has-property-descriptors": "^1.0.2" } }, "sha512-pgRc4hJ4/sNjWCSS9AmnS40x3bNMDTknHgL5UaMBTMyJnU90EgWh1Rz+MC9eFu4BuN/UwZjKQuY/1v3rM7HMfg=="], @@ -4667,7 +4372,7 @@ "set-proto": ["set-proto@1.0.0", "", { "dependencies": { "dunder-proto": "^1.0.1", "es-errors": "^1.3.0", "es-object-atoms": "^1.0.0" } }, "sha512-RJRdvCo6IAnPdsvP/7m6bsQqNnn1FCBX5ZNtFL98MmFF/4xAIJTIg1YbHW5DC2W5SKZanrC6i4HsJqlajw/dZw=="], - "sharp": ["sharp@0.35.3", "", { "dependencies": { "@img/colour": "^1.1.0", "detect-libc": "^2.1.2", "semver": "^7.8.5" }, "optionalDependencies": { "@img/sharp-darwin-arm64": "0.35.3", "@img/sharp-darwin-x64": "0.35.3", "@img/sharp-freebsd-wasm32": "0.35.3", "@img/sharp-libvips-darwin-arm64": "1.3.2", "@img/sharp-libvips-darwin-x64": "1.3.2", "@img/sharp-libvips-linux-arm": "1.3.2", "@img/sharp-libvips-linux-arm64": "1.3.2", "@img/sharp-libvips-linux-ppc64": "1.3.2", "@img/sharp-libvips-linux-riscv64": "1.3.2", "@img/sharp-libvips-linux-s390x": "1.3.2", "@img/sharp-libvips-linux-x64": "1.3.2", "@img/sharp-libvips-linuxmusl-arm64": "1.3.2", "@img/sharp-libvips-linuxmusl-x64": "1.3.2", "@img/sharp-linux-arm": "0.35.3", "@img/sharp-linux-arm64": "0.35.3", "@img/sharp-linux-ppc64": "0.35.3", "@img/sharp-linux-riscv64": "0.35.3", "@img/sharp-linux-s390x": "0.35.3", "@img/sharp-linux-x64": "0.35.3", "@img/sharp-linuxmusl-arm64": "0.35.3", "@img/sharp-linuxmusl-x64": "0.35.3", "@img/sharp-webcontainers-wasm32": "0.35.3", "@img/sharp-win32-arm64": "0.35.3", "@img/sharp-win32-ia32": "0.35.3", "@img/sharp-win32-x64": "0.35.3" }, "peerDependencies": { "@types/node": "*" }, "optionalPeers": ["@types/node"] }, "sha512-ej0zVHuZGHCiABXcNxeYhpRnPNPAcvbG8RMdBAhDAxLKkCRVSpK3Iyu7qbqw3JMzoj0REeM6f3tJLtVwl0023Q=="], + "sharp": ["sharp@0.35.5", "", { "dependencies": { "@img/colour": "^1.1.0", "detect-libc": "^2.1.2", "semver": "^7.8.5" }, "optionalDependencies": { "@img/sharp-darwin-arm64": "0.35.5", "@img/sharp-darwin-x64": "0.35.5", "@img/sharp-freebsd-wasm32": "0.35.5", "@img/sharp-libvips-darwin-arm64": "1.3.4", "@img/sharp-libvips-darwin-x64": "1.3.4", "@img/sharp-libvips-linux-arm": "1.3.4", "@img/sharp-libvips-linux-arm64": "1.3.4", "@img/sharp-libvips-linux-ppc64": "1.3.4", "@img/sharp-libvips-linux-riscv64": "1.3.4", "@img/sharp-libvips-linux-s390x": "1.3.4", "@img/sharp-libvips-linux-x64": "1.3.4", "@img/sharp-libvips-linuxmusl-arm64": "1.3.4", "@img/sharp-libvips-linuxmusl-x64": "1.3.4", "@img/sharp-linux-arm": "0.35.5", "@img/sharp-linux-arm64": "0.35.5", "@img/sharp-linux-ppc64": "0.35.5", "@img/sharp-linux-riscv64": "0.35.5", "@img/sharp-linux-s390x": "0.35.5", "@img/sharp-linux-x64": "0.35.5", "@img/sharp-linuxmusl-arm64": "0.35.5", "@img/sharp-linuxmusl-x64": "0.35.5", "@img/sharp-webcontainers-wasm32": "0.35.5", "@img/sharp-win32-arm64": "0.35.5", "@img/sharp-win32-ia32": "0.35.5", "@img/sharp-win32-x64": "0.35.5" }, "peerDependencies": { "@types/node": "*" }, "optionalPeers": ["@types/node"] }, "sha512-Ywn4OnzGukp7CDMrp08RQ50YKmuwG47brZgIVPTvBaaAfQlRlygrRqSrxdCiL9M+LlzLBiJ68IR1QqvzHyjC7g=="], "shebang-command": ["shebang-command@2.0.0", "", { "dependencies": { "shebang-regex": "^3.0.0" } }, "sha512-kHxr2zZpYtdmrN1qDjrrX/Z1rR1kG8Dx+gkpK1G4eXmvXswmcE1hTWBWYUzlraYw1/yZp6YuDY77YtvbN0dmDA=="], @@ -4705,7 +4410,7 @@ "smob": ["smob@1.6.2", "", {}, "sha512-RQsvleCbF8cVHEv+xuDGaA4pOizFqJ0GgjtMSRo6oP8pnN7WsigHgVGey6aILRBKv4W2YOMHLqbKdnB6hpB9fw=="], - "smol-toml": ["smol-toml@1.8.0", "", {}, "sha512-kCZr2V3ch9i00x8zXRhjUNVcjG9ijES5dDudkXvUVCT5QlJNQWElSJdZqyPemffHoLNUYwOcou0Fy+ojN0uHSQ=="], + "smol-toml": ["smol-toml@1.9.1", "", {}, "sha512-j7WyPdf0CJoutMzMoPLF/bVXHtKZIT9Rb4eGeEbWw8X2t5oirjPgpL+OpaENZrILYaXqYwnVH+qgUwVbl+pUJQ=="], "socket.io-client": ["socket.io-client@4.8.3", "", { "dependencies": { "@socket.io/component-emitter": "~3.1.0", "debug": "~4.4.1", "engine.io-client": "~6.6.1", "socket.io-parser": "~4.2.4" } }, "sha512-uP0bpjWrjQmUt5DTHq9RuoCBdFJF10cdX9X+a368j/Ft0wmaVgxlrjvK3kjvgCODOMMOz9lcaRzxmso0bTWZ/g=="], @@ -4719,7 +4424,7 @@ "solid-focus-trap": ["solid-focus-trap@0.1.9", "", { "dependencies": { "@corvu/utils": "~0.4.2" }, "peerDependencies": { "solid-js": "^1.8" } }, "sha512-LTyNki6GUJPRLXV5uMWPkYClB07SUMubbr2EkAddiR0CJCF/I283txilMU9RURSr/P8EewMfXWu2o3aWrK7A5A=="], - "solid-js": ["solid-js@1.9.15", "", { "dependencies": { "csstype": "^3.1.0", "seroval": "~1.5.4", "seroval-plugins": "~1.5.4" } }, "sha512-EeiY2xfpZJqPLjXspVEKjAII4yv8NyG//NxZ3IpOFHdUNnnTyL0uJOeS9LWGvA7cFCz5y94cjFwYlmw5Luncsg=="], + "solid-js": ["solid-js@1.9.17", "", { "dependencies": { "csstype": "^3.1.0", "seroval": "~1.6.8", "seroval-plugins": "~1.6.8" } }, "sha512-4GAmLOWPfNV8H9Jfn2LSFTpNEG6jiOKPiwd5lnLGQtehHaX6l3TOLzJqQ7mqwB/3k1Yy3zyumFVopmc/tm34ow=="], "solid-list": ["solid-list@0.3.0", "", { "dependencies": { "@corvu/utils": "~0.4.0" }, "peerDependencies": { "solid-js": "^1.8" } }, "sha512-t4hx/F/l8Vmq+ib9HtZYl7Z9F1eKxq3eKJTXlvcm7P7yI4Z8O7QSOOEVHb/K6DD7M0RxzVRobK/BS5aSfLRwKg=="], @@ -4741,7 +4446,7 @@ "source-map": ["source-map@0.7.6", "", {}, "sha512-i5uvt8C3ikiWeNZSVZNWcfZPItFQOsYTUAOkcUPGd8DqDy1uOUikjt5dG+uRlwyvR108Fb9DOd4GvXfT0N2/uQ=="], - "source-map-js": ["source-map-js@1.2.1", "", {}, "sha512-UXWMKhLOwVKb728IUtQPXxfYU+usdybtUrK/8uGE8CQMvrhOpwvzDBwj0QhSL7MQc7vIsISBG8VQ8+IDQxpfQA=="], + "source-map-js": ["source-map-js@1.2.2", "", {}, "sha512-KGj/8Y43x35aZVDtt+J4mK1hoLGHULMYfSkODJNQjNDC3oW1PqPoxMwo0pLUsWM/UEGzON/NxeHywEfNXNP3Vw=="], "source-map-support": ["source-map-support@0.5.21", "", { "dependencies": { "buffer-from": "^1.0.0", "source-map": "^0.6.0" } }, "sha512-uBHU3L3czsIyYXKX88fdrGovxdSCoTGDRZ6SYXtSRxLZUzHg5P/66Ht6uoUlHu9EZod+inXhKo3qQgwXUT/y1w=="], @@ -4793,8 +4498,6 @@ "stream-replace-string": ["stream-replace-string@2.0.0", "", {}, "sha512-TlnjJ1C0QrmxRNrON00JvaFFlNh5TTG00APw23j74ET7gkQpTASi6/L2fuiav8pzK715HXtUeClpBTw2NPSn6w=="], - "streamx": ["streamx@2.28.0", "", { "dependencies": { "events-universal": "^1.0.0", "fast-fifo": "^1.3.2", "text-decoder": "^1.1.0" } }, "sha512-1Yowhzjf0ivGMrTIkY9hav5TxobO9qIVqUE41fiCGMGgc3CLlf4MY+9AHmZqBWgDTue0fY9zWjYFVyf6Diuobw=="], - "string-width": ["string-width@7.2.0", "", { "dependencies": { "emoji-regex": "^10.3.0", "get-east-asian-width": "^1.0.0", "strip-ansi": "^7.1.0" } }, "sha512-tsaTIkKW9b4N+AEj+SVA+WhJzV7/zMhcSu78mLKWSk7cXMOSHsBKFWUs0fWwq8QyK3MgJBQRX6Gbi4kYbdvGkQ=="], "string-width-cjs": ["string-width@4.2.3", "", { "dependencies": { "emoji-regex": "^8.0.0", "is-fullwidth-code-point": "^3.0.0", "strip-ansi": "^6.0.1" } }, "sha512-wKyQRQpjJ0sIp62ErSZdGsjMJWsap5oRNihHhu6G7JVO/9jIB6UyevL+tXuOqrng8j/cxKTWyWUwvSTriiZz/g=="], @@ -4807,7 +4510,7 @@ "string.prototype.trimstart": ["string.prototype.trimstart@1.0.8", "", { "dependencies": { "call-bind": "^1.0.7", "define-properties": "^1.2.1", "es-object-atoms": "^1.0.0" } }, "sha512-UXSH262CSZY1tfu3G3Secr6uGLCFVPMhIqHjlgCUtCCcgihYc/xKs9djMTMUOb2j1mVSeU8EU6NWc/iQKU6Gfg=="], - "string_decoder": ["string_decoder@1.3.0", "", { "dependencies": { "safe-buffer": "~5.2.0" } }, "sha512-hkRX8U1WjJFd8LsDJ2yQ/wWWxaopEsABU1XfkM8A+j0+85JAGppt16cr1Whg6KIbb4okU6Mql6BOj+uup/wKeA=="], + "string_decoder": ["string_decoder@1.1.1", "", { "dependencies": { "safe-buffer": "~5.1.0" } }, "sha512-n/ShnvDi6FHbbVfviro+WojiFzv+s8MPMHBczVePfUpDJLwoLT0ht1l4YwBCbi8pJAveEEdnkHyPyTP/mzRfwg=="], "stringify-entities": ["stringify-entities@4.0.4", "", { "dependencies": { "character-entities-html4": "^2.0.0", "character-entities-legacy": "^3.0.0" } }, "sha512-IwfBptatlO+QCJUo19AqvrPNqlVMpW9YEL2LIVY+Rpv2qsjCGxaDLNRgeGsQWJhfItebuJhsGSLjaBbNSQ+ieg=="], @@ -4821,8 +4524,6 @@ "strip-comments": ["strip-comments@2.0.1", "", {}, "sha512-ZprKx+bBLXv067WTCALv8SSz5l2+XhpYCsVtSqlMnkAXMWDq+/ekVbl1ghqP9rUHTzv6sm/DwCOiYutU/yp1fw=="], - "strnum": ["strnum@2.4.2", "", { "dependencies": { "anynum": "^1.0.1" } }, "sha512-rDG3Ah4TV0k1hWvLSzkZtMmLN9+eS+h3knq4MP6A42Y3Yh5qGNnOUs1jJkoSr8FG5dsL28c7KgkIBzSEykqtuw=="], - "stubborn-fs": ["stubborn-fs@2.0.0", "", { "dependencies": { "stubborn-utils": "^1.0.1" } }, "sha512-Y0AvSwDw8y+nlSNFXMm2g6L51rBGdAQT20J3YSOqxC53Lo3bjWRtr2BKcfYoAf352WYpsZSTURrA0tqhfgudPA=="], "stubborn-utils": ["stubborn-utils@1.0.2", "", {}, "sha512-zOh9jPYI+xrNOyisSelgym4tolKTJCQd5GBhK0+0xJvcYDcwlOoxF/rnFKQ2KRZknXSG9jWAp66fwP6AxN9STg=="], @@ -4837,7 +4538,7 @@ "supports-preserve-symlinks-flag": ["supports-preserve-symlinks-flag@1.0.0", "", {}, "sha512-ot0WnXS9fgdkgIcePe6RHNk1WA8+muPa6cSjeR3V8K27q9BB1rTE3R1p7Hv0z1ZyAc8s6Vvv8DIyWf681MAt0w=="], - "svgo": ["svgo@4.0.2", "", { "dependencies": { "commander": "^11.1.0", "css-select": "^5.1.0", "css-tree": "^3.0.1", "css-what": "^6.1.0", "csso": "^5.0.5", "picocolors": "^1.1.1", "sax": "^1.5.0" }, "bin": "./bin/svgo.js" }, "sha512-ekx94z1rRc5LDi6oSUaeRnYhd0UOJxdtQCL2rF8xpWxD3TPAsISWOrxezqGovqS38GRZOdpDfvQe3ts6F7nsng=="], + "svgo": ["svgo@4.1.0", "", { "dependencies": { "commander": "^11.1.0", "css-select": "^6.0.0", "css-tree": "^3.0.1", "css-what": "^7.0.0", "csso": "^5.0.5", "picocolors": "^1.1.1", "sax": "1.6.1" }, "bin": { "svgo": "bin/svgo.js" } }, "sha512-bkxnTg1kSU0guhIBmibA6UUhrQmPVA1XsQLN+ylCd+UWzbnLkySOcXpyk1mrl05f+pcaCx2eHb+sp6BgMZWX+Q=="], "tailwindcss": ["tailwindcss@4.3.3", "", {}, "sha512-gOhV3P7ufE62QDGg1zVaTgCR+EtPv92k2nIhVcVKcLmxT1sUBsQGhnZj175j+MqRt4zLF7ic+sCYjfhxMxj7YQ=="], @@ -4845,10 +4546,6 @@ "tar": ["tar@7.5.22", "", { "dependencies": { "@isaacs/fs-minipass": "^4.0.0", "chownr": "^3.0.0", "minipass": "^7.1.2", "minizlib": "^3.1.0", "yallist": "^5.0.0" } }, "sha512-MFO/QzvtAOmJbkhOaCTvbGcFN9L9b+JunIsDwaKljSOdcLMea3NJ1k9Usz/rjdfSXTq4dfzfeS7W4p4YOAAHeA=="], - "tar-stream": ["tar-stream@3.2.0", "", { "dependencies": { "b4a": "^1.6.4", "bare-fs": "^4.5.5", "fast-fifo": "^1.2.0", "streamx": "^2.15.0" } }, "sha512-ojzvCvVaNp6aOTFmG7jaRD0meowIAuPc3cMMhSgKiVWws1GyHbGd/xvnyuRKcKlMpt3qvxx6r0hreCNITP9hIg=="], - - "teex": ["teex@1.0.1", "", { "dependencies": { "streamx": "^2.12.5" } }, "sha512-eYE6iEI62Ni1H8oIa7KlDU6uQBtqr4Eajni3wX7rpfXD8ysFx8z0+dri+KWEPWpBsxXfxu58x/0jvTVT1ekOSg=="], - "temp": ["temp@0.9.4", "", { "dependencies": { "mkdirp": "^0.5.1", "rimraf": "~2.6.2" } }, "sha512-yYrrsWnrXMcdsnu/7YMYAofM1ktpL5By7vZhf15CrXijWWrEYZks5AXBudalfSWJLlnen/QUJUB5aoB0kqZUGA=="], "temp-dir": ["temp-dir@2.0.0", "", {}, "sha512-aoBAniQmmwtcKp/7BzsH8Cxzv8OL736p7v1ihGb5e9DJ9kTwGWHrQrVB5+lfVDzfGrdRzXch+ig7LHaY1JTOrg=="], @@ -4861,8 +4558,6 @@ "terser": ["terser@5.50.0", "", { "dependencies": { "@jridgewell/source-map": "^0.3.3", "acorn": "^8.15.0", "commander": "^2.20.0", "source-map-support": "~0.5.20" }, "bin": { "terser": "bin/terser" } }, "sha512-CN9BVxWhgS/hRxtUMjtC2uRWSTcSfQFHMDWma6sKKfIivCD91sM+FOPfvwoaRMqCSrUpe1nv3jDamd9eEQ4y+w=="], - "text-decoder": ["text-decoder@1.2.7", "", { "dependencies": { "b4a": "^1.6.4" } }, "sha512-vlLytXkeP4xvEq2otHeJfSQIRyWxo/oZGEbXrtEEF9Hnmrdly59sUbzZ/QgyWuLYHctCHxFF4tRQZNQ9k60ExQ=="], - "third-party-web": ["third-party-web@0.29.2", "", {}, "sha512-fegtha91tq2DHphyoiBXVHjVi2YG9zFaRnboT9C28tO1en9Y3wJsfspuy40F+u5wl3hHVbw7cnd1b67kEGHb8g=="], "tiny-async-pool": ["tiny-async-pool@1.3.0", "", { "dependencies": { "semver": "^5.5.0" } }, "sha512-01EAw5EDrcVrdgyCLgoSPvqznC0sVxDSVeiOz09FUpjh71G79VCqneOr+xvt7T1r76CF6ZZfPjHorN2+d+3mqA=="], @@ -4875,9 +4570,9 @@ "tinybench": ["tinybench@2.9.0", "", {}, "sha512-0+DUvqWMValLmha6lr4kD8iAMK1HzV0/aKnCtWb9v9641TnP/MFb7Pc2bxoxQjTXAErryXVgUOfv2YqNllqGeg=="], - "tinyclip": ["tinyclip@0.1.15", "", {}, "sha512-uo33abH+Ays0xYaDysoBt494Hb3hsEczMpcC0MwFl773pazORx4fmvKhclhR1wonUbB6vvpRsvVMwnhfqeMc+A=="], + "tinyclip": ["tinyclip@1.0.3", "", {}, "sha512-nTv2raKFMzGG6JJp0lpNDsRPdfFE6UHlu2rVEjXo8vkx1ZS3LW2CVXqIaLu8xZlu+6tbFs9V58Qc/Jmk/Ii7wA=="], - "tinyexec": ["tinyexec@1.3.0", "", {}, "sha512-QKAl9m8gWWGHV8jZcPeym6j+XULi6tOf1mT83WYJ4Lk2ytW/uwAWkrP0uFsdoYMdueVJ0qs26wZ+23xeB4ibNQ=="], + "tinyexec": ["tinyexec@1.3.1", "", {}, "sha512-GCvB3aoys96IuDFBMcTB46JOR6mdMtAToqwiW8JlWhsoh1mhHi/xn9ss/Dg7N555GiJyEt2qzoG/NHCwM6h1EA=="], "tinyglobby": ["tinyglobby@0.2.17", "", { "dependencies": { "fdir": "^6.5.0", "picomatch": "^4.0.4" } }, "sha512-wXR/dYpcqKmfWpEdZjiKJOwCNFndD0DMnrW/cYjVGttEkBfVgcLFHoNrlj47mjOVic9yyNu65alsgF4NQyTa2g=="], @@ -4895,9 +4590,9 @@ "toad-cache": ["toad-cache@3.7.4", "", {}, "sha512-m1TdR/rvT7kgGJZhspNtXdsdYk0fddFpJJFlG5s+UkPFo6lkLoZ3YLOaovPYjq1R75NP5JfeTlSHaOsE09peCg=="], - "tr46": ["tr46@0.0.3", "", {}, "sha512-N3WMsuqV66lT30CrXNbEjx4GEwlow3v6rr4mCcv6prnfwhS01rkgyFdjPNBYd9br7LpXV1+Emh01fHnq2Gdgrw=="], + "toolbeam-docs-theme": ["toolbeam-docs-theme@0.4.8", "", { "peerDependencies": { "@astrojs/starlight": "^0.34.3", "astro": "^5.7.13" } }, "sha512-b+5ynEFp4Woe5a22hzNQm42lD23t13ZMihVxHbzjA50zdcM9aOSJTIjdJ0PDSd4/50HbBXcpHiQsz6rM4N88ww=="], - "traverse": ["traverse@0.3.9", "", {}, "sha512-iawgk0hLP3SxGKDfnDJf8wTz4p2qImnyihM5Hh/sGvQ3K37dPi/w8sRhdNIxYA1TwFwc5mDhIJq+O0RsvXBKdQ=="], + "tr46": ["tr46@0.0.3", "", {}, "sha512-N3WMsuqV66lT30CrXNbEjx4GEwlow3v6rr4mCcv6prnfwhS01rkgyFdjPNBYd9br7LpXV1+Emh01fHnq2Gdgrw=="], "tree-sitter-bash": ["tree-sitter-bash@0.25.0", "", { "dependencies": { "node-addon-api": "^8.2.1", "node-gyp-build": "^4.8.2" }, "peerDependencies": { "tree-sitter": "^0.25.0" }, "optionalPeers": ["tree-sitter"] }, "sha512-gZtlj9+qFS81qKxpLfD6H0UssQ3QBc/F0nKkPsiFDyfQF2YBqYvglFJUzchrPpVhZe9kLZTrJ9n2J6lmka69Vg=="], @@ -4913,14 +4608,10 @@ "ts-algebra": ["ts-algebra@2.0.0", "", {}, "sha512-FPAhNPFMrkwz76P7cdjdmiShwMynZYN6SgOujD1urY4oNm80Ou9oMdmbR45LotcKOXoy7wSmHkRFE6Mxbrhefw=="], - "tsconfck": ["tsconfck@3.1.6", "", { "peerDependencies": { "typescript": "^5.0.0" }, "optionalPeers": ["typescript"], "bin": { "tsconfck": "bin/tsconfck.js" } }, "sha512-ks6Vjr/jEw0P1gmOVwutM3B7fWxoWBL2KRDb1JfqGVawBmO5UsvmWOQFGHBPl5yxYz4eERr19E6L7NMv+Fej4w=="], - "tslib": ["tslib@2.8.1", "", {}, "sha512-oJFu94HQb+KVduSUQL7wnpmqnfmLsOA/nAh6b6EH0wCEoK0/mPeXU6c3wKDV83MkOuHPRHtSXKKU99IBazS/2w=="], "tuf-js": ["tuf-js@4.1.0", "", { "dependencies": { "@tufjs/models": "4.1.0", "debug": "^4.4.3", "make-fetch-happen": "^15.0.1" } }, "sha512-50QV99kCKH5P/Vs4E2Gzp7BopNV+KzTXqWeaxrfu5IQJBOULRsTIS9seSsOVT8ZnGXzCyx55nYWAi4qJzpZKEQ=="], - "tunnel": ["tunnel@0.0.6", "", {}, "sha512-1h/Lnq9yajKY2PEbBadPXj3VxsDDu844OnaAo52UVmIzIvwwtBPIuNvkjuzBlTWpfJyUbG3ez0KSBibQkj4ojg=="], - "turbo": ["turbo@2.10.2", "", { "optionalDependencies": { "@turbo/darwin-64": "2.10.2", "@turbo/darwin-arm64": "2.10.2", "@turbo/linux-64": "2.10.2", "@turbo/linux-arm64": "2.10.2", "@turbo/windows-64": "2.10.2", "@turbo/windows-arm64": "2.10.2" }, "bin": { "turbo": "bin/turbo" } }, "sha512-wTExrNrRjB8qzIcg+ZLm0A3GFNLDsWNwdS/RBXB0FPrBDyzk3i96Yx+TxWZC7a0k1SIreFB8ciUbxjmEqTH8IQ=="], "tw-animate-css": ["tw-animate-css@1.4.0", "", {}, "sha512-7bziOlRqH0hJx80h/3mbicLW7o8qLsH5+RaLR2t+OHM3D0JlWGODQKQ4cxbK7WlvmUxpcj6Kgu6EKqjrGFe3QQ=="], @@ -4951,7 +4642,7 @@ "uncrypto": ["uncrypto@0.1.3", "", {}, "sha512-Ql87qFHB3s/De2ClA9e0gsnS6zXG27SkTiSJwjCc9MebbfapQfuPzumMIUMi38ezPZVNFcHI9sUIepeQfw8J8Q=="], - "undici": ["undici@8.11.2", "", {}, "sha512-u4UB2/IrKdU6lFxumHmmo1a3fCQO5tzQllRorfoRS63txhrB7xTpSn1PftwC4qEHkOaqP95fCWW4lJzwErwzhQ=="], + "undici": ["undici@8.12.3", "", {}, "sha512-+fdndUTwBP86cVjihTp21hZHo7d6oj1c/47XPA3lL8mM0XHs+C4EkcjmgRsFnFk2f/UONGDy9ItBItmXsLOQHw=="], "undici-types": ["undici-types@7.16.0", "", {}, "sha512-Zz+aZWSj8LE6zoxD+xrjh4VfkIG8Ya6LvYkZqtUQGJPZjYl53ypCaUwWqo7eI0x66KBGeRo+mlBEkMSeSZ38Nw=="], @@ -4963,12 +4654,8 @@ "unicode-match-property-value-ecmascript": ["unicode-match-property-value-ecmascript@2.2.1", "", {}, "sha512-JQ84qTuMg4nVkx8ga4A16a1epI9H6uTXAknqxkGF/aFfRLw1xC/Bp24HNLaZhHSkWd3+84t8iXnp1J0kYcZHhg=="], - "unicode-properties": ["unicode-properties@1.4.1", "", { "dependencies": { "base64-js": "^1.3.0", "unicode-trie": "^2.0.0" } }, "sha512-CLjCCLQ6UuMxWnbIylkisbRj31qxHPAurvena/0iwSVbQ2G1VY5/HjV0IRabOEbDHlzZlRdCrD4NhB0JtU40Pg=="], - "unicode-property-aliases-ecmascript": ["unicode-property-aliases-ecmascript@2.2.0", "", {}, "sha512-hpbDzxUY9BFwX+UeBnxv3Sh1q7HFxj48DTmXchNgRa46lO8uj3/1iEn3MiNUYTg1g9ctIqXCCERn8gYZhHC5lQ=="], - "unicode-trie": ["unicode-trie@2.0.0", "", { "dependencies": { "pako": "^0.2.5", "tiny-inflate": "^1.0.0" } }, "sha512-x7bc76x0bm4prf1VLg79uhAzKw8DVboClSN5VxJuQ+LKDOVEW9CdH+VY7SP+vX7xCYQqzzgQpFqz15zeLvAtZQ=="], - "unified": ["unified@11.0.5", "", { "dependencies": { "@types/unist": "^3.0.0", "bail": "^2.0.0", "devlop": "^1.0.0", "extend": "^3.0.0", "is-plain-obj": "^4.0.0", "trough": "^2.0.0", "vfile": "^6.0.0" } }, "sha512-xKvGhPWw3k84Qjh8bI3ZeJjqnyadK+GEFtazSfZv/rKeTkTjOJho6mFqh2SM96iIcZokxiOpg78GazTSg8+KHA=="], "unifont": ["unifont@0.7.5", "", { "dependencies": { "css-tree": "^3.1.0", "ohash": "^2.0.11", "undici": "^8.0.0" } }, "sha512-ULe/Cs+ZIsq+dcFofNkhqielCrUJnb5mr+Yc4EBM2VlL+6OZR6+cjtI2mT1bJvRBrVncqHAbLURxmPLcCXzWMg=="], @@ -5005,27 +4692,29 @@ "unused-filename": ["unused-filename@4.0.1", "", { "dependencies": { "escape-string-regexp": "^5.0.0", "path-exists": "^5.0.0" } }, "sha512-ZX6U1J04K1FoSUeoX1OicAhw4d0aro2qo+L8RhJkiGTNtBNkd/Fi1Wxoc9HzcVu6HfOzm0si/N15JjxFmD1z6A=="], - "unzip-stream": ["unzip-stream@0.3.4", "", { "dependencies": { "binary": "^0.3.0", "mkdirp": "^0.5.1" } }, "sha512-PyofABPVv+d7fL7GOpusx7eRT9YETY2X04PhwbSipdj6bMxVCFJrr+nm0Mxqbf9hUiTin/UsnuFWBXlDZFy0Cw=="], - "unzipper": ["unzipper@0.12.5", "", { "dependencies": { "bluebird": "~3.7.2", "duplexer2": "~0.1.4", "fs-extra": "11.3.1", "graceful-fs": "^4.2.2", "node-int64": "^0.4.0" } }, "sha512-tXYOi9R57Uj/2Z25SOs5RRSzq886MBQj2gY8dPL+xl/kv6s6SvByoKfAtvfVeEuhntWDgjd2o9p2lb4TVPAz0A=="], "upath": ["upath@1.2.0", "", {}, "sha512-aZwGpamFO61g3OlfT7OQCHqhGnW43ieH9WZeP7QxN/G/jS4jfqUkZxoryvJgVPEcrl5NL/ggHsSmLMHuH64Lhg=="], "update-browserslist-db": ["update-browserslist-db@1.3.1", "", { "dependencies": { "escalade": "^3.2.0", "picocolors": "^1.1.1" }, "peerDependencies": { "browserslist": ">= 4.21.0" }, "bin": { "update-browserslist-db": "cli.js" } }, "sha512-ZZ61DsRsOnakl74HAmp3oSN4aXUmEWXf+i/yv0h7tIBfICc3VdrFErQKUUKPgu3AMsTUMbcongALEN4l6GSUrQ=="], + "url-extras": ["url-extras@0.1.0", "", {}, "sha512-8tzwTeXFPuX/5PHuCDQE5Dd9Ts4rwoq2t9aIT+HS4iAVpmj5l4Ao7Q+BuuFjvWRqrLswBhQDk8O96ZicgCqQqw=="], + "utf8-byte-length": ["utf8-byte-length@1.0.5", "", {}, "sha512-Xn0w3MtiQ6zoz2vFyUVruaCL53O/DwUvkEeOvj+uulMm0BkUGYWmBYVyElqZaSLhY6ZD0ulfU3aBra2aVT4xfA=="], "util-deprecate": ["util-deprecate@1.0.2", "", {}, "sha512-EPD5q1uXyFxJpCrLnCc1nHnq3gOa6DZBocAIiI2TaSCA7VCJ1UJDMagCzIkXNsUYfD1daK//LTEQ8xiIbrHtcw=="], "validate-npm-package-name": ["validate-npm-package-name@7.0.2", "", {}, "sha512-hVDIBwsRruT73PbK7uP5ebUt+ezEtCmzZz3F59BSr2F6OVFnJ/6h8liuvdLrQ88Xmnk6/+xGGuq+pG9WwTuy3A=="], + "verkit": ["verkit@0.5.0", "", {}, "sha512-u4J1hr6Y+C/hit34GwL3eIcUf3wngT8TlYUjK7tk0jxydKLAq3sYvifjdTDA6U3KCKRcQCQDGf/srjxfZF3l7g=="], + "vfile": ["vfile@6.0.3", "", { "dependencies": { "@types/unist": "^3.0.0", "vfile-message": "^4.0.0" } }, "sha512-KzIbH/9tXat2u30jf+smMwFCsno4wHVdNmzFyL+T/L3UGqqk6JKfVqOFOZEpZSHADH1k40ab6NUIXZq422ov3Q=="], "vfile-location": ["vfile-location@5.0.3", "", { "dependencies": { "@types/unist": "^3.0.0", "vfile": "^6.0.0" } }, "sha512-5yXvWDEgqeiYiBe1lbxYF7UMAIm/IcopxMHrMQDq3nvKcjPKIhZklUKL+AE7J7uApI4kwe2snsK+eI6UTj9EHg=="], "vfile-message": ["vfile-message@4.0.3", "", { "dependencies": { "@types/unist": "^3.0.0", "unist-util-stringify-position": "^4.0.0" } }, "sha512-QTHzsGd1EhbZs4AsQ20JX1rC3cOlt/IWJruk893DfLRr57lcnOeMaWG4K0JrRta4mIJZKth2Au3mM3u03/JWKw=="], - "vite": ["vite@8.2.2", "", { "dependencies": { "lightningcss": "^1.33.0", "picomatch": "^4.0.5", "postcss": "^8.5.26", "rolldown": "~1.2.4", "tinyglobby": "^0.2.17" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "@vitejs/devtools": "^0.4.0 || ^0.5.0", "esbuild": "^0.27.0 || ^0.28.0", "jiti": ">=1.21.0", "less": "^4.0.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "@vitejs/devtools", "esbuild", "jiti", "less", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-cFKLV/PRgAUlIRm5WjMjJ86jrftzpqcgH+Us+DS8mI3CDNiH30Whrz8uHL3+MOLPAgqbMBAqWdAHAphOAM+z/Q=="], + "vite": ["vite@8.2.4", "", { "dependencies": { "lightningcss": "^1.33.0", "picomatch": "^4.0.5", "postcss": "^8.5.26", "rolldown": "~1.2.4", "tinyglobby": "^0.2.17" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "@vitejs/devtools": "^0.4.0 || ^0.5.0", "esbuild": "^0.27.0 || ^0.28.0", "jiti": ">=1.21.0", "less": "^4.0.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "@vitejs/devtools", "esbuild", "jiti", "less", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-lfauXnrf2x0p+UoA+wXh0dgFWnUjCyG6Js95KBkgaCwUU9k0DAHI4W6Q0WCx+h+5g+Alce1y4Zi2QjjK0UvGBw=="], "vite-plugin-icons-spritesheet": ["vite-plugin-icons-spritesheet@3.0.1", "", { "dependencies": { "chalk": "^5.4.1", "glob": "^11.0.1", "node-html-parser": "^7.0.1", "tinyexec": "^0.3.2" }, "peerDependencies": { "vite": ">=5.2.0" } }, "sha512-Cr0+Z6wRMwSwKisWW9PHeTjqmQFv0jwRQQMc3YgAhAgZEe03j21el0P/CA31KN/L5eiL1LhR14VTXl96LetonA=="], @@ -5101,14 +4790,10 @@ "which-collection": ["which-collection@1.0.2", "", { "dependencies": { "is-map": "^2.0.3", "is-set": "^2.0.3", "is-weakmap": "^2.0.2", "is-weakset": "^2.0.3" } }, "sha512-K4jVyjnBdgvc86Y6BkaLZEN933SwYOuBFkdmBu9ZfkcAbdVbpITnDmjvZ/aQjRXQrv5EPkTnD1s39GiiqbngCw=="], - "which-pm-runs": ["which-pm-runs@1.1.0", "", {}, "sha512-n1brCuqClxfFfq/Rb0ICg9giSZqCS+pLtccdag6C2HyufBrh3fBOiy9nb6ggRMvWOVH5GrdJskj5iGTZNxd7SA=="], - "which-typed-array": ["which-typed-array@1.1.22", "", { "dependencies": { "available-typed-arrays": "^1.0.7", "call-bind": "^1.0.9", "call-bound": "^1.0.4", "for-each": "^0.3.5", "get-proto": "^1.0.1", "gopd": "^1.2.0", "has-tostringtag": "^1.0.2" } }, "sha512-fvO4ExWMFsqyhG3AiPAObMuY1lxaqgYcxbc49CNdWDDECOJNgQyvsOWVwbZc+qf3rzRtxojBK+CMEv0Ld5CYpw=="], "why-is-node-running": ["why-is-node-running@2.3.0", "", { "dependencies": { "siginfo": "^2.0.0", "stackback": "0.0.2" }, "bin": { "why-is-node-running": "cli.js" } }, "sha512-hUrmaWBdVDcxvYqnyh09zunKzROWjbZTiNy8dBEjkS7ehEDQibXJ7XvlmtbwuTclUiIyN+CyXQD4Vmko8fNm8w=="], - "widest-line": ["widest-line@5.0.0", "", { "dependencies": { "string-width": "^7.0.0" } }, "sha512-c9bZp7b5YtRj2wOe6dlj32MK+Bx/M/d+9VB2SHM1OtsUHR0aV0tdP6DWh/iMt0kWi1t5g1Iudu6hQRNd1A4PVA=="], - "workbox-background-sync": ["workbox-background-sync@7.4.1", "", { "dependencies": { "idb": "^7.0.1", "workbox-core": "7.4.1" } }, "sha512-HhT7KE8tOWDm02wRNshXUnUPofMlhenF2DBdUnDPOubhizzPeItkYTmAB6td1Z2cjYPa98vzEiPLEuzn5hN66g=="], "workbox-broadcast-update": ["workbox-broadcast-update@7.4.1", "", { "dependencies": { "workbox-core": "7.4.1" } }, "sha512-uAlgslKLvbQY+suirIdnBCSYrcgBhjp81Nj4l1lj/Jmj0MJO2CJERnCJjT0GFVwmReV0N+zs78K6gqd5gr9/+A=="], @@ -5145,7 +4830,7 @@ "wrangler": ["wrangler@4.110.0", "", { "dependencies": { "@cloudflare/kv-asset-handler": "0.5.0", "@cloudflare/unenv-preset": "2.16.1", "blake3-wasm": "2.1.5", "esbuild": "0.28.1", "miniflare": "4.20260708.1", "path-to-regexp": "6.3.0", "unenv": "2.0.0-rc.24", "workerd": "1.20260708.1" }, "optionalDependencies": { "fsevents": "2.3.3" }, "peerDependencies": { "@cloudflare/workers-types": "^5.20260708.1" }, "optionalPeers": ["@cloudflare/workers-types"], "bin": { "wrangler": "bin/wrangler.js", "wrangler2": "bin/wrangler.js", "cf-wrangler": "bin/cf-wrangler.js" } }, "sha512-xZeXKYi7hxQRF5anL+v77RkufJNpF9f3Eqeyqq2QBsETpLZgh0Agj0jJ6JPtkbgn6ukZdh8OK5egsGPWIditgg=="], - "wrap-ansi": ["wrap-ansi@9.0.2", "", { "dependencies": { "ansi-styles": "^6.2.1", "string-width": "^7.0.0", "strip-ansi": "^7.1.0" } }, "sha512-42AtmgqjV+X1VpdOfyTGOYRi0/zsoLqtXQckTmqTeybT+BDIbM/Guxo7x3pE2vtpr1ok6xRqM9OpBe+Jyoqyww=="], + "wrap-ansi": ["wrap-ansi@7.0.0", "", { "dependencies": { "ansi-styles": "^4.0.0", "string-width": "^4.1.0", "strip-ansi": "^6.0.0" } }, "sha512-YVGIj2kamLSTxw6NsZjoBxfSwsn0ycdesmc4p+Q21c5zPuZ1pl+NfxVdxPtdHvmNVOQ6XSYG4AUtyt/Fi7D16Q=="], "wrap-ansi-cjs": ["wrap-ansi@7.0.0", "", { "dependencies": { "ansi-styles": "^4.0.0", "string-width": "^4.1.0", "strip-ansi": "^6.0.0" } }, "sha512-YVGIj2kamLSTxw6NsZjoBxfSwsn0ycdesmc4p+Q21c5zPuZ1pl+NfxVdxPtdHvmNVOQ6XSYG4AUtyt/Fi7D16Q=="], @@ -5159,8 +4844,6 @@ "xdg-basedir": ["xdg-basedir@5.1.0", "", {}, "sha512-GCPAHLvrIH13+c0SuacwvRYj2SxJXQ4kaVTT5xgL3kPrz56XxkF21IGhjSE1+W0aw7gpBWRGXLCPnPby6lSpmQ=="], - "xml-naming": ["xml-naming@0.3.0", "", {}, "sha512-ghig2TBE/H11aOVgmahA3MhimvkBr6JIYknH/Dhdk10nXwdbIqBJsbfMxpvFPG8bAw77gN29aQWvKpmVoPlvPQ=="], - "xmlbuilder": ["xmlbuilder@15.1.1", "", {}, "sha512-yMqGBqtXyeN1e3TGYvgNgDVZ3j84W4cwkOXQswghol6APgZWaff9lnbvN7MHYJOiXsvGPXtjTYJEiC9J2wv9Eg=="], "xmlhttprequest-ssl": ["xmlhttprequest-ssl@2.1.2", "", {}, "sha512-TEU+nJVUUnA4CYJFLvK5X9AOeH4KvDvhIfm0vV1GaQRtchnG0hgK5p8hw/xjv8cunWYCsiPCSDzObPyhEwq3KQ=="], @@ -5181,45 +4864,35 @@ "yocto-queue": ["yocto-queue@1.2.2", "", {}, "sha512-4LCcse/U2MHZ63HAJVE+v71o7yOdIe4cZ70Wpf8D/IyjDKYQLV5GD46B+hSTjJsvV5PztjvHoU580EftxjDZFQ=="], - "yocto-spinner": ["yocto-spinner@0.2.3", "", { "dependencies": { "yoctocolors": "^2.1.1" } }, "sha512-sqBChb33loEnkoXte1bLg45bEBsOP9N1kzQh5JZNKj/0rik4zAPTNSAVPj3uQAdc6slYJ0Ksc403G2XgxsJQFQ=="], - - "yoctocolors": ["yoctocolors@2.2.0", "", {}, "sha512-xYqdZFUK/VYazNl/oCDYN+3WloWQwMfZxBoiNt6qNyk+xfOdi598muWE42rNZFp1kNOiqW936q5RhUdnpqElSg=="], - "youch": ["youch@4.1.0-beta.10", "", { "dependencies": { "@poppinss/colors": "^4.1.5", "@poppinss/dumper": "^0.6.4", "@speed-highlight/core": "^1.2.7", "cookie": "^1.0.2", "youch-core": "^0.3.3" } }, "sha512-rLfVLB4FgQneDr0dv1oddCVZmKjcJ6yX6mS4pU82Mq/Dt9a3cLZQ62pDBL4AUO+uVrCvtWz3ZFUL2HFAFJ/BXQ=="], "youch-core": ["youch-core@0.3.3", "", { "dependencies": { "@poppinss/exception": "^1.2.2", "error-stack-parser-es": "^1.0.5" } }, "sha512-ho7XuGjLaJ2hWHoK8yFnsUGy2Y5uDpqSTq1FkHLK4/oqKtyUU1AFbOOxY4IpC9f0fTLjwYbslUz0Po5BpD1wrA=="], - "zip-stream": ["zip-stream@6.0.1", "", { "dependencies": { "archiver-utils": "^5.0.0", "compress-commons": "^6.0.2", "readable-stream": "^4.0.0" } }, "sha512-zK7YHHz4ZXpW89AHXUPbQVGKI7uvkd3hzusTdotCg1UxyaVtg0zFJSTfW/Dq5f7OBBVnq6cZIaC8Ti4hb6dtCA=="], - - "zod": ["zod@4.1.8", "", {}, "sha512-5R1P+WwQqmmMIEACyzSvo4JXHY5WiAFHRMg+zBZKgKS+Q1viRa0C1hmUKtHltoIFKtIdki3pRxkmpP74jnNYHQ=="], - - "zod-to-json-schema": ["zod-to-json-schema@3.25.2", "", { "peerDependencies": { "zod": "^3.25.28 || ^4" } }, "sha512-O/PgfnpT1xKSDeQYSCfRI5Gy3hPf91mKVDuYLUHZJMiDFptvP41MSnWofm8dnCm0256ZNfZIM7DSzuSMAFnjHA=="], + "zod": ["zod@4.6.7", "", {}, "sha512-g8W2D2kU6a8untc053fX1uVBKzM7yqAxW/3zwk83+6RyF2+SKOuV+c0wBDhUwzV1PaGapmZH+rmcUzPf+3CGwg=="], "zwitch": ["zwitch@2.0.4", "", {}, "sha512-bXE4cR/kVZhKZX/RjPEflHaKVhUVl85noU3v6b8apfQEc1x4A+zBxjZ4lN8LqGd6WZ3dl98pY4o717VFmoPp+A=="], - "@actions/github/@actions/http-client": ["@actions/http-client@2.2.3", "", { "dependencies": { "tunnel": "^0.0.6", "undici": "^5.25.4" } }, "sha512-mx8hyJi/hjFvbPokCg4uRd4ZX78t+YyRPtnKWwIl+RzNaVuFpQHfmlGVfsKEJN8LwTCvL+DfVgAM04XaHkm6bA=="], - - "@actions/github/undici": ["undici@5.29.0", "", { "dependencies": { "@fastify/busboy": "^2.0.0" } }, "sha512-raqeBD6NQK4SkWhQzeYKd1KmIG6dllBOTt55Rmkt4HtI9mwdWtJljnrXjAFUBLTSN67HWrOIZ3EPF4kjUw80Bg=="], + "@ai-sdk/openai-compatible/@ai-sdk/provider": ["@ai-sdk/provider@3.0.8", "", { "dependencies": { "json-schema": "^0.4.0" } }, "sha512-oGMAgGoQdBXbZqNG0Ze56CHjDZ1IDYOwGYxYjO5KLSlz5HiNQ9udIXsPZ61VWaHGZ5XW/jyjmr6t2xz2jGVwbQ=="], - "@actions/http-client/undici": ["undici@6.28.0", "", {}, "sha512-LIY910g9TI13YS95lrMFrs8Rm/u/irgHeTWoKCoteeJ04CUJ92eEfj0rVn+7VKMPBpUPiUoBKfhNyLI23EE/KA=="], + "@ai-sdk/openai-compatible/@ai-sdk/provider-utils": ["@ai-sdk/provider-utils@4.0.23", "", { "dependencies": { "@ai-sdk/provider": "3.0.8", "@standard-schema/spec": "^1.1.0", "eventsource-parser": "^3.0.6" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-z8GlDaCmRSDlqkMF2f4/RFgWxdarvIbyuk+m6WXT1LYgsnGiXRJGTD2Z1+SDl3LqtFuRtGX1aghYvQLoHL/9pg=="], - "@ai-sdk/cohere/@ai-sdk/provider-utils": ["@ai-sdk/provider-utils@4.0.21", "", { "dependencies": { "@ai-sdk/provider": "3.0.8", "@standard-schema/spec": "^1.1.0", "eventsource-parser": "^3.0.6" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-MtFUYI1/8mgDvRmaBDjbLJPFFrMG777AvSgyIFQtZHIMzm88R/12vYBBpnk7pfiWLFE1DSZzY4WDYzGbKAcmiw=="], + "@ai-sdk/provider-utils/undici": ["undici@6.29.1", "", {}, "sha512-EvRlUt/QqAEvXdQeRMYUfwOQsfzpDztykrG2owGEE/rBOBoYv9uF39ZzsNDh4lTFHhTr2XOZjKkYgueD12ZmGA=="], - "@ai-sdk/perplexity/@ai-sdk/provider-utils": ["@ai-sdk/provider-utils@4.0.21", "", { "dependencies": { "@ai-sdk/provider": "3.0.8", "@standard-schema/spec": "^1.1.0", "eventsource-parser": "^3.0.6" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-MtFUYI1/8mgDvRmaBDjbLJPFFrMG777AvSgyIFQtZHIMzm88R/12vYBBpnk7pfiWLFE1DSZzY4WDYzGbKAcmiw=="], + "@astrojs/astro2tsx/@napi-rs/wasm-runtime": ["@napi-rs/wasm-runtime@1.2.4", "", { "dependencies": { "@tybys/wasm-util": "^0.10.3" }, "peerDependencies": { "@emnapi/core": "^1.7.1 || ^2.0.0-alpha.4", "@emnapi/runtime": "^1.7.1 || ^2.0.0-alpha.4" } }, "sha512-AJxoUD2/15ESHbvpcyjU274nsAPLuOtPHCk0vKJM5pj//Fg/B1FXNWjPnXTT9PymCYYiHo4zPj0ZomXBKhoy7g=="], - "@ai-sdk/vercel/@ai-sdk/openai-compatible": ["@ai-sdk/openai-compatible@2.0.37", "", { "dependencies": { "@ai-sdk/provider": "3.0.8", "@ai-sdk/provider-utils": "4.0.21" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-+POSFVcgiu47BK64dhsI6OpcDC0/VAE2ZSaXdXGNNhpC/ava++uSRJYks0k2bpfY0wwCTgpAWZsXn/dG2Yppiw=="], + "@astrojs/compiler-binding-wasm32-wasi/@emnapi/runtime": ["@emnapi/runtime@1.11.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-Xz4Tpyki7XyrpbUK1jR1AhdAdaXyhhY4lZ3neLodmhpuWfy2PAQN5B46sAiU4liOXGLkHypn/qU+jvfWSCYYLA=="], - "@ai-sdk/vercel/@ai-sdk/provider-utils": ["@ai-sdk/provider-utils@4.0.21", "", { "dependencies": { "@ai-sdk/provider": "3.0.8", "@standard-schema/spec": "^1.1.0", "eventsource-parser": "^3.0.6" }, "peerDependencies": { "zod": "^3.25.76 || ^4.1.8" } }, "sha512-MtFUYI1/8mgDvRmaBDjbLJPFFrMG777AvSgyIFQtZHIMzm88R/12vYBBpnk7pfiWLFE1DSZzY4WDYzGbKAcmiw=="], + "@astrojs/compiler-binding-wasm32-wasi/@napi-rs/wasm-runtime": ["@napi-rs/wasm-runtime@1.2.5", "", { "dependencies": { "@tybys/wasm-util": "^0.10.3" }, "peerDependencies": { "@emnapi/core": "^1.7.1 || ^2.0.0-alpha.4", "@emnapi/runtime": "^1.7.1 || ^2.0.0-alpha.4" } }, "sha512-HshSvXzmBxNzqejd3k/KemgQ3hdREUYFRRrgxOZ+gPljDIsO2SDZrVZMd4Z/HsxudQbE62OVyVFE8z9BCurfjA=="], - "@astrojs/internal-helpers/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], + "@astrojs/internal-helpers/js-yaml": ["js-yaml@4.3.2", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-SFNOvSJ+Dgf/9An904Yx+CgSlIPCkIpao4qo51lpee25TIRejdH3rhR4EZMGoNx3/TP3O+wzWuiTFl4sqbltzA=="], - "@astrojs/markdown-remark/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.6.1", "", {}, "sha512-l5Pqf6uZu31aG+3Lv8nl/3s4DbUzdlxTWDof4pEpto6GUJNhhCbelVi9dEyurOVyqaelwmS9oSyOWOENSfgo9A=="], + "@astrojs/markdown-remark/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.12.0", "", { "dependencies": { "@types/hast": "^3.0.4", "@types/mdast": "^4.0.4", "picomatch": "^4.0.4", "retext-smartypants": "^6.2.0", "shiki": "^4.0.2", "smol-toml": "^1.8.0", "unified": "^11.0.5", "yaml": "^2.9.1" } }, "sha512-pKPuwCDtO0L7zgmt1JGd9X4Aes1+0SX3IEBSqBNPHsScYdPMlfmed3Y7DTbXyF7E+8ylnb563o/0OzGQPOFehw=="], - "@astrojs/markdown-remark/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], + "@astrojs/markdown-remark/acorn": ["acorn@8.18.0", "", { "bin": { "acorn": "bin/acorn" } }, "sha512-lGq+9yr1/GuAWaVYIHRjvvySG5/4VfKIvC8EWxStPdcDh/Ka7FG3twP6v4d5BkravUilhIAsG4Qj83t02LWUPQ=="], - "@astrojs/markdown-remark/shiki": ["shiki@3.23.0", "", { "dependencies": { "@shikijs/core": "3.23.0", "@shikijs/engine-javascript": "3.23.0", "@shikijs/engine-oniguruma": "3.23.0", "@shikijs/langs": "3.23.0", "@shikijs/themes": "3.23.0", "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4" } }, "sha512-55Dj73uq9ZXL5zyeRPzHQsK7Nbyt6Y10k5s7OjuFZGMhpp4r/rsLBH0o/0fstIzX1Lep9VxefWljK/SKCzygIA=="], + "@astrojs/markdown-satteri/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.12.0", "", { "dependencies": { "@types/hast": "^3.0.4", "@types/mdast": "^4.0.4", "picomatch": "^4.0.4", "retext-smartypants": "^6.2.0", "shiki": "^4.0.2", "smol-toml": "^1.8.0", "unified": "^11.0.5", "yaml": "^2.9.1" } }, "sha512-pKPuwCDtO0L7zgmt1JGd9X4Aes1+0SX3IEBSqBNPHsScYdPMlfmed3Y7DTbXyF7E+8ylnb563o/0OzGQPOFehw=="], - "@astrojs/markdown-satteri/@astrojs/prism": ["@astrojs/prism@4.0.2", "", { "dependencies": { "prismjs": "^1.30.0" } }, "sha512-KTivpmnz6lDsC6o9H4+DNm2SrE/GHzw8cNAvEJwAvUT+eoaEnn/4NtbDNfRRaxaJHdp15gf+tfHAWiXR4wB3BA=="], + "@astrojs/markdown-satteri/satteri": ["satteri@0.10.5", "", { "dependencies": { "@types/estree-jsx": "^1.0.5", "@types/hast": "^3.0.5", "@types/mdast": "^4.0.4", "@types/unist": "^3.0.3" }, "optionalDependencies": { "@bruits/satteri-darwin-arm64": "0.10.5", "@bruits/satteri-darwin-x64": "0.10.5", "@bruits/satteri-linux-arm64-gnu": "0.10.5", "@bruits/satteri-linux-arm64-musl": "0.10.5", "@bruits/satteri-linux-x64-gnu": "0.10.5", "@bruits/satteri-linux-x64-musl": "0.10.5", "@bruits/satteri-wasm32-wasi": "0.10.5", "@bruits/satteri-win32-arm64-msvc": "0.10.5", "@bruits/satteri-win32-x64-msvc": "0.10.5" } }, "sha512-Ao1LKpAEa9Wdg0otgbVKViZHEq9ebdXe4DMrp3s9vQAU0HNIuHnFEuMuOcm0ZIXyV0Yzxj91NvhLpvXZJO/5ZQ=="], "@astrojs/mdx/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.10.2", "", { "dependencies": { "@types/hast": "^3.0.4", "@types/mdast": "^4.0.4", "js-yaml": "^4.3.0", "picomatch": "^4.0.4", "retext-smartypants": "^6.2.0", "shiki": "^4.0.2", "smol-toml": "^1.6.0", "unified": "^11.0.5" } }, "sha512-yt7fMgPYqSM4Tmr+taTW6Per+hjJ8Pk6lA1PAcDyqzOt8HzJ6Kje5WzCxA2Sd+9wsUW7uhkLeoTMK0cXPwH9rQ=="], @@ -5229,102 +4902,18 @@ "@astrojs/mdx/es-module-lexer": ["es-module-lexer@2.3.2", "", {}, "sha512-poHGpORABojJJucnV9KbOavETW8lBVnphkW77ER5/BQ5Fz7oXSoCNek7IH3vR5nRjdsEz926ibFYX8KtLQmdyw=="], - "@astrojs/sitemap/zod": ["zod@4.4.3", "", {}, "sha512-ytENFjIJFl2UwYglde2jchW2Hwm4GJFLDiSXWdTrJQBIN9Fcyp7n4DhxJEiWNAJMV1/BqWfW/kkg71UDcHJyTQ=="], + "@astrojs/solid-js/vite": ["vite@8.3.4", "", { "dependencies": { "lightningcss": "^1.33.0", "picomatch": "^4.0.7", "postcss": "^8.5.29", "rolldown": "~1.2.12", "tinyglobby": "^0.2.17" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "@vitejs/devtools": "^0.7.1", "esbuild": "^0.27.0 || ^0.28.0", "jiti": ">=1.21.0", "less": "^4.0.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "@vitejs/devtools", "esbuild", "jiti", "less", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-IftLE8phJhdNRIGNEV4JCCvfNScoZQVfcXaN8TQropWGJtOHcu+iAB9pHcuGvmEb/kddw0LBe/jS8ztdC6xdiQ=="], - "@astrojs/solid-js/vite": ["vite@6.4.3", "", { "dependencies": { "esbuild": "^0.25.0", "fdir": "^6.4.4", "picomatch": "^4.0.2", "postcss": "^8.5.3", "rollup": "^4.34.9", "tinyglobby": "^0.2.13" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^18.0.0 || ^20.0.0 || >=22.0.0", "jiti": ">=1.21.0", "less": "*", "lightningcss": "^1.21.0", "sass": "*", "sass-embedded": "*", "stylus": "*", "sugarss": "*", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-NTKlcQjlAK7MlQoyb6LgaqHc8sso/pVyUJYWMws3jg21uTJw/LddqIFPcPqP6PzpgbIcZyKI85sFE4HBrQDA8A=="], + "@astrojs/starlight/@astrojs/markdown-satteri": ["@astrojs/markdown-satteri@0.3.8", "", { "dependencies": { "@astrojs/internal-helpers": "0.10.4", "@astrojs/prism": "4.0.2", "github-slugger": "^2.0.0", "satteri": "^0.10.3" } }, "sha512-n8ItpFTCmlDsVR5+rwDmehSf+jFCYLWmZiisZNGuF7xILqYhsVeBfcha4qgS2Seq3fAc9Tm58ZVrvqFQ6RQgRQ=="], - "@astrojs/telemetry/ci-info": ["ci-info@4.4.0", "", {}, "sha512-77PSwercCZU2Fc4sX94eF8k8Pxte6JAwL4/ICZLFjJLqegs7kCuAsqqj/70NQF6TvDpgFjkubQB2FW2ZZddvQg=="], + "@astrojs/starlight/js-yaml": ["js-yaml@4.3.2", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-SFNOvSJ+Dgf/9An904Yx+CgSlIPCkIpao4qo51lpee25TIRejdH3rhR4EZMGoNx3/TP3O+wzWuiTFl4sqbltzA=="], - "@aws-crypto/crc32/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-crypto/crc32c/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-crypto/sha1-browser/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-crypto/sha1-browser/@smithy/util-utf8": ["@smithy/util-utf8@2.3.0", "", { "dependencies": { "@smithy/util-buffer-from": "^2.2.0", "tslib": "^2.6.2" } }, "sha512-R8Rdn8Hy72KKcebgLiv8jQcQkXoLMOGGv5uI1/k0l+snqkOzQ1R0ChUBCxWMlBsFMekWjq0wRudIweFs7sKT5A=="], - - "@aws-crypto/sha256-browser/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], + "@astrojs/telemetry/ci-info": ["ci-info@4.4.0", "", {}, "sha512-77PSwercCZU2Fc4sX94eF8k8Pxte6JAwL4/ICZLFjJLqegs7kCuAsqqj/70NQF6TvDpgFjkubQB2FW2ZZddvQg=="], "@aws-crypto/sha256-browser/@smithy/util-utf8": ["@smithy/util-utf8@2.3.0", "", { "dependencies": { "@smithy/util-buffer-from": "^2.2.0", "tslib": "^2.6.2" } }, "sha512-R8Rdn8Hy72KKcebgLiv8jQcQkXoLMOGGv5uI1/k0l+snqkOzQ1R0ChUBCxWMlBsFMekWjq0wRudIweFs7sKT5A=="], - "@aws-crypto/sha256-js/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-crypto/util/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - "@aws-crypto/util/@smithy/util-utf8": ["@smithy/util-utf8@2.3.0", "", { "dependencies": { "@smithy/util-buffer-from": "^2.2.0", "tslib": "^2.6.2" } }, "sha512-R8Rdn8Hy72KKcebgLiv8jQcQkXoLMOGGv5uI1/k0l+snqkOzQ1R0ChUBCxWMlBsFMekWjq0wRudIweFs7sKT5A=="], - "@aws-sdk/client-cognito-identity/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/client-cognito-identity/@aws-sdk/credential-provider-node": ["@aws-sdk/credential-provider-node@3.972.80", "", { "dependencies": { "@aws-sdk/credential-provider-env": "^3.972.69", "@aws-sdk/credential-provider-http": "^3.972.71", "@aws-sdk/credential-provider-ini": "^3.973.14", "@aws-sdk/credential-provider-process": "^3.972.69", "@aws-sdk/credential-provider-sso": "^3.973.13", "@aws-sdk/credential-provider-web-identity": "^3.972.75", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/credential-provider-imds": "^4.4.16", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-bE2qh8ww4iClO1jHsBXdOE8FUgzDbdxbyorNjSCoPSkQd51k3jODItuPZfuwcLHZqDXsH+bI4AMHhqtuyR7mSg=="], - - "@aws-sdk/client-cognito-identity/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/client-lambda/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/client-lambda/@aws-sdk/credential-provider-node": ["@aws-sdk/credential-provider-node@3.972.80", "", { "dependencies": { "@aws-sdk/credential-provider-env": "^3.972.69", "@aws-sdk/credential-provider-http": "^3.972.71", "@aws-sdk/credential-provider-ini": "^3.973.14", "@aws-sdk/credential-provider-process": "^3.972.69", "@aws-sdk/credential-provider-sso": "^3.973.13", "@aws-sdk/credential-provider-web-identity": "^3.972.75", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/credential-provider-imds": "^4.4.16", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-bE2qh8ww4iClO1jHsBXdOE8FUgzDbdxbyorNjSCoPSkQd51k3jODItuPZfuwcLHZqDXsH+bI4AMHhqtuyR7mSg=="], - - "@aws-sdk/client-lambda/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/credential-provider-cognito-identity/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/credential-provider-env/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/credential-provider-env/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/credential-provider-http/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/credential-provider-http/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/credential-provider-ini/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/credential-provider-ini/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/credential-provider-login/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/credential-provider-login/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-env": ["@aws-sdk/credential-provider-env@3.932.0", "", { "dependencies": { "@aws-sdk/core": "3.932.0", "@aws-sdk/types": "3.930.0", "@smithy/property-provider": "^4.2.5", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-ozge/c7NdHUDyHqro6+P5oHt8wfKSUBN+olttiVfBe9Mw3wBMpPa3gQ0pZnG+gwBkKskBuip2bMR16tqYvUSEA=="], - - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-http": ["@aws-sdk/credential-provider-http@3.932.0", "", { "dependencies": { "@aws-sdk/core": "3.932.0", "@aws-sdk/types": "3.930.0", "@smithy/fetch-http-handler": "^5.3.6", "@smithy/node-http-handler": "^4.4.5", "@smithy/property-provider": "^4.2.5", "@smithy/protocol-http": "^5.3.5", "@smithy/smithy-client": "^4.9.5", "@smithy/types": "^4.9.0", "@smithy/util-stream": "^4.5.6", "tslib": "^2.6.2" } }, "sha512-b6N9Nnlg8JInQwzBkUq5spNaXssM3h3zLxGzpPrnw0nHSIWPJPTbZzA5Ca285fcDUFuKP+qf3qkuqlAjGOdWhg=="], - - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-ini": ["@aws-sdk/credential-provider-ini@3.933.0", "", { "dependencies": { "@aws-sdk/core": "3.932.0", "@aws-sdk/credential-provider-env": "3.932.0", "@aws-sdk/credential-provider-http": "3.932.0", "@aws-sdk/credential-provider-process": "3.932.0", "@aws-sdk/credential-provider-sso": "3.933.0", "@aws-sdk/credential-provider-web-identity": "3.933.0", "@aws-sdk/nested-clients": "3.933.0", "@aws-sdk/types": "3.930.0", "@smithy/credential-provider-imds": "^4.2.5", "@smithy/property-provider": "^4.2.5", "@smithy/shared-ini-file-loader": "^4.4.0", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-HygGyKuMG5AaGXsmM0d81miWDon55xwalRHB3UmDg3QBhtunbNIoIaWUbNTKuBZXcIN6emeeEZw/YgSMqLc0YA=="], - - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-process": ["@aws-sdk/credential-provider-process@3.932.0", "", { "dependencies": { "@aws-sdk/core": "3.932.0", "@aws-sdk/types": "3.930.0", "@smithy/property-provider": "^4.2.5", "@smithy/shared-ini-file-loader": "^4.4.0", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-BodZYKvT4p/Dkm28Ql/FhDdS1+p51bcZeMMu2TRtU8PoMDHnVDhHz27zASEKSZwmhvquxHrZHB0IGuVqjZUtSQ=="], - - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-sso": ["@aws-sdk/credential-provider-sso@3.933.0", "", { "dependencies": { "@aws-sdk/client-sso": "3.933.0", "@aws-sdk/core": "3.932.0", "@aws-sdk/token-providers": "3.933.0", "@aws-sdk/types": "3.930.0", "@smithy/property-provider": "^4.2.5", "@smithy/shared-ini-file-loader": "^4.4.0", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-/R1DBR7xNcuZIhS2RirU+P2o8E8/fOk+iLAhbqeSTq+g09fP/F6W7ouFpS5eVE2NIfWG7YBFoVddOhvuqpn51g=="], - - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-web-identity": ["@aws-sdk/credential-provider-web-identity@3.933.0", "", { "dependencies": { "@aws-sdk/core": "3.932.0", "@aws-sdk/nested-clients": "3.933.0", "@aws-sdk/types": "3.930.0", "@smithy/property-provider": "^4.2.5", "@smithy/shared-ini-file-loader": "^4.4.0", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-c7Eccw2lhFx2/+qJn3g+uIDWRuWi2A6Sz3PVvckFUEzPsP0dPUo19hlvtarwP5GzrsXn0yEPRVhpewsIaSCGaQ=="], - - "@aws-sdk/credential-provider-process/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/credential-provider-process/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/credential-provider-sso/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/credential-provider-sso/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/credential-provider-web-identity/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/credential-provider-web-identity/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/credential-providers/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/credential-providers/@aws-sdk/credential-provider-node": ["@aws-sdk/credential-provider-node@3.972.80", "", { "dependencies": { "@aws-sdk/credential-provider-env": "^3.972.69", "@aws-sdk/credential-provider-http": "^3.972.71", "@aws-sdk/credential-provider-ini": "^3.973.14", "@aws-sdk/credential-provider-process": "^3.972.69", "@aws-sdk/credential-provider-sso": "^3.973.13", "@aws-sdk/credential-provider-web-identity": "^3.972.75", "@aws-sdk/types": "^3.974.4", "@smithy/core": "^3.31.1", "@smithy/credential-provider-imds": "^4.4.16", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-bE2qh8ww4iClO1jHsBXdOE8FUgzDbdxbyorNjSCoPSkQd51k3jODItuPZfuwcLHZqDXsH+bI4AMHhqtuyR7mSg=="], - - "@aws-sdk/credential-providers/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/nested-clients/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/nested-clients/@aws-sdk/signature-v4-multi-region": ["@aws-sdk/signature-v4-multi-region@3.996.45", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-bBuyztukzXq6plzFGHAWiQt0QXo+HL8b8lX5cFTzkez/74PtS1c0qPFCIVuHkyoT+miH2qOjAcm1/yoro2ESPA=="], - - "@aws-sdk/nested-clients/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/token-providers/@aws-sdk/core": ["@aws-sdk/core@3.977.8", "", { "dependencies": { "@aws-sdk/types": "^3.974.4", "@aws-sdk/xml-builder": "^3.972.39", "@aws/lambda-invoke-store": "^0.3.0", "@smithy/core": "^3.31.1", "@smithy/signature-v4": "^5.6.12", "@smithy/types": "^4.16.1", "bowser": "^2.11.0", "tslib": "^2.6.2" } }, "sha512-7+Kcrkvrk9lM/m7jRhHpT4jCdvzGHsuaSRbF8TdzzkY1mRzp/Ogwf9c7H29k4gGhey0BBWhCWr16+t0J61gwmg=="], - - "@aws-sdk/token-providers/@aws-sdk/types": ["@aws-sdk/types@3.974.4", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-dSFDNG00MEz0/xl5gxL62giLd1iYyJsTxZ1I1DOj6lC+bbgLB4TRsYClJg3b62dhXT1uATzsTNXPnC+33EJV3A=="], - - "@aws-sdk/xml-builder/fast-xml-parser": ["fast-xml-parser@5.2.5", "", { "dependencies": { "strnum": "^2.1.0" }, "bin": { "fxparser": "src/cli/cli.js" } }, "sha512-pfX9uG9Ki0yekDHx2SiuRIyFdyAr1kMIMitPvb0YBo8SUfKvia7w7FIyd/l6av85pFYRhZscS75MwMnbvY+hcQ=="], - "@babel/core/semver": ["semver@6.3.1", "", { "bin": { "semver": "bin/semver.js" } }, "sha512-BR7VvDCVHO+q2xBEWskxS6DJE1qRnb7DxzUrogb71CWoSficBxYsiAGd+Kl0mmq/MprG9yArRkyrQxTO6XjMzA=="], "@babel/helper-compilation-targets/lru-cache": ["lru-cache@5.1.1", "", { "dependencies": { "yallist": "^3.0.2" } }, "sha512-KpNARQA3Iwv+jTA0utUVVbrh+Jlrr1Fv0e56GGzAFOXN7dk/FviaDW8LHmK52DlcH4WP2n6gI8vN1aesBFgo9w=="], @@ -5339,9 +4928,7 @@ "@bruits/satteri-wasm32-wasi/@emnapi/core": ["@emnapi/core@1.11.1", "", { "dependencies": { "@emnapi/wasi-threads": "1.2.2", "tslib": "^2.4.0" } }, "sha512-RSvbQmHzdKzNsLYa/wHrbc3KN4sYLKAdPZxqiM2HATqv/SBk2/ENSHpvXGaLOMcsAyz0poEGqkmmKYG3OWiJEQ=="], - "@bruits/satteri-wasm32-wasi/@emnapi/runtime": ["@emnapi/runtime@1.11.1", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-vgj7R3y3Wgx24IQaGPA/R6YFXLHVMOZ0uVEyIQPaWs+rd1AzfEMXlAC22FYwO1XkKR6NPsq7mUandH8oIRdZFw=="], - - "@bufbuild/protoplugin/typescript": ["typescript@5.4.5", "", { "bin": { "tsc": "bin/tsc", "tsserver": "bin/tsserver" } }, "sha512-vcI4UpRgg81oIRUFwR0WSIHKt11nJ7SAVlYNIu+QpqeyXP+gpQJy/Z4+F0aGxSE4MqwjyXvW/TzgkLAx2AGHwQ=="], + "@bruits/satteri-wasm32-wasi/@napi-rs/wasm-runtime": ["@napi-rs/wasm-runtime@1.2.5", "", { "dependencies": { "@tybys/wasm-util": "^0.10.3" }, "peerDependencies": { "@emnapi/core": "^1.7.1 || ^2.0.0-alpha.4", "@emnapi/runtime": "^1.7.1 || ^2.0.0-alpha.4" } }, "sha512-HshSvXzmBxNzqejd3k/KemgQ3hdREUYFRRrgxOZ+gPljDIsO2SDZrVZMd4Z/HsxudQbE62OVyVFE8z9BCurfjA=="], "@cloudflare/vite-plugin/miniflare": ["miniflare@5.20260811.1-alpha", "", { "dependencies": { "@cspotcode/source-map-support": "0.8.1", "sharp": "0.35.2", "undici": "7.29.0", "workerd": "1.20260811.1", "ws": "8.21.0", "youch": "4.1.0-beta.10" } }, "sha512-DtOG0BeanIxs2sH0smFvExZD89cBQwGckbHiFkRJrrNAUu3NGClZkUxqu+zy7HYfKBAgq935EMY49vIPm3JVdA=="], @@ -5375,11 +4962,13 @@ "@electron/windows-sign/fs-extra": ["fs-extra@11.4.0", "", { "dependencies": { "graceful-fs": "^4.2.0", "jsonfile": "^6.0.1", "universalify": "^2.0.0" } }, "sha512-EQsFzMUJkCKGr1ePqlYADkIUmHW1s3ZXr5Yqy6wbGrfUCphpl2maM/kyOIRA2HpP3AaFQTZXD4ldjek+nccddA=="], - "@expressive-code/plugin-shiki/shiki": ["shiki@3.23.0", "", { "dependencies": { "@shikijs/core": "3.23.0", "@shikijs/engine-javascript": "3.23.0", "@shikijs/engine-oniguruma": "3.23.0", "@shikijs/langs": "3.23.0", "@shikijs/themes": "3.23.0", "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4" } }, "sha512-55Dj73uq9ZXL5zyeRPzHQsK7Nbyt6Y10k5s7OjuFZGMhpp4r/rsLBH0o/0fstIzX1Lep9VxefWljK/SKCzygIA=="], + "@expressive-code/core/postcss": ["postcss@8.5.31", "", { "dependencies": { "nanoid": "^3.3.20", "picocolors": "^1.1.1", "source-map-js": "^1.2.2" } }, "sha512-YUbWYCgErwnMAVkjUnYa+KlMBzGpHwiIt/DE7f0G33AuX2LH9UcTk6KgWxd3zRU+pN3u/C+Xl3EnMLM4Hea7Sg=="], + + "@img/sharp-freebsd-wasm32/@img/sharp-wasm32": ["@img/sharp-wasm32@0.35.5", "", { "dependencies": { "@emnapi/runtime": "^1.11.3" } }, "sha512-Ptsga1su4tQx+LLF1ECS9U6nz5kmrXKo6XVbtR48Ke3ZRxxgaWBu7IDtEe1quo8hiupwm6WFqxVlXaSf7IINGQ=="], - "@img/sharp-freebsd-wasm32/@img/sharp-wasm32": ["@img/sharp-wasm32@0.35.3", "", { "dependencies": { "@emnapi/runtime": "^1.11.1" } }, "sha512-cZ0XkcYGpHZkqW6iCkqTcmUC0CD9DhD5d/qeZlZkfRBn6GnHniZXLUo5+9xw8Iv76YE6LQFN9YNBlKREcCG76w=="], + "@img/sharp-wasm32/@emnapi/runtime": ["@emnapi/runtime@1.11.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-Xz4Tpyki7XyrpbUK1jR1AhdAdaXyhhY4lZ3neLodmhpuWfy2PAQN5B46sAiU4liOXGLkHypn/qU+jvfWSCYYLA=="], - "@img/sharp-webcontainers-wasm32/@img/sharp-wasm32": ["@img/sharp-wasm32@0.35.3", "", { "dependencies": { "@emnapi/runtime": "^1.11.1" } }, "sha512-cZ0XkcYGpHZkqW6iCkqTcmUC0CD9DhD5d/qeZlZkfRBn6GnHniZXLUo5+9xw8Iv76YE6LQFN9YNBlKREcCG76w=="], + "@img/sharp-webcontainers-wasm32/@img/sharp-wasm32": ["@img/sharp-wasm32@0.35.5", "", { "dependencies": { "@emnapi/runtime": "^1.11.3" } }, "sha512-Ptsga1su4tQx+LLF1ECS9U6nz5kmrXKo6XVbtR48Ke3ZRxxgaWBu7IDtEe1quo8hiupwm6WFqxVlXaSf7IINGQ=="], "@malept/flatpak-bundler/fs-extra": ["fs-extra@9.1.0", "", { "dependencies": { "at-least-node": "^1.0.0", "graceful-fs": "^4.2.0", "jsonfile": "^6.0.1", "universalify": "^2.0.0" } }, "sha512-hcg3ZmepS30/7BSFqRvoo3DOMQu7IjqxO5nCDt+zM9XWjb33Wg7ziNT+Qvqbuc3+gWpzO02JubVyk2G4Zvo1OQ=="], @@ -5387,99 +4976,61 @@ "@modelcontextprotocol/client/jose": ["jose@6.2.9", "", {}, "sha512-XrchZOFZUl/T3vTwRe8XK+cJrGtMF4th1ARnDfwbBXFKThGhlsxEE4Zu03AD/bjJSt/9jT/mxrOCkJWOg77aPA=="], - "@modelcontextprotocol/client/zod": ["zod@4.4.3", "", {}, "sha512-ytENFjIJFl2UwYglde2jchW2Hwm4GJFLDiSXWdTrJQBIN9Fcyp7n4DhxJEiWNAJMV1/BqWfW/kkg71UDcHJyTQ=="], - - "@modelcontextprotocol/core/zod": ["zod@4.4.3", "", {}, "sha512-ytENFjIJFl2UwYglde2jchW2Hwm4GJFLDiSXWdTrJQBIN9Fcyp7n4DhxJEiWNAJMV1/BqWfW/kkg71UDcHJyTQ=="], - - "@modelcontextprotocol/server/zod": ["zod@4.4.3", "", {}, "sha512-ytENFjIJFl2UwYglde2jchW2Hwm4GJFLDiSXWdTrJQBIN9Fcyp7n4DhxJEiWNAJMV1/BqWfW/kkg71UDcHJyTQ=="], - "@npmcli/arborist/hosted-git-info": ["hosted-git-info@9.0.3", "", { "dependencies": { "lru-cache": "^11.1.0" } }, "sha512-Hc+ghLoSt6QaYZUv0WBiIvmMDZuZZ7oaDvdH8MbfOO4lOsxdXLEvuC6ePoGs9H1X9oCLyq6+NVN0MKqD+ydxyg=="], "@npmcli/config/ci-info": ["ci-info@4.4.0", "", {}, "sha512-77PSwercCZU2Fc4sX94eF8k8Pxte6JAwL4/ICZLFjJLqegs7kCuAsqqj/70NQF6TvDpgFjkubQB2FW2ZZddvQg=="], "@npmcli/package-json/hosted-git-info": ["hosted-git-info@9.0.3", "", { "dependencies": { "lru-cache": "^11.1.0" } }, "sha512-Hc+ghLoSt6QaYZUv0WBiIvmMDZuZZ7oaDvdH8MbfOO4lOsxdXLEvuC6ePoGs9H1X9oCLyq6+NVN0MKqD+ydxyg=="], - "@octokit/auth-app/@octokit/request": ["@octokit/request@10.0.14", "", { "dependencies": { "@octokit/endpoint": "^11.0.3", "@octokit/request-error": "^7.1.1", "@octokit/types": "^17.0.0", "content-type": "^2.0.0", "json-with-bigint": "^3.5.12", "universal-user-agent": "^7.0.2" } }, "sha512-bgWgiSfFS689/AxQDarU+b3Qu1FYewfVr5vI/jhV84s7GQ3C2OsdRxukGGYKB37MCgwcS50UrfBLlHzhiG13sw=="], - - "@octokit/auth-app/@octokit/request-error": ["@octokit/request-error@7.1.1", "", { "dependencies": { "@octokit/types": "^17.0.0" } }, "sha512-+eaY7G2VVpSf2pc5Gn1+mph837V/d/TYTJAgWL9Tb0ogGYcpN3IlAVFgjL+Vv93F/sevrxkvsYCedtpLdcFLzA=="], - - "@octokit/auth-oauth-app/@octokit/request": ["@octokit/request@10.0.14", "", { "dependencies": { "@octokit/endpoint": "^11.0.3", "@octokit/request-error": "^7.1.1", "@octokit/types": "^17.0.0", "content-type": "^2.0.0", "json-with-bigint": "^3.5.12", "universal-user-agent": "^7.0.2" } }, "sha512-bgWgiSfFS689/AxQDarU+b3Qu1FYewfVr5vI/jhV84s7GQ3C2OsdRxukGGYKB37MCgwcS50UrfBLlHzhiG13sw=="], - "@octokit/auth-oauth-app/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - "@octokit/auth-oauth-device/@octokit/request": ["@octokit/request@10.0.14", "", { "dependencies": { "@octokit/endpoint": "^11.0.3", "@octokit/request-error": "^7.1.1", "@octokit/types": "^17.0.0", "content-type": "^2.0.0", "json-with-bigint": "^3.5.12", "universal-user-agent": "^7.0.2" } }, "sha512-bgWgiSfFS689/AxQDarU+b3Qu1FYewfVr5vI/jhV84s7GQ3C2OsdRxukGGYKB37MCgwcS50UrfBLlHzhiG13sw=="], - "@octokit/auth-oauth-device/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - "@octokit/auth-oauth-user/@octokit/request": ["@octokit/request@10.0.14", "", { "dependencies": { "@octokit/endpoint": "^11.0.3", "@octokit/request-error": "^7.1.1", "@octokit/types": "^17.0.0", "content-type": "^2.0.0", "json-with-bigint": "^3.5.12", "universal-user-agent": "^7.0.2" } }, "sha512-bgWgiSfFS689/AxQDarU+b3Qu1FYewfVr5vI/jhV84s7GQ3C2OsdRxukGGYKB37MCgwcS50UrfBLlHzhiG13sw=="], - "@octokit/auth-oauth-user/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - "@octokit/core/@octokit/types": ["@octokit/types@13.10.0", "", { "dependencies": { "@octokit/openapi-types": "^24.2.0" } }, "sha512-ifLaO34EbbPj0Xgro4G5lP5asESjwHracYJvVaPIyXMuiuXLlhic3S47cBdTb+jfODkTE5YtGCLt3Ay3+J97sA=="], + "@octokit/core/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - "@octokit/core/universal-user-agent": ["universal-user-agent@6.0.1", "", {}, "sha512-yCzhz6FN2wU1NiiQRogkTQszlQSlpWaw8SvVegAc+bDxbzHgh1vX8uIe8OYyMH6DwH+sdTJsgMl36+mSMdRJIQ=="], + "@octokit/endpoint/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - "@octokit/endpoint/@octokit/types": ["@octokit/types@13.10.0", "", { "dependencies": { "@octokit/openapi-types": "^24.2.0" } }, "sha512-ifLaO34EbbPj0Xgro4G5lP5asESjwHracYJvVaPIyXMuiuXLlhic3S47cBdTb+jfODkTE5YtGCLt3Ay3+J97sA=="], - - "@octokit/endpoint/universal-user-agent": ["universal-user-agent@6.0.1", "", {}, "sha512-yCzhz6FN2wU1NiiQRogkTQszlQSlpWaw8SvVegAc+bDxbzHgh1vX8uIe8OYyMH6DwH+sdTJsgMl36+mSMdRJIQ=="], - - "@octokit/graphql/@octokit/types": ["@octokit/types@13.10.0", "", { "dependencies": { "@octokit/openapi-types": "^24.2.0" } }, "sha512-ifLaO34EbbPj0Xgro4G5lP5asESjwHracYJvVaPIyXMuiuXLlhic3S47cBdTb+jfODkTE5YtGCLt3Ay3+J97sA=="], - - "@octokit/graphql/universal-user-agent": ["universal-user-agent@6.0.1", "", {}, "sha512-yCzhz6FN2wU1NiiQRogkTQszlQSlpWaw8SvVegAc+bDxbzHgh1vX8uIe8OYyMH6DwH+sdTJsgMl36+mSMdRJIQ=="], - - "@octokit/oauth-methods/@octokit/request": ["@octokit/request@10.0.14", "", { "dependencies": { "@octokit/endpoint": "^11.0.3", "@octokit/request-error": "^7.1.1", "@octokit/types": "^17.0.0", "content-type": "^2.0.0", "json-with-bigint": "^3.5.12", "universal-user-agent": "^7.0.2" } }, "sha512-bgWgiSfFS689/AxQDarU+b3Qu1FYewfVr5vI/jhV84s7GQ3C2OsdRxukGGYKB37MCgwcS50UrfBLlHzhiG13sw=="], - - "@octokit/oauth-methods/@octokit/request-error": ["@octokit/request-error@7.1.1", "", { "dependencies": { "@octokit/types": "^17.0.0" } }, "sha512-+eaY7G2VVpSf2pc5Gn1+mph837V/d/TYTJAgWL9Tb0ogGYcpN3IlAVFgjL+Vv93F/sevrxkvsYCedtpLdcFLzA=="], + "@octokit/graphql/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], "@octokit/oauth-methods/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - "@octokit/plugin-paginate-rest/@octokit/types": ["@octokit/types@12.6.0", "", { "dependencies": { "@octokit/openapi-types": "^20.0.0" } }, "sha512-1rhSOfRa6H9w4YwK0yrf5faDaDTb+yLyBUKOCV4xtCDB5VmIPqd/v9yr9o6SAzOAlRxMiRiCic6JVM1/kunVkw=="], - - "@octokit/plugin-rest-endpoint-methods/@octokit/types": ["@octokit/types@12.6.0", "", { "dependencies": { "@octokit/openapi-types": "^20.0.0" } }, "sha512-1rhSOfRa6H9w4YwK0yrf5faDaDTb+yLyBUKOCV4xtCDB5VmIPqd/v9yr9o6SAzOAlRxMiRiCic6JVM1/kunVkw=="], - - "@octokit/plugin-retry/@octokit/types": ["@octokit/types@6.41.0", "", { "dependencies": { "@octokit/openapi-types": "^12.11.0" } }, "sha512-eJ2jbzjdijiL3B4PrSQaSjuF2sPEQPVCPzBvTHJD9Nz+9dw2SGH4K4xeQJ77YfTq5bRQ+bD8wT11JbeDPmxmGg=="], + "@octokit/plugin-paginate-rest/@octokit/types": ["@octokit/types@15.0.2", "", { "dependencies": { "@octokit/openapi-types": "^26.0.0" } }, "sha512-rR+5VRjhYSer7sC51krfCctQhVTmjyUMAaShfPB8mscVa8tSoLyon3coxQmXu0ahJoLVWl8dSGD/3OGZlFV44Q=="], - "@octokit/request/@octokit/types": ["@octokit/types@13.10.0", "", { "dependencies": { "@octokit/openapi-types": "^24.2.0" } }, "sha512-ifLaO34EbbPj0Xgro4G5lP5asESjwHracYJvVaPIyXMuiuXLlhic3S47cBdTb+jfODkTE5YtGCLt3Ay3+J97sA=="], + "@octokit/plugin-rest-endpoint-methods/@octokit/types": ["@octokit/types@15.0.2", "", { "dependencies": { "@octokit/openapi-types": "^26.0.0" } }, "sha512-rR+5VRjhYSer7sC51krfCctQhVTmjyUMAaShfPB8mscVa8tSoLyon3coxQmXu0ahJoLVWl8dSGD/3OGZlFV44Q=="], - "@octokit/request/universal-user-agent": ["universal-user-agent@6.0.1", "", {}, "sha512-yCzhz6FN2wU1NiiQRogkTQszlQSlpWaw8SvVegAc+bDxbzHgh1vX8uIe8OYyMH6DwH+sdTJsgMl36+mSMdRJIQ=="], + "@octokit/request/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - "@octokit/request-error/@octokit/types": ["@octokit/types@13.10.0", "", { "dependencies": { "@octokit/openapi-types": "^24.2.0" } }, "sha512-ifLaO34EbbPj0Xgro4G5lP5asESjwHracYJvVaPIyXMuiuXLlhic3S47cBdTb+jfODkTE5YtGCLt3Ay3+J97sA=="], + "@octokit/request-error/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - "@octokit/rest/@octokit/core": ["@octokit/core@7.0.7", "", { "dependencies": { "@octokit/auth-token": "^6.0.0", "@octokit/graphql": "^9.0.4", "@octokit/request": "^10.0.13", "@octokit/request-error": "^7.1.1", "@octokit/types": "^17.0.0", "before-after-hook": "^4.0.0", "universal-user-agent": "^7.0.0" } }, "sha512-DcB0M3KFgr9ECI328lhBMVsyFT2DnmNucSBTqEN3exyNKUzkkpUSCHmTRcunF41Eou2TIQKW4seewri8ON9bSA=="], - - "@octokit/rest/@octokit/plugin-paginate-rest": ["@octokit/plugin-paginate-rest@13.2.1", "", { "dependencies": { "@octokit/types": "^15.0.1" }, "peerDependencies": { "@octokit/core": ">=6" } }, "sha512-Tj4PkZyIL6eBMYcG/76QGsedF0+dWVeLhYprTmuFVVxzDW7PQh23tM0TP0z+1MvSkxB29YFZwnUX+cXfTiSdyw=="], - - "@octokit/rest/@octokit/plugin-request-log": ["@octokit/plugin-request-log@6.0.0", "", { "peerDependencies": { "@octokit/core": ">=6" } }, "sha512-UkOzeEN3W91/eBq9sPZNQ7sUBvYCqYbrrD8gTbBuGtHEuycE4/awMXcYvx6sVYo7LypPhmQwwpUe4Yyu4QZN5Q=="], - - "@octokit/rest/@octokit/plugin-rest-endpoint-methods": ["@octokit/plugin-rest-endpoint-methods@16.1.1", "", { "dependencies": { "@octokit/types": "^15.0.1" }, "peerDependencies": { "@octokit/core": ">=6" } }, "sha512-VztDkhM0ketQYSh5Im3IcKWFZl7VIrrsCaHbDINkdYeiiAsJzjhS2xRFCSJgfN6VOcsoW4laMtsmf3HcNqIimg=="], - - "@opencode/console-app/@cloudflare/vite-plugin": ["@cloudflare/vite-plugin@1.15.2", "", { "dependencies": { "@cloudflare/unenv-preset": "2.7.11", "@remix-run/node-fetch-server": "^0.8.0", "get-port": "^7.1.0", "miniflare": "4.20251118.1", "picocolors": "^1.1.1", "tinyglobby": "^0.2.12", "unenv": "2.0.0-rc.24", "wrangler": "4.50.0", "ws": "8.18.0" }, "peerDependencies": { "vite": "^6.1.0 || ^7.0.0" } }, "sha512-SPMxsesbABOjzcAa4IzW+yM+fTIjx3GG1doh229Pg16FjSEZJhknyRpcld4gnaZioK3JKwG9FWdKsUhbplKY8w=="], - - "@opencode/console-app/vite": ["vite@7.3.6", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-4XP60spRGjSZFf1qYH+dJIkK2znL3zQfl9KkOV9MkkRR/3Dls0dxaBsQPTloEc5BLXWPL9vsOxopxyKoMmDueg=="], + "@opencode/console-app/vite": ["vite@7.3.7", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-AHEzTORMbi7/7aXp7w7KZ5+DCUdSeLsJz0grY8xHpc9DHdYb0vQu6DqJfm2tOw3gDExNgPgnJTXxM6syYFHaCA=="], "@opencode/console-app/wrangler": ["wrangler@4.50.0", "", { "dependencies": { "@cloudflare/kv-asset-handler": "0.4.0", "@cloudflare/unenv-preset": "2.7.11", "blake3-wasm": "2.1.5", "esbuild": "0.25.4", "miniflare": "4.20251118.1", "path-to-regexp": "6.3.0", "unenv": "2.0.0-rc.24", "workerd": "1.20251118.0" }, "optionalDependencies": { "fsevents": "~2.3.2" }, "peerDependencies": { "@cloudflare/workers-types": "^4.20251118.0" }, "optionalPeers": ["@cloudflare/workers-types"], "bin": { "wrangler": "bin/wrangler.js", "wrangler2": "bin/wrangler.js" } }, "sha512-+nuZuHZxDdKmAyXOSrHlciGshCoAPiy5dM+t6mEohWm7HpXvTHmWQGUf/na9jjWlWJHCJYOWzkA1P5HBJqrIEA=="], - "@opencode/gui-plugins/vite": ["vite@7.3.6", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-4XP60spRGjSZFf1qYH+dJIkK2znL3zQfl9KkOV9MkkRR/3Dls0dxaBsQPTloEc5BLXWPL9vsOxopxyKoMmDueg=="], + "@opencode/gui-plugins/vite": ["vite@7.3.7", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-AHEzTORMbi7/7aXp7w7KZ5+DCUdSeLsJz0grY8xHpc9DHdYb0vQu6DqJfm2tOw3gDExNgPgnJTXxM6syYFHaCA=="], + + "@opencode/plugin/@ai-sdk/provider": ["@ai-sdk/provider@3.0.8", "", { "dependencies": { "json-schema": "^0.4.0" } }, "sha512-oGMAgGoQdBXbZqNG0Ze56CHjDZ1IDYOwGYxYjO5KLSlz5HiNQ9udIXsPZ61VWaHGZ5XW/jyjmr6t2xz2jGVwbQ=="], - "@opencode/plugin/vite": ["vite@7.3.6", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-4XP60spRGjSZFf1qYH+dJIkK2znL3zQfl9KkOV9MkkRR/3Dls0dxaBsQPTloEc5BLXWPL9vsOxopxyKoMmDueg=="], + "@opencode/plugin/vite": ["vite@7.3.7", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-AHEzTORMbi7/7aXp7w7KZ5+DCUdSeLsJz0grY8xHpc9DHdYb0vQu6DqJfm2tOw3gDExNgPgnJTXxM6syYFHaCA=="], "@opencode/plugin/vite-plugin-solid": ["vite-plugin-solid@2.11.10", "", { "dependencies": { "@babel/core": "^7.23.3", "@types/babel__core": "^7.20.4", "babel-preset-solid": "^1.8.4", "merge-anything": "^5.1.7", "solid-refresh": "^0.6.3", "vitefu": "^1.0.4" }, "peerDependencies": { "@testing-library/jest-dom": "^5.16.6 || ^5.17.0 || ^6.*", "solid-js": "^1.7.2", "vite": "^3.0.0 || ^4.0.0 || ^5.0.0 || ^6.0.0 || ^7.0.0" }, "optionalPeers": ["@testing-library/jest-dom"] }, "sha512-Yr1dQybmtDtDAHkii6hXuc1oVH9CPcS/Zb2jN/P36qqcrkNnVPsMTzQ06jyzFPFjj3U1IYKMVt/9ZqcwGCEbjw=="], - "@opencode/session-ui/vite": ["vite@7.3.6", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-4XP60spRGjSZFf1qYH+dJIkK2znL3zQfl9KkOV9MkkRR/3Dls0dxaBsQPTloEc5BLXWPL9vsOxopxyKoMmDueg=="], + "@opencode/session-ui/vite": ["vite@7.3.7", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-AHEzTORMbi7/7aXp7w7KZ5+DCUdSeLsJz0grY8xHpc9DHdYb0vQu6DqJfm2tOw3gDExNgPgnJTXxM6syYFHaCA=="], "@opencode/session-ui/vite-plugin-solid": ["vite-plugin-solid@2.11.10", "", { "dependencies": { "@babel/core": "^7.23.3", "@types/babel__core": "^7.20.4", "babel-preset-solid": "^1.8.4", "merge-anything": "^5.1.7", "solid-refresh": "^0.6.3", "vitefu": "^1.0.4" }, "peerDependencies": { "@testing-library/jest-dom": "^5.16.6 || ^5.17.0 || ^6.*", "solid-js": "^1.7.2", "vite": "^3.0.0 || ^4.0.0 || ^5.0.0 || ^6.0.0 || ^7.0.0" }, "optionalPeers": ["@testing-library/jest-dom"] }, "sha512-Yr1dQybmtDtDAHkii6hXuc1oVH9CPcS/Zb2jN/P36qqcrkNnVPsMTzQ06jyzFPFjj3U1IYKMVt/9ZqcwGCEbjw=="], - "@opencode/stats-app/vite": ["vite@7.3.6", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-4XP60spRGjSZFf1qYH+dJIkK2znL3zQfl9KkOV9MkkRR/3Dls0dxaBsQPTloEc5BLXWPL9vsOxopxyKoMmDueg=="], + "@opencode/stats-app/vite": ["vite@7.3.7", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-AHEzTORMbi7/7aXp7w7KZ5+DCUdSeLsJz0grY8xHpc9DHdYb0vQu6DqJfm2tOw3gDExNgPgnJTXxM6syYFHaCA=="], "@opencode/stories/@tailwindcss/vite": ["@tailwindcss/vite@4.1.11", "", { "dependencies": { "@tailwindcss/node": "4.1.11", "@tailwindcss/oxide": "4.1.11", "tailwindcss": "4.1.11" }, "peerDependencies": { "vite": "^5.2.0 || ^6 || ^7" } }, "sha512-RHYhrR3hku0MJFRV+fN2gNbDNEh3dwKvY8XJvTxCSXeMOsCRSr+uKvDWQcbizrHgjML6ZmTE5OwMrl5wKcujCw=="], - "@opencode/stories/vite": ["vite@7.3.6", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-4XP60spRGjSZFf1qYH+dJIkK2znL3zQfl9KkOV9MkkRR/3Dls0dxaBsQPTloEc5BLXWPL9vsOxopxyKoMmDueg=="], + "@opencode/stories/vite": ["vite@7.3.7", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-AHEzTORMbi7/7aXp7w7KZ5+DCUdSeLsJz0grY8xHpc9DHdYb0vQu6DqJfm2tOw3gDExNgPgnJTXxM6syYFHaCA=="], "@opencode/stories/vite-plugin-solid": ["vite-plugin-solid@2.11.12", "", { "dependencies": { "@babel/core": "^7.23.3", "@types/babel__core": "^7.20.4", "babel-preset-solid": "^1.8.4", "merge-anything": "^5.1.7", "solid-refresh": "^0.6.3", "vitefu": "^1.0.4" }, "peerDependencies": { "@testing-library/jest-dom": "^5.16.6 || ^5.17.0 || ^6.*", "solid-js": "^1.7.2", "vite": "^3.0.0 || ^4.0.0 || ^5.0.0 || ^6.0.0 || ^7.0.0 || ^8.0.0" }, "optionalPeers": ["@testing-library/jest-dom"] }, "sha512-FgjPcx2OwX9h6f28jli7A4bG7PP3te8uyakE5iqsmpq3Jqi1TWLgSroC9N6cMfGRU2zXsl4Q6ISvTr2VL0QHpA=="], "@opencode/ui/tailwindcss": ["tailwindcss@4.1.11", "", {}, "sha512-2E9TBm6MDD/xKYe+dvJZAmg3yxIEDNRc0jwlNyDg/4Fil2QcSLjFKGVff0lAf1jjeaArlG/M75Ey/EYr/OJtBA=="], - "@opencode/ui/vite": ["vite@7.3.6", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-4XP60spRGjSZFf1qYH+dJIkK2znL3zQfl9KkOV9MkkRR/3Dls0dxaBsQPTloEc5BLXWPL9vsOxopxyKoMmDueg=="], + "@opencode/ui/vite": ["vite@7.3.7", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-AHEzTORMbi7/7aXp7w7KZ5+DCUdSeLsJz0grY8xHpc9DHdYb0vQu6DqJfm2tOw3gDExNgPgnJTXxM6syYFHaCA=="], "@opencode/ui/vite-plugin-solid": ["vite-plugin-solid@2.11.10", "", { "dependencies": { "@babel/core": "^7.23.3", "@types/babel__core": "^7.20.4", "babel-preset-solid": "^1.8.4", "merge-anything": "^5.1.7", "solid-refresh": "^0.6.3", "vitefu": "^1.0.4" }, "peerDependencies": { "@testing-library/jest-dom": "^5.16.6 || ^5.17.0 || ^6.*", "solid-js": "^1.7.2", "vite": "^3.0.0 || ^4.0.0 || ^5.0.0 || ^6.0.0 || ^7.0.0" }, "optionalPeers": ["@testing-library/jest-dom"] }, "sha512-Yr1dQybmtDtDAHkii6hXuc1oVH9CPcS/Zb2jN/P36qqcrkNnVPsMTzQ06jyzFPFjj3U1IYKMVt/9ZqcwGCEbjw=="], @@ -5487,15 +5038,7 @@ "@opencode/update/semver": ["semver@7.7.4", "", { "bin": { "semver": "bin/semver.js" } }, "sha512-vFKC2IEtQnVhpT78h1Yp8wzwrf8CM+MzKMHGJZfBtzhZNycRFnXsHk6E5TxIkkMsgNS7mdX3AGB7x2QM2di4lA=="], - "@opencode/web/@astrojs/cloudflare": ["@astrojs/cloudflare@12.6.3", "", { "dependencies": { "@astrojs/internal-helpers": "0.7.1", "@astrojs/underscore-redirects": "1.0.0", "@cloudflare/workers-types": "^4.20250507.0", "tinyglobby": "^0.2.13", "vite": "^6.3.5", "wrangler": "^4.14.1" }, "peerDependencies": { "astro": "^5.0.0" } }, "sha512-xhJptF5tU2k5eo70nIMyL1Udma0CqmUEnGSlGyFflLqSY82CRQI6nWZ/xZt0ZvmXuErUjIx0YYQNfZsz5CNjLQ=="], - - "@opencode/web/@astrojs/starlight": ["@astrojs/starlight@0.34.3", "", { "dependencies": { "@astrojs/markdown-remark": "^6.3.1", "@astrojs/mdx": "^4.2.3", "@astrojs/sitemap": "^3.3.0", "@pagefind/default-ui": "^1.3.0", "@types/hast": "^3.0.4", "@types/js-yaml": "^4.0.9", "@types/mdast": "^4.0.4", "astro-expressive-code": "^0.41.1", "bcp-47": "^2.1.0", "hast-util-from-html": "^2.0.1", "hast-util-select": "^6.0.2", "hast-util-to-string": "^3.0.0", "hastscript": "^9.0.0", "i18next": "^23.11.5", "js-yaml": "^4.1.0", "klona": "^2.0.6", "mdast-util-directive": "^3.0.0", "mdast-util-to-markdown": "^2.1.0", "mdast-util-to-string": "^4.0.0", "pagefind": "^1.3.0", "rehype": "^13.0.1", "rehype-format": "^5.0.0", "remark-directive": "^3.0.0", "ultrahtml": "^1.6.0", "unified": "^11.0.5", "unist-util-visit": "^5.0.0", "vfile": "^6.0.2" }, "peerDependencies": { "astro": "^5.5.0" } }, "sha512-MAuD3NF+E+QXJJuVKofoR6xcPTP4BJmYWeOBd03udVdubNGVnPnSWVZAi+ZtnTofES4+mJdp8BNGf+ubUxkiiA=="], - - "@opencode/web/astro": ["astro@5.7.13", "", { "dependencies": { "@astrojs/compiler": "^2.11.0", "@astrojs/internal-helpers": "0.6.1", "@astrojs/markdown-remark": "6.3.1", "@astrojs/telemetry": "3.2.1", "@capsizecss/unpack": "^2.4.0", "@oslojs/encoding": "^1.1.0", "@rollup/pluginutils": "^5.1.4", "acorn": "^8.14.1", "aria-query": "^5.3.2", "axobject-query": "^4.1.0", "boxen": "8.0.1", "ci-info": "^4.2.0", "clsx": "^2.1.1", "common-ancestor-path": "^1.0.1", "cookie": "^1.0.2", "cssesc": "^3.0.0", "debug": "^4.4.0", "deterministic-object-hash": "^2.0.2", "devalue": "^5.1.1", "diff": "^5.2.0", "dlv": "^1.1.3", "dset": "^3.1.4", "es-module-lexer": "^1.6.0", "esbuild": "^0.25.0", "estree-walker": "^3.0.3", "flattie": "^1.1.1", "fontace": "~0.3.0", "github-slugger": "^2.0.0", "html-escaper": "3.0.3", "http-cache-semantics": "^4.1.1", "js-yaml": "^4.1.0", "kleur": "^4.1.5", "magic-string": "^0.30.17", "magicast": "^0.3.5", "mrmime": "^2.0.1", "neotraverse": "^0.6.18", "p-limit": "^6.2.0", "p-queue": "^8.1.0", "package-manager-detector": "^1.1.0", "picomatch": "^4.0.2", "prompts": "^2.4.2", "rehype": "^13.0.2", "semver": "^7.7.1", "shiki": "^3.2.1", "tinyexec": "^0.3.2", "tinyglobby": "^0.2.12", "tsconfck": "^3.1.5", "ultrahtml": "^1.6.0", "unifont": "~0.5.0", "unist-util-visit": "^5.0.0", "unstorage": "^1.15.0", "vfile": "^6.0.3", "vite": "^6.3.4", "vitefu": "^1.0.6", "xxhash-wasm": "^1.1.0", "yargs-parser": "^21.1.1", "yocto-spinner": "^0.2.1", "zod": "^3.24.2", "zod-to-json-schema": "^3.24.5", "zod-to-ts": "^1.2.0" }, "optionalDependencies": { "sharp": "^0.33.3" }, "bin": { "astro": "astro.js" } }, "sha512-cRGq2llKOhV3XMcYwQpfBIUcssN6HEK5CRbcMxAfd9OcFhvWE7KUy50zLioAZVVl3AqgUTJoNTlmZfD2eG0G1w=="], - - "@opencode/web/toolbeam-docs-theme": ["toolbeam-docs-theme@0.4.8", "", { "peerDependencies": { "@astrojs/starlight": "^0.34.3", "astro": "^5.7.13" } }, "sha512-b+5ynEFp4Woe5a22hzNQm42lD23t13ZMihVxHbzjA50zdcM9aOSJTIjdJ0PDSd4/50HbBXcpHiQsz6rM4N88ww=="], - - "@opencode/www/@astrojs/markdown-remark": ["@astrojs/markdown-remark@7.2.4", "", { "dependencies": { "@astrojs/internal-helpers": "0.10.4", "@astrojs/prism": "4.0.2", "github-slugger": "^2.0.0", "hast-util-from-html": "^2.0.3", "hast-util-to-text": "^4.0.2", "mdast-util-definitions": "^6.0.0", "rehype-raw": "^7.0.0", "rehype-stringify": "^10.0.1", "remark-gfm": "^4.0.1", "remark-parse": "^11.0.0", "remark-rehype": "^11.1.2", "remark-smartypants": "^3.0.2", "unified": "^11.0.5", "unist-util-remove-position": "^5.0.0", "unist-util-visit": "^5.1.0", "unist-util-visit-parents": "^6.0.2", "vfile": "^6.0.3" } }, "sha512-MvspGMynWKAjTe4/lTUdmBPHIFKNVLTCF6UlyWGogTGzNrTvjD+D4n48k7h8swxsEPKHK2TwxkZO7uoaCv1Pow=="], + "@opencode/web/@astrojs/check": ["@astrojs/check@0.9.11", "", { "dependencies": { "@astrojs/language-server": "^2.17.2", "chokidar": "^5.0.0", "kleur": "^4.1.5", "yargs": "^18.2.0" }, "peerDependencies": { "typescript": "^5.0.0 || ^6.0.0" }, "bin": { "astro-check": "./bin/astro-check.js" } }, "sha512-TcDC2KT3t0XHFv/geBsA02/HuVXuzLwAfAzLPG2FvBW/DL3tzxu2voVaqcKSN56dN2DNlYC/3FKrmxrDs6actg=="], "@opentelemetry/api-logs/@opentelemetry/api": ["@opentelemetry/api@1.9.1", "", {}, "sha512-gLyJlPHPZYdAk1JENA9LeHejZe1Ti77/pTeFm/nMXmQH/HFZlcS/O2XJB+L8fkbrNSqhdtlvjBVjxwUYanNH5Q=="], @@ -5521,8 +5064,6 @@ "@poppinss/dumper/supports-color": ["supports-color@10.2.2", "", {}, "sha512-SS+jx45GF1QjgEXQx4NJZV9ImqmO2NPz5FNsIHrsDjh2YsHnawpan7SNQ1o8NuhrbHZy9AZhIoCUiCeaW/C80g=="], - "@protobuf-ts/plugin/typescript": ["typescript@3.9.10", "", { "bin": { "tsc": "bin/tsc", "tsserver": "bin/tsserver" } }, "sha512-w6fIxVE/H1PkLKcCPsFqKE7Kv7QUwhU8qQY2MueZXWx5cPZdwFupLgKK3vntcK98BtNHZtAF4LA/yl2a7k8R6Q=="], - "@puppeteer/browsers/yargs": ["yargs@18.1.0", "", { "dependencies": { "cliui": "^9.0.1", "escalade": "^3.1.1", "get-caller-file": "^2.0.5", "string-width": "^8.2.1", "y18n": "^5.0.5", "yargs-parser": "^22.0.0" } }, "sha512-2rAgRKu54VsHkqI0/tYkmluGXHD4KW7yZoycuqDQ15QOTnc2VVfy0nN/1eMhnQLO00A+dwtK20xuCnc1YGeUyg=="], "@rollup/pluginutils/estree-walker": ["estree-walker@2.0.2", "", {}, "sha512-Rfkk/Mp/DL7JVje3u18FxFujQlTNR2q6QfMSMB7AvCBx91NGj/ba3kCfza0f6dVDbw7YlRf/nDrn7pQrCCyQ/w=="], @@ -5547,17 +5088,11 @@ "@sentry/server-utils/@sentry/core": ["@sentry/core@10.73.0", "", { "dependencies": { "@sentry/conventions": "^0.16.0" } }, "sha512-FLO1UgH19RyasVpofu612WCOgb2nEH0dZy+R72d7p65XU9i0wxlMKm3+sgfwKmiSJp1Qhilaaxs4Jg6BbiM5HA=="], - "@shikijs/engine-javascript/@shikijs/types": ["@shikijs/types@4.4.3", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.5" } }, "sha512-UEJxmRR++MAGR6hugn0vgVS2W/6lWAts84FFSrnlH9sP0LNol7E5+NQ792pH8liWUhyMyjhTgSUH3k7iD7tc5g=="], - - "@shikijs/engine-oniguruma/@shikijs/types": ["@shikijs/types@4.4.3", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.5" } }, "sha512-UEJxmRR++MAGR6hugn0vgVS2W/6lWAts84FFSrnlH9sP0LNol7E5+NQ792pH8liWUhyMyjhTgSUH3k7iD7tc5g=="], - - "@shikijs/langs/@shikijs/types": ["@shikijs/types@4.4.3", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.5" } }, "sha512-UEJxmRR++MAGR6hugn0vgVS2W/6lWAts84FFSrnlH9sP0LNol7E5+NQ792pH8liWUhyMyjhTgSUH3k7iD7tc5g=="], - - "@shikijs/primitive/@shikijs/types": ["@shikijs/types@4.4.3", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.5" } }, "sha512-UEJxmRR++MAGR6hugn0vgVS2W/6lWAts84FFSrnlH9sP0LNol7E5+NQ792pH8liWUhyMyjhTgSUH3k7iD7tc5g=="], + "@solidjs/start/path-to-regexp": ["path-to-regexp@8.4.2", "", {}, "sha512-qRcuIdP69NPm4qbACK+aDogI5CBDMi1jKe0ry5rSQJz8JVLsC7jV8XpiJjGRLLol3N+R5ihGYcrPLTno6pAdBA=="], - "@shikijs/themes/@shikijs/types": ["@shikijs/types@4.4.3", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.5" } }, "sha512-UEJxmRR++MAGR6hugn0vgVS2W/6lWAts84FFSrnlH9sP0LNol7E5+NQ792pH8liWUhyMyjhTgSUH3k7iD7tc5g=="], + "@solidjs/start/seroval": ["seroval@1.5.6", "", {}, "sha512-rVQVWjjSvlINzaQPZH5JFqsqEsIWdTxY3iJZCnTL/5gQbXIRooVZKI60tVCkOVfzcRPejboxO2t0P89dg5mQaA=="], - "@solidjs/start/path-to-regexp": ["path-to-regexp@8.4.2", "", {}, "sha512-qRcuIdP69NPm4qbACK+aDogI5CBDMi1jKe0ry5rSQJz8JVLsC7jV8XpiJjGRLLol3N+R5ihGYcrPLTno6pAdBA=="], + "@solidjs/start/seroval-plugins": ["seroval-plugins@1.5.6", "", { "peerDependencies": { "seroval": "^1.0" } }, "sha512-HXuLAX2pu/UByPpaeo/TaMfvMIi+1QqIoPJYCcAtU8QkVNwgR6MPlGuCQTErV1JwraaMbYaWVIBX7mppzGLATQ=="], "@solidjs/start/shiki": ["shiki@1.29.2", "", { "dependencies": { "@shikijs/core": "1.29.2", "@shikijs/engine-javascript": "1.29.2", "@shikijs/engine-oniguruma": "1.29.2", "@shikijs/langs": "1.29.2", "@shikijs/themes": "1.29.2", "@shikijs/types": "1.29.2", "@shikijs/vscode-textmate": "^10.0.1", "@types/hast": "^3.0.4" } }, "sha512-njXuliz/cP+67jU2hukkxCNuH1yUi4QfdZZY+sMr5PPrIyXSu5iTb/qYC4BiWWB0vZ+7TbdvYUCeL23zpwCfbg=="], @@ -5585,37 +5120,37 @@ "@vscode/emmet-helper/jsonc-parser": ["jsonc-parser@2.3.1", "", {}, "sha512-H8jvkz1O50L3dMZCsLqiuB2tA7muqbSg1AtGEkN0leAqGjsUzDJir3Zwr02BhqdcITPg3ei3mZ+HjMocAknhhg=="], - "ansi-align/string-width": ["string-width@4.2.3", "", { "dependencies": { "emoji-regex": "^8.0.0", "is-fullwidth-code-point": "^3.0.0", "strip-ansi": "^6.0.1" } }, "sha512-wKyQRQpjJ0sIp62ErSZdGsjMJWsap5oRNihHhu6G7JVO/9jIB6UyevL+tXuOqrng8j/cxKTWyWUwvSTriiZz/g=="], - "anymatch/picomatch": ["picomatch@2.3.2", "", {}, "sha512-V7+vQEJ06Z+c5tSye8S+nHUfI51xoXIXjHQ99cQtKUkQqqO1kO/KCJUfZXuB47h/YBlDhah2H3hdUGXn8ie0oA=="], - "app-builder-lib/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], + "app-builder-lib/js-yaml": ["js-yaml@4.3.2", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-SFNOvSJ+Dgf/9An904Yx+CgSlIPCkIpao4qo51lpee25TIRejdH3rhR4EZMGoNx3/TP3O+wzWuiTFl4sqbltzA=="], "app-builder-lib/semver": ["semver@7.7.4", "", { "bin": { "semver": "bin/semver.js" } }, "sha512-vFKC2IEtQnVhpT78h1Yp8wzwrf8CM+MzKMHGJZfBtzhZNycRFnXsHk6E5TxIkkMsgNS7mdX3AGB7x2QM2di4lA=="], "app-builder-lib/which": ["which@5.0.0", "", { "dependencies": { "isexe": "^3.1.1" }, "bin": { "node-which": "bin/which.js" } }, "sha512-JEdGzHwwkrbWoGOlIHqQ5gtprKGOenpDHpxE9zVR1bWbOtYRyPPHMe9FaP6x61CmNaTThSkb0DAJte5jD+DmzQ=="], - "archiver-utils/glob": ["glob@10.5.0", "", { "dependencies": { "foreground-child": "^3.1.0", "jackspeak": "^3.1.2", "minimatch": "^9.0.4", "minipass": "^7.1.2", "package-json-from-dist": "^1.0.0", "path-scurry": "^1.11.1" }, "bin": { "glob": "dist/esm/bin.mjs" } }, "sha512-DfXN8DfhJ7NH3Oe7cFmu3NCu1wKbkReJ8TorzSAFbSKrlNaQSKfIzqYqVY8zlbs2NLBbWpRiU52GX2PbaBVNkg=="], + "astro/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.12.0", "", { "dependencies": { "@types/hast": "^3.0.4", "@types/mdast": "^4.0.4", "picomatch": "^4.0.4", "retext-smartypants": "^6.2.0", "shiki": "^4.0.2", "smol-toml": "^1.8.0", "unified": "^11.0.5", "yaml": "^2.9.1" } }, "sha512-pKPuwCDtO0L7zgmt1JGd9X4Aes1+0SX3IEBSqBNPHsScYdPMlfmed3Y7DTbXyF7E+8ylnb563o/0OzGQPOFehw=="], - "astro/@clack/prompts": ["@clack/prompts@1.7.0", "", { "dependencies": { "@clack/core": "1.4.3", "fast-string-width": "^3.0.2", "fast-wrap-ansi": "^0.2.0", "sisteransi": "^1.0.5" } }, "sha512-y7/yvZ2TPAnR9+jnc00klvNNLkJiXFFrQA/hlLCcxA9a2A4zQIOimyFQ9XfwYKiGD1fb5GY8vbKIIgO8d5Tb2A=="], + "astro/@clack/prompts": ["@clack/prompts@1.8.1", "", { "dependencies": { "@clack/core": "1.5.1", "fast-string-width": "^3.0.2", "fast-wrap-ansi": "^0.2.0", "sisteransi": "^1.0.5" } }, "sha512-dlT1m5e/0yUL0kRNcQn7yGLVThkgbB0Ga/1AmfDDC/8ik6AIiSf2QLQO2zPYvefsHP0aFgxO93cVLCCfDp7kzQ=="], "astro/ci-info": ["ci-info@4.4.0", "", {}, "sha512-77PSwercCZU2Fc4sX94eF8k8Pxte6JAwL4/ICZLFjJLqegs7kCuAsqqj/70NQF6TvDpgFjkubQB2FW2ZZddvQg=="], - "astro/diff": ["diff@8.0.3", "", {}, "sha512-qejHi7bcSD4hQAZE0tNAawRK1ZtafHDmMTMkrrIGgSLl7hTnQHmKCeB45xAcbfTqK2zowkM3j3bHt/4b/ARbYQ=="], + "astro/diff": ["diff@9.0.0", "", {}, "sha512-svtcdpS8CgJyqAjEQIXdb3OjhFVVYjzGAPO8WGCmRbrml64SPw/jJD4GoE98aR7r25A0XcgrK3F02yw9R/vhQw=="], + + "astro/es-module-lexer": ["es-module-lexer@3.0.4", "", {}, "sha512-BldNY5mwkVu+cQ5Ymn3e6hB9Sx8XHx4ZevWbiUyZbfKxJxYO27Hf0wfzkxIaD5CAJMaGl3YspKELj0ff/7nCMA=="], - "astro/es-module-lexer": ["es-module-lexer@2.3.2", "", {}, "sha512-poHGpORABojJJucnV9KbOavETW8lBVnphkW77ER5/BQ5Fz7oXSoCNek7IH3vR5nRjdsEz926ibFYX8KtLQmdyw=="], + "astro/get-tsconfig": ["get-tsconfig@5.0.0-beta.6", "", { "dependencies": { "resolve-pkg-maps": "^1.0.0" } }, "sha512-X6fBC0pmImC70gvX2zm56go9hx0MyoGVdG0tUCkg/D+Xnh5TJsOZ7iDbOdI3PvmtrDxnu1YdDufpK2QJX1Meqw=="], - "astro/esbuild": ["esbuild@0.28.1", "", { "optionalDependencies": { "@esbuild/aix-ppc64": "0.28.1", "@esbuild/android-arm": "0.28.1", "@esbuild/android-arm64": "0.28.1", "@esbuild/android-x64": "0.28.1", "@esbuild/darwin-arm64": "0.28.1", "@esbuild/darwin-x64": "0.28.1", "@esbuild/freebsd-arm64": "0.28.1", "@esbuild/freebsd-x64": "0.28.1", "@esbuild/linux-arm": "0.28.1", "@esbuild/linux-arm64": "0.28.1", "@esbuild/linux-ia32": "0.28.1", "@esbuild/linux-loong64": "0.28.1", "@esbuild/linux-mips64el": "0.28.1", "@esbuild/linux-ppc64": "0.28.1", "@esbuild/linux-riscv64": "0.28.1", "@esbuild/linux-s390x": "0.28.1", "@esbuild/linux-x64": "0.28.1", "@esbuild/netbsd-arm64": "0.28.1", "@esbuild/netbsd-x64": "0.28.1", "@esbuild/openbsd-arm64": "0.28.1", "@esbuild/openbsd-x64": "0.28.1", "@esbuild/openharmony-arm64": "0.28.1", "@esbuild/sunos-x64": "0.28.1", "@esbuild/win32-arm64": "0.28.1", "@esbuild/win32-ia32": "0.28.1", "@esbuild/win32-x64": "0.28.1" }, "bin": { "esbuild": "bin/esbuild" } }, "sha512-HrJrvZv5ayxBzPfwphOoNzkzOIIlifzk0KJrGK2c8R4+LKpMtpYLQeUdjnwjWv/LZlkH2laZk+4w78pi99D4Vw=="], + "astro/magic-string": ["magic-string@1.4.3", "", { "dependencies": { "@jridgewell/sourcemap-codec": "^1.6.0" } }, "sha512-z12OxmaPGE0F4xlpGdjuAUckipLpQlTAuAmyGhNoD7ODpYUzvDfvtxUbjM/jwznyP178oju/KDdyi220wNJ0RQ=="], - "astro/get-tsconfig": ["get-tsconfig@5.0.0-beta.4", "", { "dependencies": { "resolve-pkg-maps": "^1.0.0" } }, "sha512-7nF7C9fIPFEMHgEMEfgIlO9wDdZ8CyHw27rWciFZfHvHDReIiPhsYuzPRXsfvBCqFy1l8RRyyWV7QLM+ZhUJsQ=="], + "astro/picomatch": ["picomatch@4.0.7", "", {}, "sha512-qcJu88Q2IWqJsDD529JKMdwGm/dvInW4HvQnRwiH9JtihJvzGOscDtHE3x1pBKeUOTysQ8kVmLnJ2kJu7yhcGA=="], - "astro/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], + "astro/rolldown": ["rolldown@1.2.14", "", { "dependencies": { "@oxc-project/types": "=0.154.0", "@rolldown/pluginutils": "^1.0.0" }, "optionalDependencies": { "@rolldown/binding-android-arm-eabi": "1.2.14", "@rolldown/binding-android-arm64": "1.2.14", "@rolldown/binding-darwin-arm64": "1.2.14", "@rolldown/binding-darwin-x64": "1.2.14", "@rolldown/binding-freebsd-x64": "1.2.14", "@rolldown/binding-linux-arm-gnueabihf": "1.2.14", "@rolldown/binding-linux-arm64-gnu": "1.2.14", "@rolldown/binding-linux-arm64-musl": "1.2.14", "@rolldown/binding-linux-ppc64-gnu": "1.2.14", "@rolldown/binding-linux-s390x-gnu": "1.2.14", "@rolldown/binding-linux-x64-gnu": "1.2.14", "@rolldown/binding-linux-x64-musl": "1.2.14", "@rolldown/binding-openharmony-arm64": "1.2.14", "@rolldown/binding-win32-arm64-msvc": "1.2.14", "@rolldown/binding-win32-x64-msvc": "1.2.14" }, "bin": { "rolldown": "./bin/cli.mjs" } }, "sha512-eTBTTqMR6uHKLgcUqpJP8ntzDI6V4LYA8negAMBEI7gkgVvOdrx6VsvS2Ym+83KhOPdLCHWJu0w7UQFJZhHKNw=="], "astro/unstorage": ["unstorage@1.17.5", "", { "dependencies": { "anymatch": "^3.1.3", "chokidar": "^5.0.0", "destr": "^2.0.5", "h3": "^1.15.10", "lru-cache": "^11.2.7", "node-fetch-native": "^1.6.7", "ofetch": "^1.5.1", "ufo": "^1.6.3" }, "peerDependencies": { "@azure/app-configuration": "^1.8.0", "@azure/cosmos": "^4.2.0", "@azure/data-tables": "^13.3.0", "@azure/identity": "^4.6.0", "@azure/keyvault-secrets": "^4.9.0", "@azure/storage-blob": "^12.26.0", "@capacitor/preferences": "^6 || ^7 || ^8", "@deno/kv": ">=0.9.0", "@netlify/blobs": "^6.5.0 || ^7.0.0 || ^8.1.0 || ^9.0.0 || ^10.0.0", "@planetscale/database": "^1.19.0", "@upstash/redis": "^1.34.3", "@vercel/blob": ">=0.27.1", "@vercel/functions": "^2.2.12 || ^3.0.0", "@vercel/kv": "^1 || ^2 || ^3", "aws4fetch": "^1.0.20", "db0": ">=0.2.1", "idb-keyval": "^6.2.1", "ioredis": "^5.4.2", "uploadthing": "^7.4.4" }, "optionalPeers": ["@azure/app-configuration", "@azure/cosmos", "@azure/data-tables", "@azure/identity", "@azure/keyvault-secrets", "@azure/storage-blob", "@capacitor/preferences", "@deno/kv", "@netlify/blobs", "@planetscale/database", "@upstash/redis", "@vercel/blob", "@vercel/functions", "@vercel/kv", "aws4fetch", "db0", "idb-keyval", "ioredis", "uploadthing"] }, "sha512-0i3iqvRfx29hkNntHyQvJTpf5W9dQ9ZadSoRU8+xVlhVtT7jAX57fazYO9EHvcRCfBCyi5YRya7XCDOsbTgkPg=="], - "astro/yargs-parser": ["yargs-parser@22.0.0", "", {}, "sha512-rwu/ClNdSMpkSrUb+d6BRsSkLUq1fmfsY6TOpYzTwvwkg1/NRG85KBy3kq++A8LKQwX6lsu+aWad+2khvuXrqw=="], + "astro/vite": ["vite@8.3.4", "", { "dependencies": { "lightningcss": "^1.33.0", "picomatch": "^4.0.7", "postcss": "^8.5.29", "rolldown": "~1.2.12", "tinyglobby": "^0.2.17" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "@vitejs/devtools": "^0.7.1", "esbuild": "^0.27.0 || ^0.28.0", "jiti": ">=1.21.0", "less": "^4.0.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "@vitejs/devtools", "esbuild", "jiti", "less", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-IftLE8phJhdNRIGNEV4JCCvfNScoZQVfcXaN8TQropWGJtOHcu+iAB9pHcuGvmEb/kddw0LBe/jS8ztdC6xdiQ=="], - "astro/zod": ["zod@4.4.3", "", {}, "sha512-ytENFjIJFl2UwYglde2jchW2Hwm4GJFLDiSXWdTrJQBIN9Fcyp7n4DhxJEiWNAJMV1/BqWfW/kkg71UDcHJyTQ=="], + "astro/yargs-parser": ["yargs-parser@22.0.0", "", {}, "sha512-rwu/ClNdSMpkSrUb+d6BRsSkLUq1fmfsY6TOpYzTwvwkg1/NRG85KBy3kq++A8LKQwX6lsu+aWad+2khvuXrqw=="], "babel-plugin-jsx-dom-expressions/@babel/helper-module-imports": ["@babel/helper-module-imports@7.18.6", "", { "dependencies": { "@babel/types": "^7.18.6" } }, "sha512-0NFvs3VkuSYbFi1x2Vd6tKrywq+z/cLeYC/RJNFrIX/30Bf5aiGYbtvGXolEktzJH8o5E5KJ3tT+nkxuuZFVlA=="], @@ -5623,9 +5158,7 @@ "babel-plugin-polyfill-corejs2/semver": ["semver@6.3.1", "", { "bin": { "semver": "bin/semver.js" } }, "sha512-BR7VvDCVHO+q2xBEWskxS6DJE1qRnb7DxzUrogb71CWoSficBxYsiAGd+Kl0mmq/MprG9yArRkyrQxTO6XjMzA=="], - "boxen/chalk": ["chalk@5.6.2", "", {}, "sha512-7NzBL0rN6fMUW+f7A6Io4h40qQlG+xGmtMxfbnH/K7TAtt8JQWVQK+6g0UXKMeVJoyV5EkkNsErQ8pVD3bLHbA=="], - - "builder-util/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], + "builder-util/js-yaml": ["js-yaml@4.3.2", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-SFNOvSJ+Dgf/9An904Yx+CgSlIPCkIpao4qo51lpee25TIRejdH3rhR4EZMGoNx3/TP3O+wzWuiTFl4sqbltzA=="], "chromium-bidi/zod": ["zod@3.25.76", "", {}, "sha512-gzUt/qt81nXsFGKIFcC3YnfEAx5NkunCfnDlvuBSSFS02bcXu4Lmea0AFIUwbLWxWPx3d9p8S5QoaujKcNQxcQ=="], @@ -5633,8 +5166,6 @@ "cliui/strip-ansi": ["strip-ansi@6.0.1", "", { "dependencies": { "ansi-regex": "^5.0.1" } }, "sha512-Y38VPSHcqkFrCpFnQ9vuSXmquuv5oXOKpGeT6aGrr3o3Gc9AlVa6JBfUSOCnbxGGZF+/0ooI7KrPuUSztUdU5A=="], - "cliui/wrap-ansi": ["wrap-ansi@7.0.0", "", { "dependencies": { "ansi-styles": "^4.0.0", "string-width": "^4.1.0", "strip-ansi": "^6.0.0" } }, "sha512-YVGIj2kamLSTxw6NsZjoBxfSwsn0ycdesmc4p+Q21c5zPuZ1pl+NfxVdxPtdHvmNVOQ6XSYG4AUtyt/Fi7D16Q=="], - "clone-response/mimic-response": ["mimic-response@1.0.1", "", {}, "sha512-j5EctnkH7amfV/q5Hgmoal1g2QHFJRraOtmx0JpIqkxhBhI/lJSl1nMpQ45hVarwNETOoWEimndZ4QK0RHxuxQ=="], "commonmark/entities": ["entities@3.0.1", "", {}, "sha512-WiyBqoomrwMdFG1e0kqvASYfnlb0lp8M5o5Fw2OFq1hNZxxcNk8Ik0Xm7LxzBhuidnZB/UtBqVCgUz3kBOP51Q=="], @@ -5647,19 +5178,17 @@ "dir-compare/p-limit": ["p-limit@3.1.0", "", { "dependencies": { "yocto-queue": "^0.1.0" } }, "sha512-TYOanM3wGwNGsZN2cVTYPArw454xnXj5qmWF1bEoAc4+cU/ol7GVh7odevjp1FNHduHc3KZMcFduxU5Xc6uJRQ=="], - "dmg-builder/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], + "dmg-builder/js-yaml": ["js-yaml@4.3.2", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-SFNOvSJ+Dgf/9An904Yx+CgSlIPCkIpao4qo51lpee25TIRejdH3rhR4EZMGoNx3/TP3O+wzWuiTFl4sqbltzA=="], "dom-serializer/entities": ["entities@4.5.0", "", {}, "sha512-V0hjH4dGPh9Ao5p0MoRY6BVqtwCjhz6vI5LT8AJ55H+4g9/4vbHx1I54fS0XuclLhDHArPQCiMjDxjaL8fPxhw=="], - "duplexer2/readable-stream": ["readable-stream@2.3.8", "", { "dependencies": { "core-util-is": "~1.0.0", "inherits": "~2.0.3", "isarray": "~1.0.0", "process-nextick-args": "~2.0.0", "safe-buffer": "~5.1.1", "string_decoder": "~1.1.1", "util-deprecate": "~1.0.1" } }, "sha512-8p0AUk4XODgIewSi0l8Epjs+EVnWiK7NoDIEGU0HhE7+ZyY8D1IMY7odu5lRrFXGg71L15KG8QrPmum45RTtdA=="], - "electron/@electron/get": ["@electron/get@5.1.0", "", { "dependencies": { "debug": "^4.1.1", "env-paths": "^3.0.0", "graceful-fs": "^4.2.11", "progress": "^2.0.3", "semver": "^7.6.3", "sumchecker": "^3.0.1" }, "optionalDependencies": { "undici": "^7.24.4" } }, "sha512-3kSBtG8ObcTVfXanm5vVJ6UnBLEVmVsRk1M+vGqCuMBV+XLCbJYuWQful+yIy0GQDsSlK0kHEriEHn7SPk4EnA=="], "electron-builder/ci-info": ["ci-info@4.4.0", "", {}, "sha512-77PSwercCZU2Fc4sX94eF8k8Pxte6JAwL4/ICZLFjJLqegs7kCuAsqqj/70NQF6TvDpgFjkubQB2FW2ZZddvQg=="], "electron-publish/mime": ["mime@2.6.0", "", { "bin": { "mime": "cli.js" } }, "sha512-USPkMeET31rOMiarsBNIHZKLGgvKc/LrjofAnBlOttf5ajRvqiRA8QsenbcooctK6d6Ts6aqZXBA+XbkKthiQg=="], - "electron-updater/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], + "electron-updater/js-yaml": ["js-yaml@4.3.2", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-SFNOvSJ+Dgf/9An904Yx+CgSlIPCkIpao4qo51lpee25TIRejdH3rhR4EZMGoNx3/TP3O+wzWuiTFl4sqbltzA=="], "electron-updater/semver": ["semver@7.7.4", "", { "bin": { "semver": "bin/semver.js" } }, "sha512-vFKC2IEtQnVhpT78h1Yp8wzwrf8CM+MzKMHGJZfBtzhZNycRFnXsHk6E5TxIkkMsgNS7mdX3AGB7x2QM2di4lA=="], @@ -5705,8 +5234,6 @@ "is-wsl/is-docker": ["is-docker@2.2.1", "", { "bin": { "is-docker": "cli.js" } }, "sha512-F+i2BKsFrH66iaUFc0woD8sLy8getkwTwtOBjvs56Cx4CgJDeKQeqfz8wAYiSb8JOprWhHH5p77PbmYCvvUuXQ=="], - "lazystream/readable-stream": ["readable-stream@2.3.8", "", { "dependencies": { "core-util-is": "~1.0.0", "inherits": "~2.0.3", "isarray": "~1.0.0", "process-nextick-args": "~2.0.0", "safe-buffer": "~5.1.1", "string_decoder": "~1.1.1", "util-deprecate": "~1.0.1" } }, "sha512-8p0AUk4XODgIewSi0l8Epjs+EVnWiK7NoDIEGU0HhE7+ZyY8D1IMY7odu5lRrFXGg71L15KG8QrPmum45RTtdA=="], - "lighthouse/devtools-protocol": ["devtools-protocol@0.0.1663043", "", {}, "sha512-33aOY3ZnBP1dgZsshgaL+/XlsQleiFZgyUaDtdZkEa1nbZhVY1MoDeWjk+wxg25fU924l1ZJfoGNmjjeA/5s1w=="], "lighthouse/ws": ["ws@7.5.13", "", { "peerDependencies": { "bufferutil": "^4.0.1", "utf-8-validate": "^5.0.2" }, "optionalPeers": ["bufferutil", "utf-8-validate"] }, "sha512-rsKI6xDBFVf4r/x8XyChGK04QR/XHroxs/jUcoWvtEZM8TPU/X/uIY9B1CsSzYws9ZJb/6bbBu7dPhFW00CAoA=="], @@ -5727,9 +5254,11 @@ "nitro/h3": ["h3@2.0.1-rc.5", "", { "dependencies": { "rou3": "^0.7.9", "srvx": "^0.9.1" }, "peerDependencies": { "crossws": "^0.4.1" }, "optionalPeers": ["crossws"] }, "sha512-qkohAzCab0nLzXNm78tBjZDvtKMTmtygS8BJLT3VPczAQofdqlFXDPkXdLMJN4r05+xqneG8snZJ0HgkERCZTg=="], - "nitro/undici": ["undici@7.29.0", "", {}, "sha512-IDxfleLmmbSskfWSUATiN1nfn2rDuvnMOqb5CWR92iIfojA0Ud+ulOAAEQ57LPr9rWmsreUyf5lwyao+7GNNVw=="], + "nitro/undici": ["undici@7.30.1", "", {}, "sha512-03KrMbjIFDWQR5RNPrSw3bd1r12JpyFQl9/yxjUbJtqkjmllqC5lFjZh6ujeuJCKr8EOQvRW872Oy/az+nLYxg=="], - "node-gyp/undici": ["undici@6.28.0", "", {}, "sha512-LIY910g9TI13YS95lrMFrs8Rm/u/irgHeTWoKCoteeJ04CUJ92eEfj0rVn+7VKMPBpUPiUoBKfhNyLI23EE/KA=="], + "node-gyp/undici": ["undici@6.29.1", "", {}, "sha512-EvRlUt/QqAEvXdQeRMYUfwOQsfzpDztykrG2owGEE/rBOBoYv9uF39ZzsNDh4lTFHhTr2XOZjKkYgueD12ZmGA=="], + + "node-html-parser/css-select": ["css-select@5.2.2", "", { "dependencies": { "boolbase": "^1.0.0", "css-what": "^6.1.0", "domhandler": "^5.0.2", "domutils": "^3.0.1", "nth-check": "^2.0.1" } }, "sha512-TizTzUddG/xYLA3NXodFM0fSbNizXjOKhqiQQwvhlspadZokn1KDy0NZFS0wuEubIYAV5/c1/lAr0TaaFXEXzw=="], "npm-package-arg/hosted-git-info": ["hosted-git-info@9.0.3", "", { "dependencies": { "lru-cache": "^11.1.0" } }, "sha512-Hc+ghLoSt6QaYZUv0WBiIvmMDZuZZ7oaDvdH8MbfOO4lOsxdXLEvuC6ePoGs9H1X9oCLyq6+NVN0MKqD+ydxyg=="], @@ -5749,17 +5278,15 @@ "playwright/fsevents": ["fsevents@2.3.2", "", { "os": "darwin" }, "sha512-xiqMQR4xAeHTuB9uWm+fFRcIOgKBMiOBP+eXiyT7jsgVCq1bkVygt00oASowB7EdtpOHaaPgKt812P9ab+DDKA=="], - "postcss-nested/postcss-selector-parser": ["postcss-selector-parser@6.1.4", "", { "dependencies": { "cssesc": "^3.0.0", "util-deprecate": "^1.0.2" } }, "sha512-bIoJLOmjCO1S9XdY/DcnR5hJxvrDir1PbGChrzXG3vw0/FOliy/fA3dmdhQ441kah4gKv+TwckGzex6wNS5cnQ=="], + "postcss-nested/postcss-selector-parser": ["postcss-selector-parser@6.1.5", "", { "dependencies": { "cssesc": "^3.0.0", "util-deprecate": "^1.0.2" } }, "sha512-TEHFzb5KRDKaOgJ4TYE+0jyJtFbjLvkdVOu0fZ2b6MTWzoqZd4Le+61aEppWkvTlYePgOX4ATL1wsAIPMLTw6Q=="], "postject/commander": ["commander@9.5.0", "", {}, "sha512-KRs7WVDKg86PWiuAqhDrAQnTXZKraVcCc6vFdL14qrZ/DcWwuRo7VoiYXalXO7S5GKpqYiVEwCbgFDfxNHKJBQ=="], - "prompts/kleur": ["kleur@3.0.3", "", {}, "sha512-eTIzlVOSUR+JxdDFepEYcBMtZ9Qqdef+rnzWdRZuMbOywu5tO2w2N7rqjoANZ5k9vywhL6Br1VRjUIgTQx4E8w=="], - "puppeteer-core/devtools-protocol": ["devtools-protocol@0.0.1666840", "", {}, "sha512-gCcO42XCHKEs7Ag0S7aGYsnJ7hlgrO3qderYqeiY0Eqk+0GFfuvT13IA0hHreJTa2KCdDVyGMeOhdMNmrrTjVg=="], "puppeteer-core/ws": ["ws@8.21.3", "", { "peerDependencies": { "bufferutil": "^4.0.1", "utf-8-validate": ">=5.0.2" }, "optionalPeers": ["bufferutil", "utf-8-validate"] }, "sha512-201TZ/kPWxoPr/OKWjquZR1SWKXcvxdH+e1xrx89b3YbmzLMFCLfnaG1HFIgWzJOEWZ7MvpK++odZufgYR50Rw=="], - "readdir-glob/minimatch": ["minimatch@5.1.9", "", { "dependencies": { "brace-expansion": "^2.0.1" } }, "sha512-7o1wEA2RyMP7Iu7GNba9vc0RWWGACJOCZBJX2GJWip0ikV+wcOsgVuY9uE8CPiyQhkGFSlhuSkZPavN7u1c2Fw=="], + "readable-stream/safe-buffer": ["safe-buffer@5.1.2", "", {}, "sha512-Gd2UZBJDkXlY7GbJxfsE8/nvKkUEU1G38c1siN6QP6a9PT9MmHB8GnpscSmMJSoF8LOIrt8ud/wPtojys4G6+g=="], "rimraf/glob": ["glob@10.5.0", "", { "dependencies": { "foreground-child": "^3.1.0", "jackspeak": "^3.1.2", "minimatch": "^9.0.4", "minipass": "^7.1.2", "package-json-from-dist": "^1.0.0", "path-scurry": "^1.11.1" }, "bin": { "glob": "dist/esm/bin.mjs" } }, "sha512-DfXN8DfhJ7NH3Oe7cFmu3NCu1wKbkReJ8TorzSAFbSKrlNaQSKfIzqYqVY8zlbs2NLBbWpRiU52GX2PbaBVNkg=="], @@ -5771,11 +5298,7 @@ "serialize-error/type-fest": ["type-fest@0.13.1", "", {}, "sha512-34R7HTnG0XIJcBSn5XhDd7nNFPRcXYRZrBB2O2jdKqYODldSzBAqzsWoZYYvduky73toYS/ESqxPvkDf/F0XMg=="], - "shiki/@shikijs/core": ["@shikijs/core@4.4.3", "", { "dependencies": { "@shikijs/primitive": "4.4.3", "@shikijs/types": "4.4.3", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.5", "hast-util-to-html": "^9.0.5" } }, "sha512-QCR4q2ZO/ILJEuwiBMel4wdcTDb1JGwfjKTxPDF6x8ixOaluPrVqIn06C99AcRPhmYlBR56d/Fb+GN58GzExpg=="], - - "shiki/@shikijs/types": ["@shikijs/types@4.4.3", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.5" } }, "sha512-UEJxmRR++MAGR6hugn0vgVS2W/6lWAts84FFSrnlH9sP0LNol7E5+NQ792pH8liWUhyMyjhTgSUH3k7iD7tc5g=="], - - "shuvcode/vite": ["vite@7.3.6", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-4XP60spRGjSZFf1qYH+dJIkK2znL3zQfl9KkOV9MkkRR/3Dls0dxaBsQPTloEc5BLXWPL9vsOxopxyKoMmDueg=="], + "shuvcode/vite": ["vite@7.3.7", "", { "dependencies": { "esbuild": "^0.27.0 || ^0.28.0", "fdir": "^6.5.0", "picomatch": "^4.0.3", "postcss": "^8.5.6", "rollup": "^4.43.0", "tinyglobby": "^0.2.15" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^20.19.0 || >=22.12.0", "jiti": ">=1.21.0", "less": "^4.0.0", "lightningcss": "^1.21.0", "sass": "^1.70.0", "sass-embedded": "^1.70.0", "stylus": ">=0.54.8", "sugarss": "^5.0.0", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-AHEzTORMbi7/7aXp7w7KZ5+DCUdSeLsJz0grY8xHpc9DHdYb0vQu6DqJfm2tOw3gDExNgPgnJTXxM6syYFHaCA=="], "shuvcode/vite-plugin-solid": ["vite-plugin-solid@2.11.10", "", { "dependencies": { "@babel/core": "^7.23.3", "@types/babel__core": "^7.20.4", "babel-preset-solid": "^1.8.4", "merge-anything": "^5.1.7", "solid-refresh": "^0.6.3", "vitefu": "^1.0.4" }, "peerDependencies": { "@testing-library/jest-dom": "^5.16.6 || ^5.17.0 || ^6.*", "solid-js": "^1.7.2", "vite": "^3.0.0 || ^4.0.0 || ^5.0.0 || ^6.0.0 || ^7.0.0" }, "optionalPeers": ["@testing-library/jest-dom"] }, "sha512-Yr1dQybmtDtDAHkii6hXuc1oVH9CPcS/Zb2jN/P36qqcrkNnVPsMTzQ06jyzFPFjj3U1IYKMVt/9ZqcwGCEbjw=="], @@ -5797,6 +5320,8 @@ "string-width-cjs/strip-ansi": ["strip-ansi@6.0.1", "", { "dependencies": { "ansi-regex": "^5.0.1" } }, "sha512-Y38VPSHcqkFrCpFnQ9vuSXmquuv5oXOKpGeT6aGrr3o3Gc9AlVa6JBfUSOCnbxGGZF+/0ooI7KrPuUSztUdU5A=="], + "string_decoder/safe-buffer": ["safe-buffer@5.1.2", "", {}, "sha512-Gd2UZBJDkXlY7GbJxfsE8/nvKkUEU1G38c1siN6QP6a9PT9MmHB8GnpscSmMJSoF8LOIrt8ud/wPtojys4G6+g=="], + "strip-ansi-cjs/ansi-regex": ["ansi-regex@5.0.1", "", {}, "sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ=="], "svgo/commander": ["commander@11.1.0", "", {}, "sha512-yPVavfyCcRhmorC7rWlkHn15b4wDVgVmBA7kV4QVBsF7kv/9TKJAbAXVTxvTnwP8HHKjRCJDClKbciiYS7p0DQ=="], @@ -5813,8 +5338,6 @@ "tree-sitter-bash/node-addon-api": ["node-addon-api@8.9.2", "", {}, "sha512-VijLXbi3UACN69I0JVXJsX4tjACjNoQDgv2gTF6sx2wWEi8tkSg2eX8p5gSIFi8z2+DL3oHmY6OyKce38SDolg=="], - "unifont/undici": ["undici@8.10.0", "", {}, "sha512-HvltHd7avK13QIw/oLe4qoOLyoVSoafqJ2jYOrtMRBkbYT31eiBQ8O0ehRKZiEZCMEyLFQNIADpgCWC5fALvYQ=="], - "unused-filename/escape-string-regexp": ["escape-string-regexp@5.0.0", "", {}, "sha512-/veY75JbMK4j1yjvuUxuVsiS/hr/4iHs9FTT6cgTexxdE0Ly/glccBAkloH/DofkjRbZU3bnoj38mOmhkZ0lHw=="], "unused-filename/path-exists": ["path-exists@5.0.0", "", {}, "sha512-RjhtfwJOxzcFmNOi6ltcbcu4Iu+FL3zEj83dk4kAS+fVpTxXLO1b38RvJgT/0QwvV/L3aY9TAnyv0EOqW4GoMQ=="], @@ -5829,6 +5352,10 @@ "vitest/es-module-lexer": ["es-module-lexer@2.3.2", "", {}, "sha512-poHGpORABojJJucnV9KbOavETW8lBVnphkW77ER5/BQ5Fz7oXSoCNek7IH3vR5nRjdsEz926ibFYX8KtLQmdyw=="], + "vitest/obug": ["obug@2.1.4", "", {}, "sha512-4a+OsYv9UktOJKE+l1A4OufDgdRF9PifWj+tJnHURo/P+WOxpG4GzUFL9qCalmWauao6ogiG+QvnCovwPoyAWA=="], + + "vitest/tinyexec": ["tinyexec@1.3.0", "", {}, "sha512-QKAl9m8gWWGHV8jZcPeym6j+XULi6tOf1mT83WYJ4Lk2ytW/uwAWkrP0uFsdoYMdueVJ0qs26wZ+23xeB4ibNQ=="], + "vscode-languageserver/vscode-languageserver-protocol": ["vscode-languageserver-protocol@3.17.5", "", { "dependencies": { "vscode-jsonrpc": "8.2.0", "vscode-languageserver-types": "3.17.5" } }, "sha512-mb1bvRJN8SVznADSGWM9u/b07H7Ecg0I3OgXDuLdn307rl/J3A9YD6/eYOssqhecL27hK1IPZAsaqh00i/Jljg=="], "vscode-languageserver-protocol/vscode-jsonrpc": ["vscode-jsonrpc@9.0.1", "", {}, "sha512-rfuA6T75H6m5EkbhtEPzre9pT0HPcDI2MMy4+nPFIBks5J8JBAUHD4tRYSgaBOijIEC7SRkC1kKyXTLqbmh9jw=="], @@ -5847,7 +5374,9 @@ "wrangler/esbuild": ["esbuild@0.28.1", "", { "optionalDependencies": { "@esbuild/aix-ppc64": "0.28.1", "@esbuild/android-arm": "0.28.1", "@esbuild/android-arm64": "0.28.1", "@esbuild/android-x64": "0.28.1", "@esbuild/darwin-arm64": "0.28.1", "@esbuild/darwin-x64": "0.28.1", "@esbuild/freebsd-arm64": "0.28.1", "@esbuild/freebsd-x64": "0.28.1", "@esbuild/linux-arm": "0.28.1", "@esbuild/linux-arm64": "0.28.1", "@esbuild/linux-ia32": "0.28.1", "@esbuild/linux-loong64": "0.28.1", "@esbuild/linux-mips64el": "0.28.1", "@esbuild/linux-ppc64": "0.28.1", "@esbuild/linux-riscv64": "0.28.1", "@esbuild/linux-s390x": "0.28.1", "@esbuild/linux-x64": "0.28.1", "@esbuild/netbsd-arm64": "0.28.1", "@esbuild/netbsd-x64": "0.28.1", "@esbuild/openbsd-arm64": "0.28.1", "@esbuild/openbsd-x64": "0.28.1", "@esbuild/openharmony-arm64": "0.28.1", "@esbuild/sunos-x64": "0.28.1", "@esbuild/win32-arm64": "0.28.1", "@esbuild/win32-ia32": "0.28.1", "@esbuild/win32-x64": "0.28.1" }, "bin": { "esbuild": "bin/esbuild" } }, "sha512-HrJrvZv5ayxBzPfwphOoNzkzOIIlifzk0KJrGK2c8R4+LKpMtpYLQeUdjnwjWv/LZlkH2laZk+4w78pi99D4Vw=="], - "wrap-ansi/ansi-styles": ["ansi-styles@6.2.3", "", {}, "sha512-4Dj6M28JB+oAH8kFkTLUo+a2jwOFkuqb3yucU0CANcRRUbxS0cP0nZYCGjcc3BNXwRIsUVmDGgzawme7zvJHvg=="], + "wrap-ansi/string-width": ["string-width@4.2.3", "", { "dependencies": { "emoji-regex": "^8.0.0", "is-fullwidth-code-point": "^3.0.0", "strip-ansi": "^6.0.1" } }, "sha512-wKyQRQpjJ0sIp62ErSZdGsjMJWsap5oRNihHhu6G7JVO/9jIB6UyevL+tXuOqrng8j/cxKTWyWUwvSTriiZz/g=="], + + "wrap-ansi/strip-ansi": ["strip-ansi@6.0.1", "", { "dependencies": { "ansi-regex": "^5.0.1" } }, "sha512-Y38VPSHcqkFrCpFnQ9vuSXmquuv5oXOKpGeT6aGrr3o3Gc9AlVa6JBfUSOCnbxGGZF+/0ooI7KrPuUSztUdU5A=="], "wrap-ansi-cjs/string-width": ["string-width@4.2.3", "", { "dependencies": { "emoji-regex": "^8.0.0", "is-fullwidth-code-point": "^3.0.0", "strip-ansi": "^6.0.1" } }, "sha512-wKyQRQpjJ0sIp62ErSZdGsjMJWsap5oRNihHhu6G7JVO/9jIB6UyevL+tXuOqrng8j/cxKTWyWUwvSTriiZz/g=="], @@ -5871,83 +5400,45 @@ "@astrojs/internal-helpers/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], - "@astrojs/markdown-remark/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], - - "@astrojs/markdown-remark/shiki/@shikijs/core": ["@shikijs/core@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4", "hast-util-to-html": "^9.0.5" } }, "sha512-NSWQz0riNb67xthdm5br6lAkvpDJRTgB36fxlo37ZzM2yq0PQFFzbd8psqC2XMPgCzo1fW6cVi18+ArJ44wqgA=="], - - "@astrojs/markdown-remark/shiki/@shikijs/engine-javascript": ["@shikijs/engine-javascript@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "oniguruma-to-es": "^4.3.4" } }, "sha512-aHt9eiGFobmWR5uqJUViySI1bHMqrAgamWE1TYSUoftkAeCCAiGawPMwM+VCadylQtF4V3VNOZ5LmfItH5f3yA=="], - - "@astrojs/markdown-remark/shiki/@shikijs/engine-oniguruma": ["@shikijs/engine-oniguruma@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2" } }, "sha512-1nWINwKXxKKLqPibT5f4pAFLej9oZzQTsby8942OTlsJzOBZ0MWKiwzMsd+jhzu8YPCHAswGnnN1YtQfirL35g=="], - - "@astrojs/markdown-remark/shiki/@shikijs/langs": ["@shikijs/langs@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0" } }, "sha512-2Ep4W3Re5aB1/62RSYQInK9mM3HsLeB91cHqznAJMuylqjzNVAVCMnNWRHFtcNHXsoNRayP9z1qj4Sq3nMqYXg=="], - - "@astrojs/markdown-remark/shiki/@shikijs/themes": ["@shikijs/themes@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0" } }, "sha512-5qySYa1ZgAT18HR/ypENL9cUSGOeI2x+4IvYJu4JgVJdizn6kG4ia5Q1jDEOi7gTbN4RbuYtmHh0W3eccOrjMA=="], - - "@astrojs/markdown-remark/shiki/@shikijs/types": ["@shikijs/types@3.23.0", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4" } }, "sha512-3JZ5HXOZfYjsYSk0yPwBrkupyYSLpAE26Qc0HLghhZNGTZg/SKxXIIgoxOpmmeQP0RRSDJTk1/vPfw9tbw+jSQ=="], - - "@astrojs/mdx/@astrojs/internal-helpers/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], - - "@astrojs/mdx/@astrojs/markdown-remark/@astrojs/prism": ["@astrojs/prism@4.0.2", "", { "dependencies": { "prismjs": "^1.30.0" } }, "sha512-KTivpmnz6lDsC6o9H4+DNm2SrE/GHzw8cNAvEJwAvUT+eoaEnn/4NtbDNfRRaxaJHdp15gf+tfHAWiXR4wB3BA=="], - - "@aws-crypto/sha1-browser/@smithy/util-utf8/@smithy/util-buffer-from": ["@smithy/util-buffer-from@2.2.0", "", { "dependencies": { "@smithy/is-array-buffer": "^2.2.0", "tslib": "^2.6.2" } }, "sha512-IJdWBbTcMQ6DA0gdNhh/BwrLkDR+ADW5Kr1aZmd4k3DIF6ezMV4R2NIAmT08wQJ3yUK82thHWmC/TnK/wpMMIA=="], - - "@aws-crypto/sha256-browser/@smithy/util-utf8/@smithy/util-buffer-from": ["@smithy/util-buffer-from@2.2.0", "", { "dependencies": { "@smithy/is-array-buffer": "^2.2.0", "tslib": "^2.6.2" } }, "sha512-IJdWBbTcMQ6DA0gdNhh/BwrLkDR+ADW5Kr1aZmd4k3DIF6ezMV4R2NIAmT08wQJ3yUK82thHWmC/TnK/wpMMIA=="], - - "@aws-crypto/util/@smithy/util-utf8/@smithy/util-buffer-from": ["@smithy/util-buffer-from@2.2.0", "", { "dependencies": { "@smithy/is-array-buffer": "^2.2.0", "tslib": "^2.6.2" } }, "sha512-IJdWBbTcMQ6DA0gdNhh/BwrLkDR+ADW5Kr1aZmd4k3DIF6ezMV4R2NIAmT08wQJ3yUK82thHWmC/TnK/wpMMIA=="], - - "@aws-sdk/client-cognito-identity/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], - - "@aws-sdk/client-cognito-identity/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], - - "@aws-sdk/client-lambda/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], - - "@aws-sdk/client-lambda/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], - - "@aws-sdk/credential-provider-env/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], - - "@aws-sdk/credential-provider-env/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], - - "@aws-sdk/credential-provider-http/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], - - "@aws-sdk/credential-provider-http/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], + "@astrojs/markdown-remark/@astrojs/internal-helpers/yaml": ["yaml@2.9.1", "", { "bin": { "yaml": "bin.mjs" } }, "sha512-3NxN8+78OdzbT7C/WjGsyfPAtJaN3FNDsWxv7Y7mcDsT/oOmgW8BpyQQFFBnvZE3j9Y2Sdz1ULFLezL7Eb2yFw=="], - "@aws-sdk/credential-provider-ini/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], + "@astrojs/markdown-satteri/@astrojs/internal-helpers/yaml": ["yaml@2.9.1", "", { "bin": { "yaml": "bin.mjs" } }, "sha512-3NxN8+78OdzbT7C/WjGsyfPAtJaN3FNDsWxv7Y7mcDsT/oOmgW8BpyQQFFBnvZE3j9Y2Sdz1ULFLezL7Eb2yFw=="], - "@aws-sdk/credential-provider-ini/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-darwin-arm64": ["@bruits/satteri-darwin-arm64@0.10.5", "", { "os": "darwin", "cpu": "arm64" }, "sha512-27KTVl4TJkVahMy/ohyA7qd4938G5UNneFUz/PsScYfpIhj0IVAS23mpcJXdPF44sa6nva198lmV/cKIb2YPyA=="], - "@aws-sdk/credential-provider-login/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-darwin-x64": ["@bruits/satteri-darwin-x64@0.10.5", "", { "os": "darwin", "cpu": "x64" }, "sha512-IjnLe3nKspq6qaeqGgjT7MT8VrTV74yWRlaag7ZdNsI8TDAYZ0iPxMCo+9KQZHUk5EyVB+reBI/PFWL5KuFw9Q=="], - "@aws-sdk/credential-provider-login/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-linux-arm64-gnu": ["@bruits/satteri-linux-arm64-gnu@0.10.5", "", { "os": "linux", "cpu": "arm64" }, "sha512-glkYXZCJywjP13v67eAyAMSJdF+ncvEbYvgi/wOtffL9tQ27lr/zsyzUfgs+ovjJ9d8JNQKiXeiArJcX8PJL9w=="], - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-ini/@aws-sdk/nested-clients": ["@aws-sdk/nested-clients@3.933.0", "", { "dependencies": { "@aws-crypto/sha256-browser": "5.2.0", "@aws-crypto/sha256-js": "5.2.0", "@aws-sdk/core": "3.932.0", "@aws-sdk/middleware-host-header": "3.930.0", "@aws-sdk/middleware-logger": "3.930.0", "@aws-sdk/middleware-recursion-detection": "3.933.0", "@aws-sdk/middleware-user-agent": "3.932.0", "@aws-sdk/region-config-resolver": "3.930.0", "@aws-sdk/types": "3.930.0", "@aws-sdk/util-endpoints": "3.930.0", "@aws-sdk/util-user-agent-browser": "3.930.0", "@aws-sdk/util-user-agent-node": "3.932.0", "@smithy/config-resolver": "^4.4.3", "@smithy/core": "^3.18.2", "@smithy/fetch-http-handler": "^5.3.6", "@smithy/hash-node": "^4.2.5", "@smithy/invalid-dependency": "^4.2.5", "@smithy/middleware-content-length": "^4.2.5", "@smithy/middleware-endpoint": "^4.3.9", "@smithy/middleware-retry": "^4.4.9", "@smithy/middleware-serde": "^4.2.5", "@smithy/middleware-stack": "^4.2.5", "@smithy/node-config-provider": "^4.3.5", "@smithy/node-http-handler": "^4.4.5", "@smithy/protocol-http": "^5.3.5", "@smithy/smithy-client": "^4.9.5", "@smithy/types": "^4.9.0", "@smithy/url-parser": "^4.2.5", "@smithy/util-base64": "^4.3.0", "@smithy/util-body-length-browser": "^4.2.0", "@smithy/util-body-length-node": "^4.2.1", "@smithy/util-defaults-mode-browser": "^4.3.8", "@smithy/util-defaults-mode-node": "^4.2.11", "@smithy/util-endpoints": "^3.2.5", "@smithy/util-middleware": "^4.2.5", "@smithy/util-retry": "^4.2.5", "@smithy/util-utf8": "^4.2.0", "tslib": "^2.6.2" } }, "sha512-o1GX0+IPlFi/D8ei9y/jj3yucJWNfPnbB5appVBWevAyUdZA5KzQ2nK/hDxiu9olTZlFEFpf1m1Rn3FaGxHqsw=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-linux-arm64-musl": ["@bruits/satteri-linux-arm64-musl@0.10.5", "", { "os": "linux", "cpu": "arm64" }, "sha512-yWdgG1g17Nh2QyGVlFUxGRa3FEFwiMcpZEyMNWkbM3deC94cmVc+/i9OuyFpdKuWo3GkgoCtYVOoxk1uCnCZIA=="], - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-sso/@aws-sdk/token-providers": ["@aws-sdk/token-providers@3.933.0", "", { "dependencies": { "@aws-sdk/core": "3.932.0", "@aws-sdk/nested-clients": "3.933.0", "@aws-sdk/types": "3.930.0", "@smithy/property-provider": "^4.2.5", "@smithy/shared-ini-file-loader": "^4.4.0", "@smithy/types": "^4.9.0", "tslib": "^2.6.2" } }, "sha512-Qzq7zj9yXUgAAJEbbmqRhm0jmUndl8nHG0AbxFEfCfQRVZWL96Qzx0mf8lYwT9hIMrXncLwy31HOthmbXwFRwQ=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-linux-x64-gnu": ["@bruits/satteri-linux-x64-gnu@0.10.5", "", { "os": "linux", "cpu": "x64" }, "sha512-FVaLoPT1fBgGl0J+AYebyyXJYBachGl8Oyyrf1lye4RTqCB4S0Gwkj1uM9RJyThUOvx5VUmAT1CnNh1SFHA+kw=="], - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-web-identity/@aws-sdk/nested-clients": ["@aws-sdk/nested-clients@3.933.0", "", { "dependencies": { "@aws-crypto/sha256-browser": "5.2.0", "@aws-crypto/sha256-js": "5.2.0", "@aws-sdk/core": "3.932.0", "@aws-sdk/middleware-host-header": "3.930.0", "@aws-sdk/middleware-logger": "3.930.0", "@aws-sdk/middleware-recursion-detection": "3.933.0", "@aws-sdk/middleware-user-agent": "3.932.0", "@aws-sdk/region-config-resolver": "3.930.0", "@aws-sdk/types": "3.930.0", "@aws-sdk/util-endpoints": "3.930.0", "@aws-sdk/util-user-agent-browser": "3.930.0", "@aws-sdk/util-user-agent-node": "3.932.0", "@smithy/config-resolver": "^4.4.3", "@smithy/core": "^3.18.2", "@smithy/fetch-http-handler": "^5.3.6", "@smithy/hash-node": "^4.2.5", "@smithy/invalid-dependency": "^4.2.5", "@smithy/middleware-content-length": "^4.2.5", "@smithy/middleware-endpoint": "^4.3.9", "@smithy/middleware-retry": "^4.4.9", "@smithy/middleware-serde": "^4.2.5", "@smithy/middleware-stack": "^4.2.5", "@smithy/node-config-provider": "^4.3.5", "@smithy/node-http-handler": "^4.4.5", "@smithy/protocol-http": "^5.3.5", "@smithy/smithy-client": "^4.9.5", "@smithy/types": "^4.9.0", "@smithy/url-parser": "^4.2.5", "@smithy/util-base64": "^4.3.0", "@smithy/util-body-length-browser": "^4.2.0", "@smithy/util-body-length-node": "^4.2.1", "@smithy/util-defaults-mode-browser": "^4.3.8", "@smithy/util-defaults-mode-node": "^4.2.11", "@smithy/util-endpoints": "^3.2.5", "@smithy/util-middleware": "^4.2.5", "@smithy/util-retry": "^4.2.5", "@smithy/util-utf8": "^4.2.0", "tslib": "^2.6.2" } }, "sha512-o1GX0+IPlFi/D8ei9y/jj3yucJWNfPnbB5appVBWevAyUdZA5KzQ2nK/hDxiu9olTZlFEFpf1m1Rn3FaGxHqsw=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-linux-x64-musl": ["@bruits/satteri-linux-x64-musl@0.10.5", "", { "os": "linux", "cpu": "x64" }, "sha512-EHpVAx2bqW3GINHTKkljtxVfQmVDGWIuwOYOP5YghTj+0PkBa2o8oKPRtQ9Kbsr1Fye8jtUcDjhwj2jMNugZKg=="], - "@aws-sdk/credential-provider-process/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-wasm32-wasi": ["@bruits/satteri-wasm32-wasi@0.10.5", "", { "dependencies": { "@emnapi/core": "1.11.1", "@emnapi/runtime": "1.11.1", "@napi-rs/wasm-runtime": "^1.2.3" }, "cpu": "none" }, "sha512-ypz8c/Zmipxp4IoeDa228Gstv6TLzVmNs3yC6wKCoNSOjx1iwpgzu87Y3hTkXFdwChVGU85qeUDuOIarGUZQLw=="], - "@aws-sdk/credential-provider-process/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-win32-arm64-msvc": ["@bruits/satteri-win32-arm64-msvc@0.10.5", "", { "os": "win32", "cpu": "arm64" }, "sha512-siTV88nb0LRqNpkL2gXboqCwVdq95sLtzMHS1/3eONV2gLbB3NAK46wmSMvCO/yquBvI2lvaFIfd8P12ecsxBw=="], - "@aws-sdk/credential-provider-sso/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-win32-x64-msvc": ["@bruits/satteri-win32-x64-msvc@0.10.5", "", { "os": "win32", "cpu": "x64" }, "sha512-C3IfPvfvMXmlzBxaMPKFS1XiuV9pu2mC7YqkPk7PSvTgPZ8gbdASIpHpztDLvTTQjqZ0z1Ol8tK5X+V6XXC0wQ=="], - "@aws-sdk/credential-provider-sso/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], + "@astrojs/mdx/@astrojs/internal-helpers/js-yaml": ["js-yaml@4.3.2", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-SFNOvSJ+Dgf/9An904Yx+CgSlIPCkIpao4qo51lpee25TIRejdH3rhR4EZMGoNx3/TP3O+wzWuiTFl4sqbltzA=="], - "@aws-sdk/credential-provider-web-identity/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], + "@astrojs/solid-js/vite/picomatch": ["picomatch@4.0.7", "", {}, "sha512-qcJu88Q2IWqJsDD529JKMdwGm/dvInW4HvQnRwiH9JtihJvzGOscDtHE3x1pBKeUOTysQ8kVmLnJ2kJu7yhcGA=="], - "@aws-sdk/credential-provider-web-identity/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], + "@astrojs/solid-js/vite/postcss": ["postcss@8.5.31", "", { "dependencies": { "nanoid": "^3.3.20", "picocolors": "^1.1.1", "source-map-js": "^1.2.2" } }, "sha512-YUbWYCgErwnMAVkjUnYa+KlMBzGpHwiIt/DE7f0G33AuX2LH9UcTk6KgWxd3zRU+pN3u/C+Xl3EnMLM4Hea7Sg=="], - "@aws-sdk/credential-providers/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], + "@astrojs/solid-js/vite/rolldown": ["rolldown@1.2.14", "", { "dependencies": { "@oxc-project/types": "=0.154.0", "@rolldown/pluginutils": "^1.0.0" }, "optionalDependencies": { "@rolldown/binding-android-arm-eabi": "1.2.14", "@rolldown/binding-android-arm64": "1.2.14", "@rolldown/binding-darwin-arm64": "1.2.14", "@rolldown/binding-darwin-x64": "1.2.14", "@rolldown/binding-freebsd-x64": "1.2.14", "@rolldown/binding-linux-arm-gnueabihf": "1.2.14", "@rolldown/binding-linux-arm64-gnu": "1.2.14", "@rolldown/binding-linux-arm64-musl": "1.2.14", "@rolldown/binding-linux-ppc64-gnu": "1.2.14", "@rolldown/binding-linux-s390x-gnu": "1.2.14", "@rolldown/binding-linux-x64-gnu": "1.2.14", "@rolldown/binding-linux-x64-musl": "1.2.14", "@rolldown/binding-openharmony-arm64": "1.2.14", "@rolldown/binding-win32-arm64-msvc": "1.2.14", "@rolldown/binding-win32-x64-msvc": "1.2.14" }, "bin": { "rolldown": "./bin/cli.mjs" } }, "sha512-eTBTTqMR6uHKLgcUqpJP8ntzDI6V4LYA8negAMBEI7gkgVvOdrx6VsvS2Ym+83KhOPdLCHWJu0w7UQFJZhHKNw=="], - "@aws-sdk/credential-providers/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], + "@astrojs/starlight/@astrojs/markdown-satteri/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.10.4", "", { "dependencies": { "@types/hast": "^3.0.4", "@types/mdast": "^4.0.4", "js-yaml": "^4.3.0", "picomatch": "^4.0.4", "retext-smartypants": "^6.2.0", "shiki": "^4.0.2", "smol-toml": "^1.6.0", "unified": "^11.0.5" } }, "sha512-nozZSy/mKYLqe4YrqbKtdOszedAfXYCtw3wZ0d+CAjz4GqQ4L9rl1ltIL5BlgwmYVinJg/RZ0MgGuWOdlyRZlA=="], - "@aws-sdk/nested-clients/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], + "@astrojs/starlight/@astrojs/markdown-satteri/satteri": ["satteri@0.10.5", "", { "dependencies": { "@types/estree-jsx": "^1.0.5", "@types/hast": "^3.0.5", "@types/mdast": "^4.0.4", "@types/unist": "^3.0.3" }, "optionalDependencies": { "@bruits/satteri-darwin-arm64": "0.10.5", "@bruits/satteri-darwin-x64": "0.10.5", "@bruits/satteri-linux-arm64-gnu": "0.10.5", "@bruits/satteri-linux-arm64-musl": "0.10.5", "@bruits/satteri-linux-x64-gnu": "0.10.5", "@bruits/satteri-linux-x64-musl": "0.10.5", "@bruits/satteri-wasm32-wasi": "0.10.5", "@bruits/satteri-win32-arm64-msvc": "0.10.5", "@bruits/satteri-win32-x64-msvc": "0.10.5" } }, "sha512-Ao1LKpAEa9Wdg0otgbVKViZHEq9ebdXe4DMrp3s9vQAU0HNIuHnFEuMuOcm0ZIXyV0Yzxj91NvhLpvXZJO/5ZQ=="], - "@aws-sdk/nested-clients/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], + "@astrojs/starlight/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], - "@aws-sdk/token-providers/@aws-sdk/core/@aws-sdk/xml-builder": ["@aws-sdk/xml-builder@3.972.39", "", { "dependencies": { "@smithy/types": "^4.16.1", "tslib": "^2.6.2" } }, "sha512-FTti8DS5MMWXNUWiRwXAJeYS+0GHHiMy0+7XOhcwk63ILHmfS2UFy2z/HNpZCSOJJ3P3dnWY6hfYNW3DF0nXUA=="], + "@aws-crypto/sha256-browser/@smithy/util-utf8/@smithy/util-buffer-from": ["@smithy/util-buffer-from@2.2.0", "", { "dependencies": { "@smithy/is-array-buffer": "^2.2.0", "tslib": "^2.6.2" } }, "sha512-IJdWBbTcMQ6DA0gdNhh/BwrLkDR+ADW5Kr1aZmd4k3DIF6ezMV4R2NIAmT08wQJ3yUK82thHWmC/TnK/wpMMIA=="], - "@aws-sdk/token-providers/@aws-sdk/core/@aws/lambda-invoke-store": ["@aws/lambda-invoke-store@0.3.0", "", {}, "sha512-sl4Bm6yiMNYrZKkqqDFWN0UfnWhlS8ivKxrYl+6t0gCLrqr8y3B2IqZZbFRkfaVVp7C/baApyh71P+LeE1A2sQ=="], + "@aws-crypto/util/@smithy/util-utf8/@smithy/util-buffer-from": ["@smithy/util-buffer-from@2.2.0", "", { "dependencies": { "@smithy/is-array-buffer": "^2.2.0", "tslib": "^2.6.2" } }, "sha512-IJdWBbTcMQ6DA0gdNhh/BwrLkDR+ADW5Kr1aZmd4k3DIF6ezMV4R2NIAmT08wQJ3yUK82thHWmC/TnK/wpMMIA=="], "@babel/helper-compilation-targets/lru-cache/yallist": ["yallist@3.1.1", "", {}, "sha512-a4UGQaWPH59mOXUYnAG2ewncQS4i4F43Tv3JoAM+s2VDAmS9NsK8GpDMLrCHPksFT7h3K6TOoUNn2pb7RoXx4g=="], @@ -5969,91 +5460,41 @@ "@cloudflare/vite-plugin/wrangler/esbuild": ["esbuild@0.28.1", "", { "optionalDependencies": { "@esbuild/aix-ppc64": "0.28.1", "@esbuild/android-arm": "0.28.1", "@esbuild/android-arm64": "0.28.1", "@esbuild/android-x64": "0.28.1", "@esbuild/darwin-arm64": "0.28.1", "@esbuild/darwin-x64": "0.28.1", "@esbuild/freebsd-arm64": "0.28.1", "@esbuild/freebsd-x64": "0.28.1", "@esbuild/linux-arm": "0.28.1", "@esbuild/linux-arm64": "0.28.1", "@esbuild/linux-ia32": "0.28.1", "@esbuild/linux-loong64": "0.28.1", "@esbuild/linux-mips64el": "0.28.1", "@esbuild/linux-ppc64": "0.28.1", "@esbuild/linux-riscv64": "0.28.1", "@esbuild/linux-s390x": "0.28.1", "@esbuild/linux-x64": "0.28.1", "@esbuild/netbsd-arm64": "0.28.1", "@esbuild/netbsd-x64": "0.28.1", "@esbuild/openbsd-arm64": "0.28.1", "@esbuild/openbsd-x64": "0.28.1", "@esbuild/openharmony-arm64": "0.28.1", "@esbuild/sunos-x64": "0.28.1", "@esbuild/win32-arm64": "0.28.1", "@esbuild/win32-ia32": "0.28.1", "@esbuild/win32-x64": "0.28.1" }, "bin": { "esbuild": "bin/esbuild" } }, "sha512-HrJrvZv5ayxBzPfwphOoNzkzOIIlifzk0KJrGK2c8R4+LKpMtpYLQeUdjnwjWv/LZlkH2laZk+4w78pi99D4Vw=="], - "@electron/asar/minimatch/brace-expansion": ["brace-expansion@1.1.18", "", { "dependencies": { "balanced-match": "^1.0.0", "concat-map": "0.0.1" } }, "sha512-Edep/X9fGqVNmzKBVsDYIOtD+z1tuezV70LBjdCst9Tqu76lsnvRiZ6oTic1n+/BIwX6QDGAO94PN4N2SADvtw=="], + "@electron/asar/minimatch/brace-expansion": ["brace-expansion@1.1.21", "", { "dependencies": { "balanced-match": "^1.0.0", "concat-map": "0.0.1" } }, "sha512-9zeA+KLZNNzglF2TPKRQEDyx6Yby7daAkuy8MiPzpXPsYDWi/DRM8jmwUDxokQjYqBpv5DgPiwD4h4ZZSy1Ujw=="], "@electron/get/fs-extra/jsonfile": ["jsonfile@4.0.0", "", { "optionalDependencies": { "graceful-fs": "^4.1.6" } }, "sha512-m6F1R3z8jjlf2imQHS2Qez5sjKWQzbuuhuJ/FKYFRZvPE3PuHcSMVZzfsLhGVOkfd20obL5SWEBew5ShlquNxg=="], "@electron/get/fs-extra/universalify": ["universalify@0.1.2", "", {}, "sha512-rBJeI5CXAlmy1pV+617WB9J63U6XcazHHF2f2dbJix4XzpUF0RS3Zbj0FGIOCAva5P/d/GBOYaACQ1w+0azUkg=="], - "@electron/universal/minimatch/brace-expansion": ["brace-expansion@2.1.4", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-hGfVzPxthbf3+2yjg/RBs60cB0FhqBS/zvdV/4wn4/BmN0bNMMHPc4V/BbFieqf1TKAGGAHnY4eSjajCl0f2Xg=="], - - "@expressive-code/plugin-shiki/shiki/@shikijs/core": ["@shikijs/core@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4", "hast-util-to-html": "^9.0.5" } }, "sha512-NSWQz0riNb67xthdm5br6lAkvpDJRTgB36fxlo37ZzM2yq0PQFFzbd8psqC2XMPgCzo1fW6cVi18+ArJ44wqgA=="], - - "@expressive-code/plugin-shiki/shiki/@shikijs/engine-javascript": ["@shikijs/engine-javascript@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "oniguruma-to-es": "^4.3.4" } }, "sha512-aHt9eiGFobmWR5uqJUViySI1bHMqrAgamWE1TYSUoftkAeCCAiGawPMwM+VCadylQtF4V3VNOZ5LmfItH5f3yA=="], - - "@expressive-code/plugin-shiki/shiki/@shikijs/engine-oniguruma": ["@shikijs/engine-oniguruma@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2" } }, "sha512-1nWINwKXxKKLqPibT5f4pAFLej9oZzQTsby8942OTlsJzOBZ0MWKiwzMsd+jhzu8YPCHAswGnnN1YtQfirL35g=="], - - "@expressive-code/plugin-shiki/shiki/@shikijs/langs": ["@shikijs/langs@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0" } }, "sha512-2Ep4W3Re5aB1/62RSYQInK9mM3HsLeB91cHqznAJMuylqjzNVAVCMnNWRHFtcNHXsoNRayP9z1qj4Sq3nMqYXg=="], - - "@expressive-code/plugin-shiki/shiki/@shikijs/themes": ["@shikijs/themes@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0" } }, "sha512-5qySYa1ZgAT18HR/ypENL9cUSGOeI2x+4IvYJu4JgVJdizn6kG4ia5Q1jDEOi7gTbN4RbuYtmHh0W3eccOrjMA=="], + "@electron/universal/minimatch/brace-expansion": ["brace-expansion@2.1.7", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-uZbew1NqdmPDTMJ8ah1y+b+9QEJrfkXFk3RcTQw3X0jW/xRUvFKsg1CfQdSYGdTbXZWExtU3J3ccxtnfw1Fi0g=="], - "@expressive-code/plugin-shiki/shiki/@shikijs/types": ["@shikijs/types@3.23.0", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4" } }, "sha512-3JZ5HXOZfYjsYSk0yPwBrkupyYSLpAE26Qc0HLghhZNGTZg/SKxXIIgoxOpmmeQP0RRSDJTk1/vPfw9tbw+jSQ=="], + "@expressive-code/core/postcss/nanoid": ["nanoid@3.3.20", "", { "bin": { "nanoid": "bin/nanoid.cjs" } }, "sha512-uKdg2G3GNCKQn9byYOpxbGqrT2fGO5KRt5J/8b3pok8rT6qxGWF6hxMyJiEYtAf+FVyYuD9hRaDqX5uPFYJ4ZQ=="], - "@octokit/auth-app/@octokit/request/@octokit/endpoint": ["@octokit/endpoint@11.0.4", "", { "dependencies": { "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.2" } }, "sha512-f1cOWoHPmxryJFknxbtDdjODWfV8A9tc8Aae6ermXPNgHFZ/x91AtHIz4gicEjL8hkJiip+u21QHJORfBv/qiA=="], + "@img/sharp-freebsd-wasm32/@img/sharp-wasm32/@emnapi/runtime": ["@emnapi/runtime@1.11.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-Xz4Tpyki7XyrpbUK1jR1AhdAdaXyhhY4lZ3neLodmhpuWfy2PAQN5B46sAiU4liOXGLkHypn/qU+jvfWSCYYLA=="], - "@octokit/auth-app/@octokit/request/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - - "@octokit/auth-app/@octokit/request-error/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], - - "@octokit/auth-oauth-app/@octokit/request/@octokit/endpoint": ["@octokit/endpoint@11.0.4", "", { "dependencies": { "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.2" } }, "sha512-f1cOWoHPmxryJFknxbtDdjODWfV8A9tc8Aae6ermXPNgHFZ/x91AtHIz4gicEjL8hkJiip+u21QHJORfBv/qiA=="], - - "@octokit/auth-oauth-app/@octokit/request/@octokit/request-error": ["@octokit/request-error@7.1.1", "", { "dependencies": { "@octokit/types": "^17.0.0" } }, "sha512-+eaY7G2VVpSf2pc5Gn1+mph837V/d/TYTJAgWL9Tb0ogGYcpN3IlAVFgjL+Vv93F/sevrxkvsYCedtpLdcFLzA=="], + "@img/sharp-webcontainers-wasm32/@img/sharp-wasm32/@emnapi/runtime": ["@emnapi/runtime@1.11.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-Xz4Tpyki7XyrpbUK1jR1AhdAdaXyhhY4lZ3neLodmhpuWfy2PAQN5B46sAiU4liOXGLkHypn/qU+jvfWSCYYLA=="], "@octokit/auth-oauth-app/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - "@octokit/auth-oauth-device/@octokit/request/@octokit/endpoint": ["@octokit/endpoint@11.0.4", "", { "dependencies": { "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.2" } }, "sha512-f1cOWoHPmxryJFknxbtDdjODWfV8A9tc8Aae6ermXPNgHFZ/x91AtHIz4gicEjL8hkJiip+u21QHJORfBv/qiA=="], - - "@octokit/auth-oauth-device/@octokit/request/@octokit/request-error": ["@octokit/request-error@7.1.1", "", { "dependencies": { "@octokit/types": "^17.0.0" } }, "sha512-+eaY7G2VVpSf2pc5Gn1+mph837V/d/TYTJAgWL9Tb0ogGYcpN3IlAVFgjL+Vv93F/sevrxkvsYCedtpLdcFLzA=="], - "@octokit/auth-oauth-device/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - "@octokit/auth-oauth-user/@octokit/request/@octokit/endpoint": ["@octokit/endpoint@11.0.4", "", { "dependencies": { "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.2" } }, "sha512-f1cOWoHPmxryJFknxbtDdjODWfV8A9tc8Aae6ermXPNgHFZ/x91AtHIz4gicEjL8hkJiip+u21QHJORfBv/qiA=="], - - "@octokit/auth-oauth-user/@octokit/request/@octokit/request-error": ["@octokit/request-error@7.1.1", "", { "dependencies": { "@octokit/types": "^17.0.0" } }, "sha512-+eaY7G2VVpSf2pc5Gn1+mph837V/d/TYTJAgWL9Tb0ogGYcpN3IlAVFgjL+Vv93F/sevrxkvsYCedtpLdcFLzA=="], - "@octokit/auth-oauth-user/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - "@octokit/core/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@24.2.0", "", {}, "sha512-9sIH3nSUttelJSXUrmGzl7QUBFul0/mB8HRYl3fOlgHbIWG+WnYDXU3v/2zMtAvuzZ/ed00Ei6on975FhBfzrg=="], - - "@octokit/endpoint/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@24.2.0", "", {}, "sha512-9sIH3nSUttelJSXUrmGzl7QUBFul0/mB8HRYl3fOlgHbIWG+WnYDXU3v/2zMtAvuzZ/ed00Ei6on975FhBfzrg=="], + "@octokit/core/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - "@octokit/graphql/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@24.2.0", "", {}, "sha512-9sIH3nSUttelJSXUrmGzl7QUBFul0/mB8HRYl3fOlgHbIWG+WnYDXU3v/2zMtAvuzZ/ed00Ei6on975FhBfzrg=="], + "@octokit/endpoint/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - "@octokit/oauth-methods/@octokit/request/@octokit/endpoint": ["@octokit/endpoint@11.0.4", "", { "dependencies": { "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.2" } }, "sha512-f1cOWoHPmxryJFknxbtDdjODWfV8A9tc8Aae6ermXPNgHFZ/x91AtHIz4gicEjL8hkJiip+u21QHJORfBv/qiA=="], + "@octokit/graphql/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], "@octokit/oauth-methods/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - "@octokit/plugin-paginate-rest/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@20.0.0", "", {}, "sha512-EtqRBEjp1dL/15V7WiX5LJMIxxkdiGJnabzYx5Apx4FkQIFgAfKumXeYAqqJCj1s+BMX4cPFIFC4OLCR6stlnA=="], - - "@octokit/plugin-rest-endpoint-methods/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@20.0.0", "", {}, "sha512-EtqRBEjp1dL/15V7WiX5LJMIxxkdiGJnabzYx5Apx4FkQIFgAfKumXeYAqqJCj1s+BMX4cPFIFC4OLCR6stlnA=="], - - "@octokit/plugin-retry/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@12.11.0", "", {}, "sha512-VsXyi8peyRq9PqIz/tpqiL2w3w80OgVMwBHltTml3LmVvXiphgeqmY9mvBw9Wu7e0QWk/fqD37ux8yP5uVekyQ=="], - - "@octokit/request-error/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@24.2.0", "", {}, "sha512-9sIH3nSUttelJSXUrmGzl7QUBFul0/mB8HRYl3fOlgHbIWG+WnYDXU3v/2zMtAvuzZ/ed00Ei6on975FhBfzrg=="], - - "@octokit/request/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@24.2.0", "", {}, "sha512-9sIH3nSUttelJSXUrmGzl7QUBFul0/mB8HRYl3fOlgHbIWG+WnYDXU3v/2zMtAvuzZ/ed00Ei6on975FhBfzrg=="], - - "@octokit/rest/@octokit/core/@octokit/auth-token": ["@octokit/auth-token@6.0.0", "", {}, "sha512-P4YJBPdPSpWTQ1NU4XYdvHvXJJDxM6YwpS0FZHRgP7YFkdVxsWcpWGy/NVqlAA7PcPCnMacXlRm1y2PFZRWL/w=="], - - "@octokit/rest/@octokit/core/@octokit/graphql": ["@octokit/graphql@9.0.4", "", { "dependencies": { "@octokit/request": "^10.0.13", "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.0" } }, "sha512-5s15CCiY8XXQ+FG+b1YQcl6Z2FA++nwAz/tg2VUrTmnMncP+2nnGUEYANImdnxsA2Fnq+Mbl7hDjUTw7cFAwcg=="], - - "@octokit/rest/@octokit/core/@octokit/request": ["@octokit/request@10.0.14", "", { "dependencies": { "@octokit/endpoint": "^11.0.3", "@octokit/request-error": "^7.1.1", "@octokit/types": "^17.0.0", "content-type": "^2.0.0", "json-with-bigint": "^3.5.12", "universal-user-agent": "^7.0.2" } }, "sha512-bgWgiSfFS689/AxQDarU+b3Qu1FYewfVr5vI/jhV84s7GQ3C2OsdRxukGGYKB37MCgwcS50UrfBLlHzhiG13sw=="], + "@octokit/plugin-paginate-rest/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@26.0.0", "", {}, "sha512-7AtcfKtpo77j7Ts73b4OWhOZHTKo/gGY8bB3bNBQz4H+GRSWqx2yvj8TXRsbdTE0eRmYmXOEY66jM7mJ7LzfsA=="], - "@octokit/rest/@octokit/core/@octokit/request-error": ["@octokit/request-error@7.1.1", "", { "dependencies": { "@octokit/types": "^17.0.0" } }, "sha512-+eaY7G2VVpSf2pc5Gn1+mph837V/d/TYTJAgWL9Tb0ogGYcpN3IlAVFgjL+Vv93F/sevrxkvsYCedtpLdcFLzA=="], + "@octokit/plugin-rest-endpoint-methods/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@26.0.0", "", {}, "sha512-7AtcfKtpo77j7Ts73b4OWhOZHTKo/gGY8bB3bNBQz4H+GRSWqx2yvj8TXRsbdTE0eRmYmXOEY66jM7mJ7LzfsA=="], - "@octokit/rest/@octokit/core/@octokit/types": ["@octokit/types@17.0.0", "", { "dependencies": { "@octokit/openapi-types": "^28.0.0" } }, "sha512-ByP1v7YL5SMveFPP7+sj0/ZuWCOOg/Chs4NafOMpq6WNIM/hdGY0S7C0TCGDBWu1aGmOxmUIhMx3cO+IdwYZ1Q=="], + "@octokit/request-error/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - "@octokit/rest/@octokit/core/before-after-hook": ["before-after-hook@4.0.0", "", {}, "sha512-q6tR3RPqIB1pMiTRMFcZwuG5T8vwp+vUvEG0vuI6B+Rikh5BfPp2fQ82c925FOs+b0lcFQ8CFrL+KbilfZFhOQ=="], - - "@octokit/rest/@octokit/plugin-paginate-rest/@octokit/types": ["@octokit/types@15.0.2", "", { "dependencies": { "@octokit/openapi-types": "^26.0.0" } }, "sha512-rR+5VRjhYSer7sC51krfCctQhVTmjyUMAaShfPB8mscVa8tSoLyon3coxQmXu0ahJoLVWl8dSGD/3OGZlFV44Q=="], - - "@octokit/rest/@octokit/plugin-rest-endpoint-methods/@octokit/types": ["@octokit/types@15.0.2", "", { "dependencies": { "@octokit/openapi-types": "^26.0.0" } }, "sha512-rR+5VRjhYSer7sC51krfCctQhVTmjyUMAaShfPB8mscVa8tSoLyon3coxQmXu0ahJoLVWl8dSGD/3OGZlFV44Q=="], - - "@opencode/console-app/@cloudflare/vite-plugin/@cloudflare/unenv-preset": ["@cloudflare/unenv-preset@2.7.11", "", { "peerDependencies": { "unenv": "2.0.0-rc.24", "workerd": "^1.20251106.1" }, "optionalPeers": ["workerd"] }, "sha512-se23f1D4PxKrMKOq+Stz+Yn7AJ9ITHcEecXo2Yjb+UgbUDCEBch1FXQC6hx6uT5fNA3kmX3mfzeZiUmpK1W9IQ=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare": ["miniflare@4.20251118.1", "", { "dependencies": { "@cspotcode/source-map-support": "0.8.1", "acorn": "8.14.0", "acorn-walk": "8.3.2", "exit-hook": "2.2.1", "glob-to-regexp": "0.4.1", "sharp": "^0.33.5", "stoppable": "1.1.0", "undici": "7.14.0", "workerd": "1.20251118.0", "ws": "8.18.0", "youch": "4.1.0-beta.10", "zod": "3.22.3" }, "bin": { "miniflare": "bootstrap.js" } }, "sha512-uLSAE/DvOm392fiaig4LOaatxLjM7xzIniFRG5Y3yF9IduOYLLK/pkCPQNCgKQH3ou0YJRHnTN+09LPfqYNTQQ=="], - - "@opencode/console-app/@cloudflare/vite-plugin/ws": ["ws@8.18.0", "", { "peerDependencies": { "bufferutil": "^4.0.1", "utf-8-validate": ">=5.0.2" }, "optionalPeers": ["bufferutil", "utf-8-validate"] }, "sha512-8VbfWfHLbbwu3+N6OKsOMpBdT4kXPDDB9cJk2bJ6mh9ucxdlnNvH1e+roYkKmN9Nxw2yjz7VzeO9oOz2zJ04Pw=="], + "@octokit/request/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], "@opencode/console-app/wrangler/@cloudflare/kv-asset-handler": ["@cloudflare/kv-asset-handler@0.4.0", "", { "dependencies": { "mime": "^3.0.0" } }, "sha512-+tv3z+SPp+gqTIcImN9o0hqE9xyfQjI1XD9pL6NuKjua9B1y7mNYv0S9cP+QEbA4ppVgGZEmKOvHX5G5Ei1CVA=="], @@ -6071,65 +5512,11 @@ "@opencode/stories/@tailwindcss/vite/tailwindcss": ["tailwindcss@4.1.11", "", {}, "sha512-2E9TBm6MDD/xKYe+dvJZAmg3yxIEDNRc0jwlNyDg/4Fil2QcSLjFKGVff0lAf1jjeaArlG/M75Ey/EYr/OJtBA=="], - "@opencode/web/@astrojs/cloudflare/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.7.1", "", {}, "sha512-7dwEVigz9vUWDw3nRwLQ/yH/xYovlUA0ZD86xoeKEBmkz9O6iELG1yri67PgAPW6VLL/xInA4t7H0CK6VmtkKQ=="], - - "@opencode/web/@astrojs/cloudflare/@astrojs/underscore-redirects": ["@astrojs/underscore-redirects@1.0.0", "", {}, "sha512-qZxHwVnmb5FXuvRsaIGaqWgnftjCuMY+GSbaVZdBmE4j8AfgPqKPxYp8SUERyJcjpKCEmO4wD6ybuGH8A2kVRQ=="], - - "@opencode/web/@astrojs/cloudflare/vite": ["vite@6.4.3", "", { "dependencies": { "esbuild": "^0.25.0", "fdir": "^6.4.4", "picomatch": "^4.0.2", "postcss": "^8.5.3", "rollup": "^4.34.9", "tinyglobby": "^0.2.13" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^18.0.0 || ^20.0.0 || >=22.0.0", "jiti": ">=1.21.0", "less": "*", "lightningcss": "^1.21.0", "sass": "*", "sass-embedded": "*", "stylus": "*", "sugarss": "*", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-NTKlcQjlAK7MlQoyb6LgaqHc8sso/pVyUJYWMws3jg21uTJw/LddqIFPcPqP6PzpgbIcZyKI85sFE4HBrQDA8A=="], - - "@opencode/web/@astrojs/starlight/@astrojs/mdx": ["@astrojs/mdx@4.3.14", "", { "dependencies": { "@astrojs/markdown-remark": "6.3.11", "@mdx-js/mdx": "^3.1.1", "acorn": "^8.15.0", "es-module-lexer": "^1.7.0", "estree-util-visit": "^2.0.0", "hast-util-to-html": "^9.0.5", "piccolore": "^0.1.3", "rehype-raw": "^7.0.0", "remark-gfm": "^4.0.1", "remark-smartypants": "^3.0.2", "source-map": "^0.7.6", "unist-util-visit": "^5.0.0", "vfile": "^6.0.3" }, "peerDependencies": { "astro": "^5.0.0" } }, "sha512-FBrqJQORVm+rkRa2TS5CjU9PBA6hkhrwLVBSS9A77gN2+iehvjq1w6yya/d0YKC7osiVorKkr3Qd9wNbl0ZkGA=="], - - "@opencode/web/@astrojs/starlight/astro-expressive-code": ["astro-expressive-code@0.41.7", "", { "dependencies": { "rehype-expressive-code": "^0.41.7" }, "peerDependencies": { "astro": "^4.0.0-beta || ^5.0.0-beta || ^3.3.0 || ^6.0.0-beta" } }, "sha512-hUpogGc6DdAd+I7pPXsctyYPRBJDK7Q7d06s4cyP0Vz3OcbziP3FNzN0jZci1BpCvLn9675DvS7B9ctKKX64JQ=="], - - "@opencode/web/@astrojs/starlight/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], - - "@opencode/web/astro/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.6.1", "", {}, "sha512-l5Pqf6uZu31aG+3Lv8nl/3s4DbUzdlxTWDof4pEpto6GUJNhhCbelVi9dEyurOVyqaelwmS9oSyOWOENSfgo9A=="], - - "@opencode/web/astro/@astrojs/telemetry": ["@astrojs/telemetry@3.2.1", "", { "dependencies": { "ci-info": "^4.2.0", "debug": "^4.4.0", "dlv": "^1.1.3", "dset": "^3.1.4", "is-docker": "^3.0.0", "is-wsl": "^3.1.0", "which-pm-runs": "^1.1.0" } }, "sha512-SSVM820Jqc6wjsn7qYfV9qfeQvePtVc1nSofhyap7l0/iakUKywj3hfy3UJAOV4sGV4Q/u450RD4AaCaFvNPlg=="], - - "@opencode/web/astro/@capsizecss/unpack": ["@capsizecss/unpack@2.4.0", "", { "dependencies": { "blob-to-buffer": "^1.2.8", "cross-fetch": "^3.0.4", "fontkit": "^2.0.2" } }, "sha512-GrSU71meACqcmIUxPYOJvGKF0yryjN/L1aCuE9DViCTJI7bfkjgYDPD1zbNDcINJwSSP6UaBZY9GAbYDO7re0Q=="], - - "@opencode/web/astro/acorn": ["acorn@8.18.0", "", { "bin": { "acorn": "bin/acorn" } }, "sha512-lGq+9yr1/GuAWaVYIHRjvvySG5/4VfKIvC8EWxStPdcDh/Ka7FG3twP6v4d5BkravUilhIAsG4Qj83t02LWUPQ=="], - - "@opencode/web/astro/ci-info": ["ci-info@4.4.0", "", {}, "sha512-77PSwercCZU2Fc4sX94eF8k8Pxte6JAwL4/ICZLFjJLqegs7kCuAsqqj/70NQF6TvDpgFjkubQB2FW2ZZddvQg=="], + "@opencode/web/@astrojs/check/@astrojs/language-server": ["@astrojs/language-server@2.17.2", "", { "dependencies": { "@astrojs/astro2tsx": "^0.1.2", "@astrojs/yaml2ts": "^0.2.4", "@volar/kit": "~2.4.28", "@volar/language-core": "~2.4.28", "@volar/language-server": "~2.4.28", "@volar/language-service": "~2.4.28", "muggle-string": "^0.4.1", "tinyglobby": "^0.2.17", "volar-service-css": "0.0.71", "volar-service-emmet": "0.0.71", "volar-service-html": "0.0.71", "volar-service-prettier": "0.0.71", "volar-service-typescript": "0.0.71", "volar-service-typescript-twoslash-queries": "0.0.71", "volar-service-yaml": "0.0.71", "vscode-html-languageservice": "^5.6.2", "vscode-uri": "^3.2.0" }, "peerDependencies": { "prettier": "^3.0.0", "prettier-plugin-astro": ">=0.11.0" }, "optionalPeers": ["prettier", "prettier-plugin-astro"], "bin": { "astro-ls": "./bin/nodeServer.js" } }, "sha512-WzqCBYo0RtKrkPLPMnTz2+UOQPosaFhoG/PvoSyPIgBU0BKeS6qeaYv7Rscq7P1LxJdoN0VosQF2h2TZTsIGHg=="], - "@opencode/web/astro/common-ancestor-path": ["common-ancestor-path@1.0.1", "", {}, "sha512-L3sHRo1pXXEqX8VU28kfgUY+YGsk09hPqZiZmLacNib6XNTCM8ubYeT7ryXQw8asB1sKgcU5lkB7ONug08aB8w=="], + "@opencode/web/@astrojs/check/chokidar": ["chokidar@5.0.0", "", { "dependencies": { "readdirp": "^5.0.0" } }, "sha512-TQMmc3w+5AxjpL8iIiwebF73dRDF4fBIieAqGn9RGCWaEVwQ6Fb2cGe31Yns0RRIzii5goJ1Y7xbMwo1TxMplw=="], - "@opencode/web/astro/cookie": ["cookie@1.1.1", "", {}, "sha512-ei8Aos7ja0weRpFzJnEA9UHJ/7XQmqglbRwnf2ATjcB9Wq874VKH9kfjjirM6UhU2/E5fFYadylyhFldcqSidQ=="], - - "@opencode/web/astro/diff": ["diff@5.2.2", "", {}, "sha512-vtcDfH3TOjP8UekytvnHH1o1P4FcUdt4eQ1Y+Abap1tk/OB2MWQvcwS2ClCd1zuIhc3JKOx6p3kod8Vfys3E+A=="], - - "@opencode/web/astro/fontace": ["fontace@0.3.1", "", { "dependencies": { "@types/fontkit": "^2.0.8", "fontkit": "^2.0.4" } }, "sha512-9f5g4feWT1jWT8+SbL85aLIRLIXUaDygaM2xPXRmzPYxrOMNok79Lr3FGJoKVNKibE0WCunNiEVG2mwuE+2qEg=="], - - "@opencode/web/astro/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], - - "@opencode/web/astro/magicast": ["magicast@0.3.5", "", { "dependencies": { "@babel/parser": "^7.25.4", "@babel/types": "^7.25.4", "source-map-js": "^1.2.0" } }, "sha512-L0WhttDl+2BOsybvEOLK7fW3UA0OQ0IQ2d6Zl2x/a6vVRs3bAY0ECOSHHeL5jD+SbOpOCUEi0y1DgHEn9Qn1AQ=="], - - "@opencode/web/astro/neotraverse": ["neotraverse@0.6.18", "", {}, "sha512-Z4SmBUweYa09+o6pG+eASabEpP6QkQ70yHj351pQoEXIs8uHbaU2DWVmzBANKgflPa47A50PtB2+NgRpQvr7vA=="], - - "@opencode/web/astro/p-limit": ["p-limit@6.2.0", "", { "dependencies": { "yocto-queue": "^1.1.1" } }, "sha512-kuUqqHNUqoIWp/c467RI4X6mmyuojY5jGutNU0wVTmEOOfcuwLqyMVoAi9MKi2Ak+5i9+nhmrK4ufZE8069kHA=="], - - "@opencode/web/astro/p-queue": ["p-queue@8.1.1", "", { "dependencies": { "eventemitter3": "^5.0.1", "p-timeout": "^6.1.2" } }, "sha512-aNZ+VfjobsWryoiPnEApGGmf5WmNsCo9xu8dfaYamG5qaLP7ClhLN6NgsFe6SwJ2UbLEBK5dv9x8Mn5+RVhMWQ=="], - - "@opencode/web/astro/sharp": ["sharp@0.33.5", "", { "dependencies": { "color": "^4.2.3", "detect-libc": "^2.0.3", "semver": "^7.6.3" }, "optionalDependencies": { "@img/sharp-darwin-arm64": "0.33.5", "@img/sharp-darwin-x64": "0.33.5", "@img/sharp-libvips-darwin-arm64": "1.0.4", "@img/sharp-libvips-darwin-x64": "1.0.4", "@img/sharp-libvips-linux-arm": "1.0.5", "@img/sharp-libvips-linux-arm64": "1.0.4", "@img/sharp-libvips-linux-s390x": "1.0.4", "@img/sharp-libvips-linux-x64": "1.0.4", "@img/sharp-libvips-linuxmusl-arm64": "1.0.4", "@img/sharp-libvips-linuxmusl-x64": "1.0.4", "@img/sharp-linux-arm": "0.33.5", "@img/sharp-linux-arm64": "0.33.5", "@img/sharp-linux-s390x": "0.33.5", "@img/sharp-linux-x64": "0.33.5", "@img/sharp-linuxmusl-arm64": "0.33.5", "@img/sharp-linuxmusl-x64": "0.33.5", "@img/sharp-wasm32": "0.33.5", "@img/sharp-win32-ia32": "0.33.5", "@img/sharp-win32-x64": "0.33.5" } }, "sha512-haPVm1EkS9pgvHrQ/F3Xy+hgcuMV0Wm9vfIBSiwZ05k+xgb0PkBQpGsAA/oWdDobNaZTH5ppvHtzCFbnSEwHVw=="], - - "@opencode/web/astro/shiki": ["shiki@3.23.0", "", { "dependencies": { "@shikijs/core": "3.23.0", "@shikijs/engine-javascript": "3.23.0", "@shikijs/engine-oniguruma": "3.23.0", "@shikijs/langs": "3.23.0", "@shikijs/themes": "3.23.0", "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4" } }, "sha512-55Dj73uq9ZXL5zyeRPzHQsK7Nbyt6Y10k5s7OjuFZGMhpp4r/rsLBH0o/0fstIzX1Lep9VxefWljK/SKCzygIA=="], - - "@opencode/web/astro/tinyexec": ["tinyexec@0.3.2", "", {}, "sha512-KQQR9yN7R5+OSwaK0XQoj22pwHoTlgYqmUscPYoknOoWCWfj/5/ABTMRi69FrKU5ffPVh5QcFikpWJI/P1ocHA=="], - - "@opencode/web/astro/unifont": ["unifont@0.5.2", "", { "dependencies": { "css-tree": "^3.0.0", "ofetch": "^1.4.1", "ohash": "^2.0.0" } }, "sha512-LzR4WUqzH9ILFvjLAUU7dK3Lnou/qd5kD+IakBtBK4S15/+x2y9VX+DcWQv6s551R6W+vzwgVS6tFg3XggGBgg=="], - - "@opencode/web/astro/unstorage": ["unstorage@1.17.5", "", { "dependencies": { "anymatch": "^3.1.3", "chokidar": "^5.0.0", "destr": "^2.0.5", "h3": "^1.15.10", "lru-cache": "^11.2.7", "node-fetch-native": "^1.6.7", "ofetch": "^1.5.1", "ufo": "^1.6.3" }, "peerDependencies": { "@azure/app-configuration": "^1.8.0", "@azure/cosmos": "^4.2.0", "@azure/data-tables": "^13.3.0", "@azure/identity": "^4.6.0", "@azure/keyvault-secrets": "^4.9.0", "@azure/storage-blob": "^12.26.0", "@capacitor/preferences": "^6 || ^7 || ^8", "@deno/kv": ">=0.9.0", "@netlify/blobs": "^6.5.0 || ^7.0.0 || ^8.1.0 || ^9.0.0 || ^10.0.0", "@planetscale/database": "^1.19.0", "@upstash/redis": "^1.34.3", "@vercel/blob": ">=0.27.1", "@vercel/functions": "^2.2.12 || ^3.0.0", "@vercel/kv": "^1 || ^2 || ^3", "aws4fetch": "^1.0.20", "db0": ">=0.2.1", "idb-keyval": "^6.2.1", "ioredis": "^5.4.2", "uploadthing": "^7.4.4" }, "optionalPeers": ["@azure/app-configuration", "@azure/cosmos", "@azure/data-tables", "@azure/identity", "@azure/keyvault-secrets", "@azure/storage-blob", "@capacitor/preferences", "@deno/kv", "@netlify/blobs", "@planetscale/database", "@upstash/redis", "@vercel/blob", "@vercel/functions", "@vercel/kv", "aws4fetch", "db0", "idb-keyval", "ioredis", "uploadthing"] }, "sha512-0i3iqvRfx29hkNntHyQvJTpf5W9dQ9ZadSoRU8+xVlhVtT7jAX57fazYO9EHvcRCfBCyi5YRya7XCDOsbTgkPg=="], - - "@opencode/web/astro/vite": ["vite@6.4.3", "", { "dependencies": { "esbuild": "^0.25.0", "fdir": "^6.4.4", "picomatch": "^4.0.2", "postcss": "^8.5.3", "rollup": "^4.34.9", "tinyglobby": "^0.2.13" }, "optionalDependencies": { "fsevents": "~2.3.3" }, "peerDependencies": { "@types/node": "^18.0.0 || ^20.0.0 || >=22.0.0", "jiti": ">=1.21.0", "less": "*", "lightningcss": "^1.21.0", "sass": "*", "sass-embedded": "*", "stylus": "*", "sugarss": "*", "terser": "^5.16.0", "tsx": "^4.8.1", "yaml": "^2.4.2" }, "optionalPeers": ["@types/node", "jiti", "less", "lightningcss", "sass", "sass-embedded", "stylus", "sugarss", "terser", "tsx", "yaml"], "bin": { "vite": "bin/vite.js" } }, "sha512-NTKlcQjlAK7MlQoyb6LgaqHc8sso/pVyUJYWMws3jg21uTJw/LddqIFPcPqP6PzpgbIcZyKI85sFE4HBrQDA8A=="], - - "@opencode/web/astro/zod": ["zod@3.25.76", "", {}, "sha512-gzUt/qt81nXsFGKIFcC3YnfEAx5NkunCfnDlvuBSSFS02bcXu4Lmea0AFIUwbLWxWPx3d9p8S5QoaujKcNQxcQ=="], - - "@opencode/web/astro/zod-to-ts": ["zod-to-ts@1.2.0", "", { "peerDependencies": { "typescript": "^4.9.4 || ^5.0.2", "zod": "^3" } }, "sha512-x30XE43V+InwGpvTySRNz9kB7qFU8DlyEy7BsSTCHPH1R0QasMmHWZDCzYm6bVXtj/9NNJAZF3jW8rzFvH5OFA=="], - - "@opencode/www/@astrojs/markdown-remark/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.10.4", "", { "dependencies": { "@types/hast": "^3.0.4", "@types/mdast": "^4.0.4", "js-yaml": "^4.3.0", "picomatch": "^4.0.4", "retext-smartypants": "^6.2.0", "shiki": "^4.0.2", "smol-toml": "^1.6.0", "unified": "^11.0.5" } }, "sha512-nozZSy/mKYLqe4YrqbKtdOszedAfXYCtw3wZ0d+CAjz4GqQ4L9rl1ltIL5BlgwmYVinJg/RZ0MgGuWOdlyRZlA=="], - - "@opencode/www/@astrojs/markdown-remark/@astrojs/prism": ["@astrojs/prism@4.0.2", "", { "dependencies": { "prismjs": "^1.30.0" } }, "sha512-KTivpmnz6lDsC6o9H4+DNm2SrE/GHzw8cNAvEJwAvUT+eoaEnn/4NtbDNfRRaxaJHdp15gf+tfHAWiXR4wB3BA=="], + "@opencode/web/@astrojs/check/yargs": ["yargs@18.2.0", "", { "dependencies": { "cliui": "^9.0.1", "escalade": "^3.1.1", "get-caller-file": "^2.0.5", "string-width": "^8.2.1", "y18n": "^5.0.5", "yargs-parser": "^22.0.0" } }, "sha512-9OpKOLeaoNFecEp7P6iYbzze/5CqWoH7N3SMs/6y1XF4nMvFMspEGZzJ6uFi9MmQwXhyzqYoSEKO3tvA3Z/o2w=="], "@opentelemetry/instrumentation/@opentelemetry/api-logs/@opentelemetry/api": ["@opentelemetry/api@1.9.1", "", {}, "sha512-gLyJlPHPZYdAk1JENA9LeHejZe1Ti77/pTeFm/nMXmQH/HFZlcS/O2XJB+L8fkbrNSqhdtlvjBVjxwUYanNH5Q=="], @@ -6181,75 +5568,49 @@ "@tailwindcss/node/lightningcss/lightningcss-win32-x64-msvc": ["lightningcss-win32-x64-msvc@1.32.0", "", { "os": "win32", "cpu": "x64" }, "sha512-Amq9B/SoZYdDi1kFrojnoqPLxYhQ4Wo5XiL8EVJrVsB8ARoC1PWW6VGtT0WKCemjy8aC+louJnjS7U18x3b06Q=="], - "ansi-align/string-width/emoji-regex": ["emoji-regex@8.0.0", "", {}, "sha512-MSjYzcWNOA0ewAHpz0MxpYFvwg6yjy1NG3xteoqz644VCo/RPgnr1/GGt+ic3iJTzQ8Eu3TdM14SawnVUmGE6A=="], - - "ansi-align/string-width/strip-ansi": ["strip-ansi@6.0.1", "", { "dependencies": { "ansi-regex": "^5.0.1" } }, "sha512-Y38VPSHcqkFrCpFnQ9vuSXmquuv5oXOKpGeT6aGrr3o3Gc9AlVa6JBfUSOCnbxGGZF+/0ooI7KrPuUSztUdU5A=="], - "app-builder-lib/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], "app-builder-lib/which/isexe": ["isexe@3.1.5", "", {}, "sha512-6B3tLtFqtQS4ekarvLVMZ+X+VlvQekbe4taUkf/rhVO3d/h0M2rfARm/pXLcPEsjjMsFgrFgSrhQIxcSVrBz8w=="], - "archiver-utils/glob/jackspeak": ["jackspeak@3.4.3", "", { "dependencies": { "@isaacs/cliui": "^8.0.2" }, "optionalDependencies": { "@pkgjs/parseargs": "^0.11.0" } }, "sha512-OGlZQpz2yfahA/Rd1Y8Cd9SIEsqvXkLVoSw/cgwhnhFMDbsQFeZYoJJ7bIZBS9BcamUW96asq/npPWugM+RQBw=="], - - "archiver-utils/glob/minimatch": ["minimatch@9.0.9", "", { "dependencies": { "brace-expansion": "^2.0.2" } }, "sha512-OBwBN9AL4dqmETlpS2zasx+vTeWclWzkblfZk7KTA5j3jeOONz/tRCnZomUyvNg83wL5Zv9Ss6HMJXAgL8R2Yg=="], - - "archiver-utils/glob/path-scurry": ["path-scurry@1.11.1", "", { "dependencies": { "lru-cache": "^10.2.0", "minipass": "^5.0.0 || ^6.0.2 || ^7.0.0" } }, "sha512-Xa4Nw17FS9ApQFJ9umLiJS4orGjm7ZzwUrwamcGQuHSzDyth9boKDaycYdDcZDuqYATXw4HFXgaqWTctW/v1HA=="], - - "astro/@clack/prompts/@clack/core": ["@clack/core@1.4.3", "", { "dependencies": { "fast-wrap-ansi": "^0.2.0", "sisteransi": "^1.0.5" } }, "sha512-/kr3UWNtdJfxZtPgDqUOmG2pvwlmcLGheex5yiZKdwbzZJxhV+HMNR9QNmyY5cGwTNV6LrR7Jtp+KjhUAP1qBQ=="], - - "astro/esbuild/@esbuild/aix-ppc64": ["@esbuild/aix-ppc64@0.28.1", "", { "os": "aix", "cpu": "ppc64" }, "sha512-Svl7tq8k/08+p6CXPpRjQ1fKX+1odH/BQbb48fV6fj3CWHhsoIOoY87w1oHXm0qEpkIK3ZfVgp0hed3XBXzXMQ=="], - - "astro/esbuild/@esbuild/android-arm": ["@esbuild/android-arm@0.28.1", "", { "os": "android", "cpu": "arm" }, "sha512-0k2F129Xdio1TdJfzJ8sy1Q47vUD2NnwdhiAf7drUN1EBTfPf4hsFCtmMgu/6m8JSzsBrlmVjudMBQqOfG8usQ=="], - - "astro/esbuild/@esbuild/android-arm64": ["@esbuild/android-arm64@0.28.1", "", { "os": "android", "cpu": "arm64" }, "sha512-34EGEbCIAgosYz6goLcopX6Mo7NyGv9tfwEM2/7Ce2VcVRk568iSvniGWcUXIy7wEDR1wzolcxcriFVrWYcwBg=="], - - "astro/esbuild/@esbuild/android-x64": ["@esbuild/android-x64@0.28.1", "", { "os": "android", "cpu": "x64" }, "sha512-dbwY7ltSMDWsRatcRpCnES4F+im88OCUgGZjy52shC7GqHRE/cYlxNbB4Z4UpJswpcc4Qxd2oE/ufM0p61IKng=="], - - "astro/esbuild/@esbuild/darwin-arm64": ["@esbuild/darwin-arm64@0.28.1", "", { "os": "darwin", "cpu": "arm64" }, "sha512-TZbWkQY7kvTAXbXUT7uVACR5cMHsDiSz9z7ZKAX/RTq/WJEk3QyRr0wZpNhBDX+/0CtdqUIJlOiodQcta6tY3Q=="], - - "astro/esbuild/@esbuild/darwin-x64": ["@esbuild/darwin-x64@0.28.1", "", { "os": "darwin", "cpu": "x64" }, "sha512-zfdzgK9ACBNZLI/CyHTOx81SyNbM6YXn7rxSgX97VjyiPl9W1i4Ka4fgKECEoFCKGpvBj5qArWIGgQjOwkgskQ=="], - - "astro/esbuild/@esbuild/freebsd-arm64": ["@esbuild/freebsd-arm64@0.28.1", "", { "os": "freebsd", "cpu": "arm64" }, "sha512-wG2EA8ENdEI0qhkSZMjfqrdY+ziCYCPMmtZjjIwOmXFjmyzEHn+UUxk5of+SYsjtfs3VpnlC7QLzSI5hY/rOAw=="], - - "astro/esbuild/@esbuild/freebsd-x64": ["@esbuild/freebsd-x64@0.28.1", "", { "os": "freebsd", "cpu": "x64" }, "sha512-i7dZ9vQgnvSCzi/rYCXNgtF/U+eKZNJBzu3eTQbRgHnM7tNSizLOkRFAl3qzVc/Op/u5YkHHa4pf/3DOYHthLQ=="], + "astro/@astrojs/internal-helpers/picomatch": ["picomatch@4.0.5", "", {}, "sha512-RvwwcruNjI1ncT5xRakeyS9Lf8lcItv34KD+aif+VH9kduAyfYBipGh12274xtenIPZ119/R9BdTBa8gAwSh0A=="], - "astro/esbuild/@esbuild/linux-arm": ["@esbuild/linux-arm@0.28.1", "", { "os": "linux", "cpu": "arm" }, "sha512-qVXBOHQS+d5Y722GwJzJUtOLlX7km3CraOaGormF1pDtPd2C/l1SHRPgjLunLGe51Sh5YYWKMFDyV4SxgMQYTQ=="], + "astro/@astrojs/internal-helpers/yaml": ["yaml@2.9.1", "", { "bin": { "yaml": "bin.mjs" } }, "sha512-3NxN8+78OdzbT7C/WjGsyfPAtJaN3FNDsWxv7Y7mcDsT/oOmgW8BpyQQFFBnvZE3j9Y2Sdz1ULFLezL7Eb2yFw=="], - "astro/esbuild/@esbuild/linux-arm64": ["@esbuild/linux-arm64@0.28.1", "", { "os": "linux", "cpu": "arm64" }, "sha512-yHs+0uc8+nvEAfAfxrWQKK5peSNzBc4PegcMO0EJ2hT71uA7vB8Ihg2e77R2P7SG5uYjPbHlLLmve4LLLRCf0g=="], + "astro/@clack/prompts/@clack/core": ["@clack/core@1.5.1", "", { "dependencies": { "fast-wrap-ansi": "^0.2.0", "sisteransi": "^1.0.5" } }, "sha512-iHTrHA8MtVuLl2TfZySmcKv1qO2PoyC9Z7pfSDozEuV5vtY3/wcOPKJXlqJ5Oq2Cx5DDGQGAMVx6HZfRRoVEbQ=="], - "astro/esbuild/@esbuild/linux-ia32": ["@esbuild/linux-ia32@0.28.1", "", { "os": "linux", "cpu": "ia32" }, "sha512-d1z4ZuP0ajrfz/FhGT4vv278rX8KnPPJx8i5+AtK7TYbx9Le9F1hyzurZpkEyjkGa9dUGhQow4C1NmeGvqxN2w=="], + "astro/magic-string/@jridgewell/sourcemap-codec": ["@jridgewell/sourcemap-codec@1.6.0", "", {}, "sha512-T7jf+5zgsZHwNJ4lvQ7/aezbyk0nNX+zJVWpmHA7VYsEx7a7qr5Rg5IbtJFqkgze5Y2sruq1RUY8Q837Od7iFw=="], - "astro/esbuild/@esbuild/linux-loong64": ["@esbuild/linux-loong64@0.28.1", "", { "os": "linux", "cpu": "none" }, "sha512-M5sRjUVZrkm1OAPR3dlOYzNmN+loZKGVi1VUQGrwuqLcbR6qeAz+famMhjASeH3YVKvZz+zT1jlh/keC3Rj/lg=="], + "astro/rolldown/@oxc-project/types": ["@oxc-project/types@0.154.0", "", {}, "sha512-KYOUGQFlLWR+s4QMV2Q9ko38TZm7EdO87Qm7rvZLqk/webse/cDjtyxKhg/47l0byCbs/k46LT8qc4PKjAikzA=="], - "astro/esbuild/@esbuild/linux-mips64el": ["@esbuild/linux-mips64el@0.28.1", "", { "os": "linux", "cpu": "none" }, "sha512-mRObBZeHh2OxcBFPWE/FjylkRgZdYuiTR3vaTozquCGOH14iP9oN4x4Ge81CoIDYQrXmIxpFumJBu5MtZpnQJQ=="], + "astro/rolldown/@rolldown/binding-android-arm-eabi": ["@rolldown/binding-android-arm-eabi@1.2.14", "", { "os": "android", "cpu": "arm" }, "sha512-aWR+XKH9+rW7m5fWq/5360J3mHycrx/o6xZM2DQFdJnTMdyP7/WzxPjhtLbVWdKo2y612/4U1bWqb3HQhiF7vg=="], - "astro/esbuild/@esbuild/linux-ppc64": ["@esbuild/linux-ppc64@0.28.1", "", { "os": "linux", "cpu": "ppc64" }, "sha512-slScBsMAb3GFDcdrCgLwZtPYRoH2H/youv10QiZyRjmsP48fznoveWytSgCI/R0ZcUgpc0ZhIUEx6LHts8yrfQ=="], + "astro/rolldown/@rolldown/binding-android-arm64": ["@rolldown/binding-android-arm64@1.2.14", "", { "os": "android", "cpu": "arm64" }, "sha512-QiVxHofl6A8lQU7WAtOUY4QMVZXohxwz7WJJoeh8NBEUyKfIkMRKhYyq8az/1RypNiIXzNTtiS6KwHz0erxYRQ=="], - "astro/esbuild/@esbuild/linux-riscv64": ["@esbuild/linux-riscv64@0.28.1", "", { "os": "linux", "cpu": "none" }, "sha512-kw0owk1o0GFETUJyW0jc0G4Yzs0BHZn0JDZ8JRT088vjJYX777BAs1fDGxAC+q831qOs2DTC96mNsG2opdfyyQ=="], + "astro/rolldown/@rolldown/binding-darwin-arm64": ["@rolldown/binding-darwin-arm64@1.2.14", "", { "os": "darwin", "cpu": "arm64" }, "sha512-lTQOzHuBIooh3jIr5XINQkjPGEuGy+Dsy0meXDr6Sjty0b99kYgGh4uBC/8mJX1T0kC8d6S0aPP1Y+bHkh6aBw=="], - "astro/esbuild/@esbuild/linux-s390x": ["@esbuild/linux-s390x@0.28.1", "", { "os": "linux", "cpu": "s390x" }, "sha512-/lAIjX8aYFRByhh6L5rYtPEDRqa9de/4V/juOXcta5frjvzXO4/sqEtyytse0g3zZFuWu5cDN0MkLz2qRDD2Ag=="], + "astro/rolldown/@rolldown/binding-darwin-x64": ["@rolldown/binding-darwin-x64@1.2.14", "", { "os": "darwin", "cpu": "x64" }, "sha512-hyMKEGatjmBYCs/Q4sbIcL/GqpFEqsX3wc+HYVQ/85A4rxc1o7rPm4DUI4GV4k/h0ITddwFSGpqQunI14GXjTA=="], - "astro/esbuild/@esbuild/linux-x64": ["@esbuild/linux-x64@0.28.1", "", { "os": "linux", "cpu": "x64" }, "sha512-u/anNYF2mmVOEDwLtnQ1wOr3EZ9sTNGLWrsYGYwHWzGA3Si84IOkHXlbWTD1NB+9/1lcnweYKO54uhxZydNzfA=="], + "astro/rolldown/@rolldown/binding-freebsd-x64": ["@rolldown/binding-freebsd-x64@1.2.14", "", { "os": "freebsd", "cpu": "x64" }, "sha512-u371GbXoVXrEgP20PwzoGNOdAOqAMhzo19JzzY+V4YmmnC+DTOoqdbMu+O+54emM59Mik/UdrtWgcuEDKWRPKA=="], - "astro/esbuild/@esbuild/netbsd-arm64": ["@esbuild/netbsd-arm64@0.28.1", "", { "os": "none", "cpu": "arm64" }, "sha512-oks0DYbLwWMmaakTsCb+zL4E+aHRVLom9IJZOAthMQEPiQmydXHkziYEsGYRx0uNV/IjEKGAV941JzH02pflqw=="], + "astro/rolldown/@rolldown/binding-linux-arm-gnueabihf": ["@rolldown/binding-linux-arm-gnueabihf@1.2.14", "", { "os": "linux", "cpu": "arm" }, "sha512-BqwKsdZQf6EqVWr8fv2MrDYzAvOZ7+NYFSJESRGs87fkseEhs0TU9TXgRJTkZoRRkxTizyEg1LKUXfU3/78uqg=="], - "astro/esbuild/@esbuild/netbsd-x64": ["@esbuild/netbsd-x64@0.28.1", "", { "os": "none", "cpu": "x64" }, "sha512-aeL6lAnN89Hz43Mlh1G8ARasbuoYvSITDEx0tHh5b7jJnHcssqgjy9Yx430GDpmCa6OyrKoS0aNRjKundRizGg=="], + "astro/rolldown/@rolldown/binding-linux-arm64-gnu": ["@rolldown/binding-linux-arm64-gnu@1.2.14", "", { "os": "linux", "cpu": "arm64" }, "sha512-SD9kY8M009x/7s57Z1dgUVlP5+uYBgKQK0Tkr1WIWngrtUJmRCW1RJFMY7QDla2khXhmg2i5Io7MUjcmZNZ/KQ=="], - "astro/esbuild/@esbuild/openbsd-arm64": ["@esbuild/openbsd-arm64@0.28.1", "", { "os": "openbsd", "cpu": "arm64" }, "sha512-MEFJe5C3R8pwXdZ5Y21oo6m7ePiS0d9pWucn99O/wvyJZChoIQKrQDxKrGeW8F5+T0okTHesAmDeiHDTIq0V/Q=="], + "astro/rolldown/@rolldown/binding-linux-arm64-musl": ["@rolldown/binding-linux-arm64-musl@1.2.14", "", { "os": "linux", "cpu": "arm64" }, "sha512-BJ2CL19M6uuWesMgnqJzgxoI+N+eV7b0A9O9vLV42y+gitC41fNa8KElau1tHVzuLWX5GzEuxMPhAO0tQXQMkg=="], - "astro/esbuild/@esbuild/openbsd-x64": ["@esbuild/openbsd-x64@0.28.1", "", { "os": "openbsd", "cpu": "x64" }, "sha512-i/ZLIOafE0Z8cI/XANJAixoJL/uRAoS2xOA3rb0xN+KK0K177cMAsQYkzHtBrtMXAKuAc7HGgcWiZ/sRC1Nxgw=="], + "astro/rolldown/@rolldown/binding-linux-ppc64-gnu": ["@rolldown/binding-linux-ppc64-gnu@1.2.14", "", { "os": "linux", "cpu": "ppc64" }, "sha512-4+Kl8daPV8NDHaD7mfCcc1pRM+Qg7ab8DyMm5FG5WoZgv4h2i3KFN1CybYBNbQqmuYm7ftJLvmMI1eHYJ22S/Q=="], - "astro/esbuild/@esbuild/openharmony-arm64": ["@esbuild/openharmony-arm64@0.28.1", "", { "os": "none", "cpu": "arm64" }, "sha512-ge+Z7EXFNt2BO1oAMsVpiQ8EwndV9i1xXerAeTIK7AtPs3bKFXQM7nlRxDSIUIMeueR1CNXxqztLzdNeReKBJg=="], + "astro/rolldown/@rolldown/binding-linux-s390x-gnu": ["@rolldown/binding-linux-s390x-gnu@1.2.14", "", { "os": "linux", "cpu": "s390x" }, "sha512-V/h8ePq1fKDrmtFMz6xcCN3DKvuvMRrwwD1q0PkBeeo4DpK64biaKvqWGVxqCeYKqeRk7gE7/iKPxLCn08O97A=="], - "astro/esbuild/@esbuild/sunos-x64": ["@esbuild/sunos-x64@0.28.1", "", { "os": "sunos", "cpu": "x64" }, "sha512-BEjgtECkL3vY+SaSQ6nzVfiALUeFxpawyp8Jmf5PtYhf1Ug40N1h/hxlhts+f1FvSvarEigdxS3BlSMI2PJLcQ=="], + "astro/rolldown/@rolldown/binding-linux-x64-gnu": ["@rolldown/binding-linux-x64-gnu@1.2.14", "", { "os": "linux", "cpu": "x64" }, "sha512-WxalXzgrLVpKC93xfpaJ3gCXUWzeCr+FRCbDVD2mUAy4L6Vo3lNVz0epUEUpxPWJkLNYUwM4OSIikv36OJ9mLg=="], - "astro/esbuild/@esbuild/win32-arm64": ["@esbuild/win32-arm64@0.28.1", "", { "os": "win32", "cpu": "arm64" }, "sha512-lCv9eK/H6ZJWbE7bh2nw54CZ9M2nupBxJcTsdk/QQnWkdSjKGuxmmH8/GWrlT1eMmZfn4dGcCjRte397WqfQXA=="], + "astro/rolldown/@rolldown/binding-linux-x64-musl": ["@rolldown/binding-linux-x64-musl@1.2.14", "", { "os": "linux", "cpu": "x64" }, "sha512-3G3tnAmTpdk9jO3GQtyHXqeFD2SlecfTws/Y3M2mmj9nMBwwuLT4kur8sZKeu7ENUHSpVO3cIsm5A52LEWWwlg=="], - "astro/esbuild/@esbuild/win32-ia32": ["@esbuild/win32-ia32@0.28.1", "", { "os": "win32", "cpu": "ia32" }, "sha512-zvb/mB2bSCoJOpoCBgYKKpX6YM6mJBlBUVUtVj41DlZJVEB6/0CKlRYxP5wWl1C1ILiCoAU5wZZ4q1P3qeS6Eg=="], + "astro/rolldown/@rolldown/binding-openharmony-arm64": ["@rolldown/binding-openharmony-arm64@1.2.14", "", { "os": "none", "cpu": "arm64" }, "sha512-qyr5XiNGxm2ytx17vvtcJ9nXn6v1gENETi503bJx3OGwZ1tSonj7BosxbMa/xeAfSl5iS9X6KjEWYXLu6v1L7Q=="], - "astro/esbuild/@esbuild/win32-x64": ["@esbuild/win32-x64@0.28.1", "", { "os": "win32", "cpu": "x64" }, "sha512-bm4Mowrv+GXMlpWX++EcXw/iLyd1o3+bJkC2DkWXYVvgZCqD/bSj9ctZeAMC3cIxgjRVR2Dufaiu4YPxr5gW1A=="], + "astro/rolldown/@rolldown/binding-win32-arm64-msvc": ["@rolldown/binding-win32-arm64-msvc@1.2.14", "", { "os": "win32", "cpu": "arm64" }, "sha512-oA4o5o0S2yB199YyYXDzKUv1Z56Rc+mgOjwm7Z/vJ9Z8igiDPYvoOuDyo6g7AK/ZaF09nPhDKVnGBcYHO11GXA=="], - "astro/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], + "astro/rolldown/@rolldown/binding-win32-x64-msvc": ["@rolldown/binding-win32-x64-msvc@1.2.14", "", { "os": "win32", "cpu": "x64" }, "sha512-9mE94bf2GZUaR/fUSXCMpBoWkctu421Mi0ORpm4zqfbkjKep7RxzPFa5etcGs5h+2KApoWBOA/hAJa/7saGgEQ=="], "astro/unstorage/chokidar": ["chokidar@5.0.0", "", { "dependencies": { "readdirp": "^5.0.0" } }, "sha512-TQMmc3w+5AxjpL8iIiwebF73dRDF4fBIieAqGn9RGCWaEVwQ6Fb2cGe31Yns0RRIzii5goJ1Y7xbMwo1TxMplw=="], @@ -6257,6 +5618,8 @@ "astro/unstorage/ofetch": ["ofetch@1.5.1", "", { "dependencies": { "destr": "^2.0.5", "node-fetch-native": "^1.6.7", "ufo": "^1.6.1" } }, "sha512-2W4oUZlVaqAPAil6FUg/difl6YhqhUR7x2eZY4bQCko22UXg3hptq9KLQdqFClV+Wu85UX7hNtdGTngi/1BxcA=="], + "astro/vite/postcss": ["postcss@8.5.31", "", { "dependencies": { "nanoid": "^3.3.20", "picocolors": "^1.1.1", "source-map-js": "^1.2.2" } }, "sha512-YUbWYCgErwnMAVkjUnYa+KlMBzGpHwiIt/DE7f0G33AuX2LH9UcTk6KgWxd3zRU+pN3u/C+Xl3EnMLM4Hea7Sg=="], + "babel-plugin-module-resolver/glob/minimatch": ["minimatch@8.0.7", "", { "dependencies": { "brace-expansion": "^2.0.1" } }, "sha512-V+1uQNdzybxa14e/p00HZnQNNcTjnRJjDxg2V8wtkjFctq4M7hXFws4oekyTP0Jebeq7QYtpFyOeBAjc88zvYg=="], "babel-plugin-module-resolver/glob/minipass": ["minipass@4.2.8", "", {}, "sha512-fNzuVyifolSLFL4NzpF+wEF4qrgqaaKX0haXPQEdQ7NKAN+WecoKMHV09YcuL/DHxrUsYQOK3MiuDf7Ip2OXfQ=="], @@ -6273,16 +5636,12 @@ "csso/css-tree/mdn-data": ["mdn-data@2.0.28", "", {}, "sha512-aylIc7Z9y4yzHYAJNuESG3hfhC+0Ibp/MAMiaOZgNv4pmEdFyfZhhhny4MNiAfWdBQ1RQ2mfDWmM1x8SvGyp8g=="], - "dir-compare/minimatch/brace-expansion": ["brace-expansion@1.1.18", "", { "dependencies": { "balanced-match": "^1.0.0", "concat-map": "0.0.1" } }, "sha512-Edep/X9fGqVNmzKBVsDYIOtD+z1tuezV70LBjdCst9Tqu76lsnvRiZ6oTic1n+/BIwX6QDGAO94PN4N2SADvtw=="], + "dir-compare/minimatch/brace-expansion": ["brace-expansion@1.1.21", "", { "dependencies": { "balanced-match": "^1.0.0", "concat-map": "0.0.1" } }, "sha512-9zeA+KLZNNzglF2TPKRQEDyx6Yby7daAkuy8MiPzpXPsYDWi/DRM8jmwUDxokQjYqBpv5DgPiwD4h4ZZSy1Ujw=="], "dir-compare/p-limit/yocto-queue": ["yocto-queue@0.1.0", "", {}, "sha512-rVksvsnNCdJ/ohGc6xgPwyN8eheCxsiLM8mxuE/t/mOVqJewPuO1miLpTHQiRgTKCLexL4MeAFVagts7HmNZ2Q=="], "dmg-builder/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], - "duplexer2/readable-stream/safe-buffer": ["safe-buffer@5.1.2", "", {}, "sha512-Gd2UZBJDkXlY7GbJxfsE8/nvKkUEU1G38c1siN6QP6a9PT9MmHB8GnpscSmMJSoF8LOIrt8ud/wPtojys4G6+g=="], - - "duplexer2/readable-stream/string_decoder": ["string_decoder@1.1.1", "", { "dependencies": { "safe-buffer": "~5.1.0" } }, "sha512-n/ShnvDi6FHbbVfviro+WojiFzv+s8MPMHBczVePfUpDJLwoLT0ht1l4YwBCbi8pJAveEEdnkHyPyTP/mzRfwg=="], - "electron-updater/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], "electron-winstaller/fs-extra/jsonfile": ["jsonfile@4.0.0", "", { "optionalDependencies": { "graceful-fs": "^4.1.6" } }, "sha512-m6F1R3z8jjlf2imQHS2Qez5sjKWQzbuuhuJ/FKYFRZvPE3PuHcSMVZzfsLhGVOkfd20obL5SWEBew5ShlquNxg=="], @@ -6291,11 +5650,11 @@ "electron/@electron/get/env-paths": ["env-paths@3.0.0", "", {}, "sha512-dtJUTepzMW3Lm/NPxRf3wP4642UWhjL2sQxc+ym2YMj1m/H2zDNQOlezafzkHwn6sMstjHTwG6iQQsctDW/b1A=="], - "electron/@electron/get/undici": ["undici@7.29.0", "", {}, "sha512-IDxfleLmmbSskfWSUATiN1nfn2rDuvnMOqb5CWR92iIfojA0Ud+ulOAAEQ57LPr9rWmsreUyf5lwyao+7GNNVw=="], + "electron/@electron/get/undici": ["undici@7.30.1", "", {}, "sha512-03KrMbjIFDWQR5RNPrSw3bd1r12JpyFQl9/yxjUbJtqkjmllqC5lFjZh6ujeuJCKr8EOQvRW872Oy/az+nLYxg=="], "enquirer/strip-ansi/ansi-regex": ["ansi-regex@5.0.1", "", {}, "sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ=="], - "filelist/minimatch/brace-expansion": ["brace-expansion@2.1.4", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-hGfVzPxthbf3+2yjg/RBs60cB0FhqBS/zvdV/4wn4/BmN0bNMMHPc4V/BbFieqf1TKAGGAHnY4eSjajCl0f2Xg=="], + "filelist/minimatch/brace-expansion": ["brace-expansion@2.1.7", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-uZbew1NqdmPDTMJ8ah1y+b+9QEJrfkXFk3RcTQw3X0jW/xRUvFKsg1CfQdSYGdTbXZWExtU3J3ccxtnfw1Fi0g=="], "form-data/mime-types/mime-db": ["mime-db@1.52.0", "", {}, "sha512-sPU4uV7dYlvtWJxwwxHD0PuihVNiE7TyAbQ5SWxDCB9mUYvOgroQOwYQQOKPJ8CIbE+1ETVlOoK1UC2nU3gYvg=="], @@ -6303,10 +5662,6 @@ "hosted-git-info/lru-cache/yallist": ["yallist@4.0.0", "", {}, "sha512-3wdGidZyq5PB084XLES5TpOSRA3wjXAlIWMhum2kRcv/41Sn2emQ0dycQW4uZXLejwKvg6EsvbdlVL+FYEct7A=="], - "lazystream/readable-stream/safe-buffer": ["safe-buffer@5.1.2", "", {}, "sha512-Gd2UZBJDkXlY7GbJxfsE8/nvKkUEU1G38c1siN6QP6a9PT9MmHB8GnpscSmMJSoF8LOIrt8ud/wPtojys4G6+g=="], - - "lazystream/readable-stream/string_decoder": ["string_decoder@1.1.1", "", { "dependencies": { "safe-buffer": "~5.1.0" } }, "sha512-n/ShnvDi6FHbbVfviro+WojiFzv+s8MPMHBczVePfUpDJLwoLT0ht1l4YwBCbi8pJAveEEdnkHyPyTP/mzRfwg=="], - "miniflare/sharp/@img/sharp-darwin-arm64": ["@img/sharp-darwin-arm64@0.34.5", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-arm64": "1.2.4" }, "os": "darwin", "cpu": "arm64" }, "sha512-imtQ3WMJXbMY4fxb/Ndp6HBTNVtWCUI0WdobyheGf5+ad6xX8VIDO8u2xE4qc/fr08CKG/7dDseFtn6M6g/r3w=="], "miniflare/sharp/@img/sharp-darwin-x64": ["@img/sharp-darwin-x64@0.34.5", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-x64": "1.2.4" }, "os": "darwin", "cpu": "x64" }, "sha512-YNEFAF/4KQ/PeW0N+r+aVVsoIY0/qxxikF2SWdp+NRkmMB7y9LBZAVqQ4yhGCm/H3H270OSykqmQMKLBhBJDEw=="], @@ -6347,8 +5702,6 @@ "miniflare/sharp/@img/sharp-linuxmusl-x64": ["@img/sharp-linuxmusl-x64@0.34.5", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-x64": "1.2.4" }, "os": "linux", "cpu": "x64" }, "sha512-Jg8wNT1MUzIvhBFxViqrEhWDGzqymo3sV7z7ZsaWbZNDLXRJZoRGrjulp60YYtV4wfY8VIKcWidjojlLcWrd8Q=="], - "miniflare/sharp/@img/sharp-wasm32": ["@img/sharp-wasm32@0.34.5", "", { "dependencies": { "@emnapi/runtime": "^1.7.0" }, "cpu": "none" }, "sha512-OdWTEiVkY2PHwqkbBI8frFxQQFekHaSSkUIJkwzclWZe64O1X4UlUjqqqLaPbUpMOQk6FBu/HtlGXNblIs0huw=="], - "miniflare/sharp/@img/sharp-win32-arm64": ["@img/sharp-win32-arm64@0.34.5", "", { "os": "win32", "cpu": "arm64" }, "sha512-WQ3AgWCWYSb2yt+IG8mnC6Jdk9Whs7O0gxphblsLvdhSpSTtmu69ZG1Gkb6NuvxsNACwiPV6cNSZNzt0KPsw7g=="], "miniflare/sharp/@img/sharp-win32-ia32": ["@img/sharp-win32-ia32@0.34.5", "", { "os": "win32", "cpu": "ia32" }, "sha512-FV9m/7NmeCmSHDD5j4+4pNI8Cp3aW+JvLoXcTUo0IqyjSfAZJ8dIUmijx1qaJsIiU+Hosw6xM5KijAWRJCSgNg=="], @@ -6359,14 +5712,14 @@ "minipass-pipeline/minipass/yallist": ["yallist@4.0.0", "", {}, "sha512-3wdGidZyq5PB084XLES5TpOSRA3wjXAlIWMhum2kRcv/41Sn2emQ0dycQW4uZXLejwKvg6EsvbdlVL+FYEct7A=="], + "node-html-parser/css-select/css-what": ["css-what@6.2.2", "", {}, "sha512-u/O3vwbptzhMs3L1fQE82ZSLHQQfto5gyZzwteVIEyeaY5Fc7R4dapF/BvRoSYFeqfBk4m0V1Vafq5Pjv25wvA=="], + "openid-client/lru-cache/yallist": ["yallist@4.0.0", "", {}, "sha512-3wdGidZyq5PB084XLES5TpOSRA3wjXAlIWMhum2kRcv/41Sn2emQ0dycQW4uZXLejwKvg6EsvbdlVL+FYEct7A=="], "p-locate/p-limit/yocto-queue": ["yocto-queue@0.1.0", "", {}, "sha512-rVksvsnNCdJ/ohGc6xgPwyN8eheCxsiLM8mxuE/t/mOVqJewPuO1miLpTHQiRgTKCLexL4MeAFVagts7HmNZ2Q=="], "pkg-up/find-up/locate-path": ["locate-path@3.0.0", "", { "dependencies": { "p-locate": "^3.0.0", "path-exists": "^3.0.0" } }, "sha512-7AO748wWnIhNqAuaty2ZWHkQHRSNfPVIsPIfwEOWO22AmaoVrWavlOcMR5nzTLNYvp36X220/maaRsrec1G65A=="], - "readdir-glob/minimatch/brace-expansion": ["brace-expansion@2.1.4", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-hGfVzPxthbf3+2yjg/RBs60cB0FhqBS/zvdV/4wn4/BmN0bNMMHPc4V/BbFieqf1TKAGGAHnY4eSjajCl0f2Xg=="], - "rimraf/glob/jackspeak": ["jackspeak@3.4.3", "", { "dependencies": { "@isaacs/cliui": "^8.0.2" }, "optionalDependencies": { "@pkgjs/parseargs": "^0.11.0" } }, "sha512-OGlZQpz2yfahA/Rd1Y8Cd9SIEsqvXkLVoSw/cgwhnhFMDbsQFeZYoJJ7bIZBS9BcamUW96asq/npPWugM+RQBw=="], "rimraf/glob/minimatch": ["minimatch@9.0.9", "", { "dependencies": { "brace-expansion": "^2.0.2" } }, "sha512-OBwBN9AL4dqmETlpS2zasx+vTeWclWzkblfZk7KTA5j3jeOONz/tRCnZomUyvNg83wL5Zv9Ss6HMJXAgL8R2Yg=="], @@ -6435,19 +5788,71 @@ "wrap-ansi-cjs/strip-ansi/ansi-regex": ["ansi-regex@5.0.1", "", {}, "sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ=="], + "wrap-ansi/string-width/emoji-regex": ["emoji-regex@8.0.0", "", {}, "sha512-MSjYzcWNOA0ewAHpz0MxpYFvwg6yjy1NG3xteoqz644VCo/RPgnr1/GGt+ic3iJTzQ8Eu3TdM14SawnVUmGE6A=="], + + "wrap-ansi/strip-ansi/ansi-regex": ["ansi-regex@5.0.1", "", {}, "sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ=="], + "yargs/string-width/emoji-regex": ["emoji-regex@8.0.0", "", {}, "sha512-MSjYzcWNOA0ewAHpz0MxpYFvwg6yjy1NG3xteoqz644VCo/RPgnr1/GGt+ic3iJTzQ8Eu3TdM14SawnVUmGE6A=="], "yargs/string-width/strip-ansi": ["strip-ansi@6.0.1", "", { "dependencies": { "ansi-regex": "^5.0.1" } }, "sha512-Y38VPSHcqkFrCpFnQ9vuSXmquuv5oXOKpGeT6aGrr3o3Gc9AlVa6JBfUSOCnbxGGZF+/0ooI7KrPuUSztUdU5A=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-wasm32-wasi/@emnapi/core": ["@emnapi/core@1.11.1", "", { "dependencies": { "@emnapi/wasi-threads": "1.2.2", "tslib": "^2.4.0" } }, "sha512-RSvbQmHzdKzNsLYa/wHrbc3KN4sYLKAdPZxqiM2HATqv/SBk2/ENSHpvXGaLOMcsAyz0poEGqkmmKYG3OWiJEQ=="], + "@astrojs/mdx/@astrojs/internal-helpers/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], - "@aws-crypto/sha1-browser/@smithy/util-utf8/@smithy/util-buffer-from/@smithy/is-array-buffer": ["@smithy/is-array-buffer@2.2.0", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-GGP3O9QFD24uGeAXYUjwSTXARoqpZykHadOmA8G5vfJPK0/DC67qa//0qvqrJzL1xc8WQWX7/yc7fwudjPHPhA=="], + "@astrojs/solid-js/vite/postcss/nanoid": ["nanoid@3.3.20", "", { "bin": { "nanoid": "bin/nanoid.cjs" } }, "sha512-uKdg2G3GNCKQn9byYOpxbGqrT2fGO5KRt5J/8b3pok8rT6qxGWF6hxMyJiEYtAf+FVyYuD9hRaDqX5uPFYJ4ZQ=="], + + "@astrojs/solid-js/vite/rolldown/@oxc-project/types": ["@oxc-project/types@0.154.0", "", {}, "sha512-KYOUGQFlLWR+s4QMV2Q9ko38TZm7EdO87Qm7rvZLqk/webse/cDjtyxKhg/47l0byCbs/k46LT8qc4PKjAikzA=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-android-arm-eabi": ["@rolldown/binding-android-arm-eabi@1.2.14", "", { "os": "android", "cpu": "arm" }, "sha512-aWR+XKH9+rW7m5fWq/5360J3mHycrx/o6xZM2DQFdJnTMdyP7/WzxPjhtLbVWdKo2y612/4U1bWqb3HQhiF7vg=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-android-arm64": ["@rolldown/binding-android-arm64@1.2.14", "", { "os": "android", "cpu": "arm64" }, "sha512-QiVxHofl6A8lQU7WAtOUY4QMVZXohxwz7WJJoeh8NBEUyKfIkMRKhYyq8az/1RypNiIXzNTtiS6KwHz0erxYRQ=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-darwin-arm64": ["@rolldown/binding-darwin-arm64@1.2.14", "", { "os": "darwin", "cpu": "arm64" }, "sha512-lTQOzHuBIooh3jIr5XINQkjPGEuGy+Dsy0meXDr6Sjty0b99kYgGh4uBC/8mJX1T0kC8d6S0aPP1Y+bHkh6aBw=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-darwin-x64": ["@rolldown/binding-darwin-x64@1.2.14", "", { "os": "darwin", "cpu": "x64" }, "sha512-hyMKEGatjmBYCs/Q4sbIcL/GqpFEqsX3wc+HYVQ/85A4rxc1o7rPm4DUI4GV4k/h0ITddwFSGpqQunI14GXjTA=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-freebsd-x64": ["@rolldown/binding-freebsd-x64@1.2.14", "", { "os": "freebsd", "cpu": "x64" }, "sha512-u371GbXoVXrEgP20PwzoGNOdAOqAMhzo19JzzY+V4YmmnC+DTOoqdbMu+O+54emM59Mik/UdrtWgcuEDKWRPKA=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-linux-arm-gnueabihf": ["@rolldown/binding-linux-arm-gnueabihf@1.2.14", "", { "os": "linux", "cpu": "arm" }, "sha512-BqwKsdZQf6EqVWr8fv2MrDYzAvOZ7+NYFSJESRGs87fkseEhs0TU9TXgRJTkZoRRkxTizyEg1LKUXfU3/78uqg=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-linux-arm64-gnu": ["@rolldown/binding-linux-arm64-gnu@1.2.14", "", { "os": "linux", "cpu": "arm64" }, "sha512-SD9kY8M009x/7s57Z1dgUVlP5+uYBgKQK0Tkr1WIWngrtUJmRCW1RJFMY7QDla2khXhmg2i5Io7MUjcmZNZ/KQ=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-linux-arm64-musl": ["@rolldown/binding-linux-arm64-musl@1.2.14", "", { "os": "linux", "cpu": "arm64" }, "sha512-BJ2CL19M6uuWesMgnqJzgxoI+N+eV7b0A9O9vLV42y+gitC41fNa8KElau1tHVzuLWX5GzEuxMPhAO0tQXQMkg=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-linux-ppc64-gnu": ["@rolldown/binding-linux-ppc64-gnu@1.2.14", "", { "os": "linux", "cpu": "ppc64" }, "sha512-4+Kl8daPV8NDHaD7mfCcc1pRM+Qg7ab8DyMm5FG5WoZgv4h2i3KFN1CybYBNbQqmuYm7ftJLvmMI1eHYJ22S/Q=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-linux-s390x-gnu": ["@rolldown/binding-linux-s390x-gnu@1.2.14", "", { "os": "linux", "cpu": "s390x" }, "sha512-V/h8ePq1fKDrmtFMz6xcCN3DKvuvMRrwwD1q0PkBeeo4DpK64biaKvqWGVxqCeYKqeRk7gE7/iKPxLCn08O97A=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-linux-x64-gnu": ["@rolldown/binding-linux-x64-gnu@1.2.14", "", { "os": "linux", "cpu": "x64" }, "sha512-WxalXzgrLVpKC93xfpaJ3gCXUWzeCr+FRCbDVD2mUAy4L6Vo3lNVz0epUEUpxPWJkLNYUwM4OSIikv36OJ9mLg=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-linux-x64-musl": ["@rolldown/binding-linux-x64-musl@1.2.14", "", { "os": "linux", "cpu": "x64" }, "sha512-3G3tnAmTpdk9jO3GQtyHXqeFD2SlecfTws/Y3M2mmj9nMBwwuLT4kur8sZKeu7ENUHSpVO3cIsm5A52LEWWwlg=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-openharmony-arm64": ["@rolldown/binding-openharmony-arm64@1.2.14", "", { "os": "none", "cpu": "arm64" }, "sha512-qyr5XiNGxm2ytx17vvtcJ9nXn6v1gENETi503bJx3OGwZ1tSonj7BosxbMa/xeAfSl5iS9X6KjEWYXLu6v1L7Q=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-win32-arm64-msvc": ["@rolldown/binding-win32-arm64-msvc@1.2.14", "", { "os": "win32", "cpu": "arm64" }, "sha512-oA4o5o0S2yB199YyYXDzKUv1Z56Rc+mgOjwm7Z/vJ9Z8igiDPYvoOuDyo6g7AK/ZaF09nPhDKVnGBcYHO11GXA=="], + + "@astrojs/solid-js/vite/rolldown/@rolldown/binding-win32-x64-msvc": ["@rolldown/binding-win32-x64-msvc@1.2.14", "", { "os": "win32", "cpu": "x64" }, "sha512-9mE94bf2GZUaR/fUSXCMpBoWkctu421Mi0ORpm4zqfbkjKep7RxzPFa5etcGs5h+2KApoWBOA/hAJa/7saGgEQ=="], + + "@astrojs/starlight/@astrojs/markdown-satteri/@astrojs/internal-helpers/picomatch": ["picomatch@4.0.7", "", {}, "sha512-qcJu88Q2IWqJsDD529JKMdwGm/dvInW4HvQnRwiH9JtihJvzGOscDtHE3x1pBKeUOTysQ8kVmLnJ2kJu7yhcGA=="], + + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-darwin-arm64": ["@bruits/satteri-darwin-arm64@0.10.5", "", { "os": "darwin", "cpu": "arm64" }, "sha512-27KTVl4TJkVahMy/ohyA7qd4938G5UNneFUz/PsScYfpIhj0IVAS23mpcJXdPF44sa6nva198lmV/cKIb2YPyA=="], + + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-darwin-x64": ["@bruits/satteri-darwin-x64@0.10.5", "", { "os": "darwin", "cpu": "x64" }, "sha512-IjnLe3nKspq6qaeqGgjT7MT8VrTV74yWRlaag7ZdNsI8TDAYZ0iPxMCo+9KQZHUk5EyVB+reBI/PFWL5KuFw9Q=="], + + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-linux-arm64-gnu": ["@bruits/satteri-linux-arm64-gnu@0.10.5", "", { "os": "linux", "cpu": "arm64" }, "sha512-glkYXZCJywjP13v67eAyAMSJdF+ncvEbYvgi/wOtffL9tQ27lr/zsyzUfgs+ovjJ9d8JNQKiXeiArJcX8PJL9w=="], - "@aws-crypto/sha256-browser/@smithy/util-utf8/@smithy/util-buffer-from/@smithy/is-array-buffer": ["@smithy/is-array-buffer@2.2.0", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-GGP3O9QFD24uGeAXYUjwSTXARoqpZykHadOmA8G5vfJPK0/DC67qa//0qvqrJzL1xc8WQWX7/yc7fwudjPHPhA=="], + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-linux-arm64-musl": ["@bruits/satteri-linux-arm64-musl@0.10.5", "", { "os": "linux", "cpu": "arm64" }, "sha512-yWdgG1g17Nh2QyGVlFUxGRa3FEFwiMcpZEyMNWkbM3deC94cmVc+/i9OuyFpdKuWo3GkgoCtYVOoxk1uCnCZIA=="], - "@aws-crypto/util/@smithy/util-utf8/@smithy/util-buffer-from/@smithy/is-array-buffer": ["@smithy/is-array-buffer@2.2.0", "", { "dependencies": { "tslib": "^2.6.2" } }, "sha512-GGP3O9QFD24uGeAXYUjwSTXARoqpZykHadOmA8G5vfJPK0/DC67qa//0qvqrJzL1xc8WQWX7/yc7fwudjPHPhA=="], + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-linux-x64-gnu": ["@bruits/satteri-linux-x64-gnu@0.10.5", "", { "os": "linux", "cpu": "x64" }, "sha512-FVaLoPT1fBgGl0J+AYebyyXJYBachGl8Oyyrf1lye4RTqCB4S0Gwkj1uM9RJyThUOvx5VUmAT1CnNh1SFHA+kw=="], - "@aws-sdk/credential-provider-node/@aws-sdk/credential-provider-sso/@aws-sdk/token-providers/@aws-sdk/nested-clients": ["@aws-sdk/nested-clients@3.933.0", "", { "dependencies": { "@aws-crypto/sha256-browser": "5.2.0", "@aws-crypto/sha256-js": "5.2.0", "@aws-sdk/core": "3.932.0", "@aws-sdk/middleware-host-header": "3.930.0", "@aws-sdk/middleware-logger": "3.930.0", "@aws-sdk/middleware-recursion-detection": "3.933.0", "@aws-sdk/middleware-user-agent": "3.932.0", "@aws-sdk/region-config-resolver": "3.930.0", "@aws-sdk/types": "3.930.0", "@aws-sdk/util-endpoints": "3.930.0", "@aws-sdk/util-user-agent-browser": "3.930.0", "@aws-sdk/util-user-agent-node": "3.932.0", "@smithy/config-resolver": "^4.4.3", "@smithy/core": "^3.18.2", "@smithy/fetch-http-handler": "^5.3.6", "@smithy/hash-node": "^4.2.5", "@smithy/invalid-dependency": "^4.2.5", "@smithy/middleware-content-length": "^4.2.5", "@smithy/middleware-endpoint": "^4.3.9", "@smithy/middleware-retry": "^4.4.9", "@smithy/middleware-serde": "^4.2.5", "@smithy/middleware-stack": "^4.2.5", "@smithy/node-config-provider": "^4.3.5", "@smithy/node-http-handler": "^4.4.5", "@smithy/protocol-http": "^5.3.5", "@smithy/smithy-client": "^4.9.5", "@smithy/types": "^4.9.0", "@smithy/url-parser": "^4.2.5", "@smithy/util-base64": "^4.3.0", "@smithy/util-body-length-browser": "^4.2.0", "@smithy/util-body-length-node": "^4.2.1", "@smithy/util-defaults-mode-browser": "^4.3.8", "@smithy/util-defaults-mode-node": "^4.2.11", "@smithy/util-endpoints": "^3.2.5", "@smithy/util-middleware": "^4.2.5", "@smithy/util-retry": "^4.2.5", "@smithy/util-utf8": "^4.2.0", "tslib": "^2.6.2" } }, "sha512-o1GX0+IPlFi/D8ei9y/jj3yucJWNfPnbB5appVBWevAyUdZA5KzQ2nK/hDxiu9olTZlFEFpf1m1Rn3FaGxHqsw=="], + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-linux-x64-musl": ["@bruits/satteri-linux-x64-musl@0.10.5", "", { "os": "linux", "cpu": "x64" }, "sha512-EHpVAx2bqW3GINHTKkljtxVfQmVDGWIuwOYOP5YghTj+0PkBa2o8oKPRtQ9Kbsr1Fye8jtUcDjhwj2jMNugZKg=="], + + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-wasm32-wasi": ["@bruits/satteri-wasm32-wasi@0.10.5", "", { "dependencies": { "@emnapi/core": "1.11.1", "@emnapi/runtime": "1.11.1", "@napi-rs/wasm-runtime": "^1.2.3" }, "cpu": "none" }, "sha512-ypz8c/Zmipxp4IoeDa228Gstv6TLzVmNs3yC6wKCoNSOjx1iwpgzu87Y3hTkXFdwChVGU85qeUDuOIarGUZQLw=="], + + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-win32-arm64-msvc": ["@bruits/satteri-win32-arm64-msvc@0.10.5", "", { "os": "win32", "cpu": "arm64" }, "sha512-siTV88nb0LRqNpkL2gXboqCwVdq95sLtzMHS1/3eONV2gLbB3NAK46wmSMvCO/yquBvI2lvaFIfd8P12ecsxBw=="], + + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-win32-x64-msvc": ["@bruits/satteri-win32-x64-msvc@0.10.5", "", { "os": "win32", "cpu": "x64" }, "sha512-C3IfPvfvMXmlzBxaMPKFS1XiuV9pu2mC7YqkPk7PSvTgPZ8gbdASIpHpztDLvTTQjqZ0z1Ol8tK5X+V6XXC0wQ=="], "@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-darwin-arm64": ["@img/sharp-darwin-arm64@0.35.2", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-arm64": "1.3.1" }, "os": "darwin", "cpu": "arm64" }, "sha512-eEieHsMksAW4IiO5NzauESRl2D2qz3J/kwUxUrSfV06A93eEaRfMpHXyUb1mAqrR7i8U9A0GRqE9pjn6u1Jjpg=="], @@ -6555,28 +5960,6 @@ "@electron/universal/minimatch/brace-expansion/balanced-match": ["balanced-match@1.0.2", "", {}, "sha512-3oSeUO0TMV67hN1AmbXsK4yaqU7tjiHlbxRDZOpH0KW9+CeX4bRAaX0Anxt0tx2MrpRpWwQaPwIlISEJhYU5Pw=="], - "@octokit/auth-app/@octokit/request-error/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - - "@octokit/auth-app/@octokit/request/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - - "@octokit/rest/@octokit/core/@octokit/request/@octokit/endpoint": ["@octokit/endpoint@11.0.4", "", { "dependencies": { "@octokit/types": "^17.0.0", "universal-user-agent": "^7.0.2" } }, "sha512-f1cOWoHPmxryJFknxbtDdjODWfV8A9tc8Aae6ermXPNgHFZ/x91AtHIz4gicEjL8hkJiip+u21QHJORfBv/qiA=="], - - "@octokit/rest/@octokit/core/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@28.0.0", "", {}, "sha512-0rFyLuyHvIj6uuZWuDslxkowFYdPXoNIkeAv4b27dzm2Tf4vGWXnPsMcxs7d65kLdMERgP3wc1AEPlqMz8e1cQ=="], - - "@octokit/rest/@octokit/plugin-paginate-rest/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@26.0.0", "", {}, "sha512-7AtcfKtpo77j7Ts73b4OWhOZHTKo/gGY8bB3bNBQz4H+GRSWqx2yvj8TXRsbdTE0eRmYmXOEY66jM7mJ7LzfsA=="], - - "@octokit/rest/@octokit/plugin-rest-endpoint-methods/@octokit/types/@octokit/openapi-types": ["@octokit/openapi-types@26.0.0", "", {}, "sha512-7AtcfKtpo77j7Ts73b4OWhOZHTKo/gGY8bB3bNBQz4H+GRSWqx2yvj8TXRsbdTE0eRmYmXOEY66jM7mJ7LzfsA=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/acorn": ["acorn@8.14.0", "", { "bin": { "acorn": "bin/acorn" } }, "sha512-cl669nCJTZBsL97OF4kUQm5g5hC2uihk0NxY3WENAC0TYdILVkAyHymAntgxGkl7K+t0cXIrH5siy5S4XkFycA=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp": ["sharp@0.33.5", "", { "dependencies": { "color": "^4.2.3", "detect-libc": "^2.0.3", "semver": "^7.6.3" }, "optionalDependencies": { "@img/sharp-darwin-arm64": "0.33.5", "@img/sharp-darwin-x64": "0.33.5", "@img/sharp-libvips-darwin-arm64": "1.0.4", "@img/sharp-libvips-darwin-x64": "1.0.4", "@img/sharp-libvips-linux-arm": "1.0.5", "@img/sharp-libvips-linux-arm64": "1.0.4", "@img/sharp-libvips-linux-s390x": "1.0.4", "@img/sharp-libvips-linux-x64": "1.0.4", "@img/sharp-libvips-linuxmusl-arm64": "1.0.4", "@img/sharp-libvips-linuxmusl-x64": "1.0.4", "@img/sharp-linux-arm": "0.33.5", "@img/sharp-linux-arm64": "0.33.5", "@img/sharp-linux-s390x": "0.33.5", "@img/sharp-linux-x64": "0.33.5", "@img/sharp-linuxmusl-arm64": "0.33.5", "@img/sharp-linuxmusl-x64": "0.33.5", "@img/sharp-wasm32": "0.33.5", "@img/sharp-win32-ia32": "0.33.5", "@img/sharp-win32-x64": "0.33.5" } }, "sha512-haPVm1EkS9pgvHrQ/F3Xy+hgcuMV0Wm9vfIBSiwZ05k+xgb0PkBQpGsAA/oWdDobNaZTH5ppvHtzCFbnSEwHVw=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/undici": ["undici@7.14.0", "", {}, "sha512-Vqs8HTzjpQXZeXdpsfChQTlafcMQaaIwnGwLam1wudSSjlJeQ3bw1j+TLPePgrCnCpUXx7Ba5Pdpf5OBih62NQ=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/workerd": ["workerd@1.20251118.0", "", { "optionalDependencies": { "@cloudflare/workerd-darwin-64": "1.20251118.0", "@cloudflare/workerd-darwin-arm64": "1.20251118.0", "@cloudflare/workerd-linux-64": "1.20251118.0", "@cloudflare/workerd-linux-arm64": "1.20251118.0", "@cloudflare/workerd-windows-64": "1.20251118.0" }, "bin": { "workerd": "bin/workerd" } }, "sha512-Om5ns0Lyx/LKtYI04IV0bjIrkBgoFNg0p6urzr2asekJlfP18RqFzyqMFZKf0i9Gnjtz/JfAS/Ol6tjCe5JJsQ=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/zod": ["zod@3.22.3", "", {}, "sha512-EjIevzuJRiRPbVH4mGc8nApb/lVLKVpmUhAaR5R5doKGfAnGJ6Gr3CViAVjP+4FWSxCsybeWQdcgCtbX+7oZug=="], - "@opencode/console-app/wrangler/esbuild/@esbuild/aix-ppc64": ["@esbuild/aix-ppc64@0.25.4", "", { "os": "aix", "cpu": "ppc64" }, "sha512-1VCICWypeQKhVbE9oW/sJaAmjLxhVqacdkvPLEjwlttjfwENRSClS8EjBz0KzRyFSCPDIkuXW34Je/vk7zdB7Q=="], "@opencode/console-app/wrangler/esbuild/@esbuild/android-arm": ["@esbuild/android-arm@0.25.4", "", { "os": "android", "cpu": "arm" }, "sha512-QNdQEps7DfFwE3hXiU4BZeOV68HHzYwGd0Nthhd3uCkkEKK7/R6MTgM0P7H7FAs5pU/DIWsviMmEGxEoxIZ+ZQ=="], @@ -6673,89 +6056,21 @@ "@opencode/stories/@tailwindcss/vite/@tailwindcss/oxide/@tailwindcss/oxide-win32-x64-msvc": ["@tailwindcss/oxide-win32-x64-msvc@4.1.11", "", { "os": "win32", "cpu": "x64" }, "sha512-YfHoggn1j0LK7wR82TOucWc5LDCguHnoS879idHekmmiR7g9HUtMw9MI0NHatS28u/Xlkfi9w5RJWgz2Dl+5Qg=="], - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark": ["@astrojs/markdown-remark@6.3.11", "", { "dependencies": { "@astrojs/internal-helpers": "0.7.6", "@astrojs/prism": "3.3.0", "github-slugger": "^2.0.0", "hast-util-from-html": "^2.0.3", "hast-util-to-text": "^4.0.2", "import-meta-resolve": "^4.2.0", "js-yaml": "^4.1.1", "mdast-util-definitions": "^6.0.0", "rehype-raw": "^7.0.0", "rehype-stringify": "^10.0.1", "remark-gfm": "^4.0.1", "remark-parse": "^11.0.0", "remark-rehype": "^11.1.2", "remark-smartypants": "^3.0.2", "shiki": "^3.21.0", "smol-toml": "^1.6.0", "unified": "^11.0.5", "unist-util-remove-position": "^5.0.0", "unist-util-visit": "^5.0.0", "unist-util-visit-parents": "^6.0.2", "vfile": "^6.0.3" } }, "sha512-hcaxX/5aC6lQgHeGh1i+aauvSwIT6cfyFjKWvExYSxUhZZBBdvCliOtu06gbQyhbe0pGJNoNmqNlQZ5zYUuIyQ=="], - - "@opencode/web/@astrojs/starlight/@astrojs/mdx/acorn": ["acorn@8.18.0", "", { "bin": { "acorn": "bin/acorn" } }, "sha512-lGq+9yr1/GuAWaVYIHRjvvySG5/4VfKIvC8EWxStPdcDh/Ka7FG3twP6v4d5BkravUilhIAsG4Qj83t02LWUPQ=="], - - "@opencode/web/@astrojs/starlight/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], - - "@opencode/web/astro/@astrojs/telemetry/is-docker": ["is-docker@3.0.0", "", { "bin": { "is-docker": "cli.js" } }, "sha512-eljcgEDlEns/7AXFosB5K/2nCM4P7FQPkGc/DWLy5rmFEWvZayGrik1d9/QIY5nJ4f9YsVvBkA6kJpHn9rISdQ=="], - - "@opencode/web/astro/@astrojs/telemetry/is-wsl": ["is-wsl@3.1.1", "", { "dependencies": { "is-inside-container": "^1.0.0" } }, "sha512-e6rvdUCiQCAuumZslxRJWR/Doq4VpPR82kqclvcS0efgt430SlGIk05vdCN58+VrzgtIcfNODjozVielycD4Sw=="], - - "@opencode/web/astro/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], - - "@opencode/web/astro/p-queue/p-timeout": ["p-timeout@6.1.4", "", {}, "sha512-MyIV3ZA/PmyBN/ud8vV9XzwTrNtR4jFrObymZYnZqMmW0zA8Z17vnT0rBgFE/TlohB+YCHqXMgZzb3Csp49vqg=="], - - "@opencode/web/astro/sharp/@img/sharp-darwin-arm64": ["@img/sharp-darwin-arm64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-arm64": "1.0.4" }, "os": "darwin", "cpu": "arm64" }, "sha512-UT4p+iz/2H4twwAoLCqfA9UH5pI6DggwKEGuaPy7nCVQ8ZsiY5PIcrRvD1DzuY3qYL07NtIQcWnBSY/heikIFQ=="], - - "@opencode/web/astro/sharp/@img/sharp-darwin-x64": ["@img/sharp-darwin-x64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-x64": "1.0.4" }, "os": "darwin", "cpu": "x64" }, "sha512-fyHac4jIc1ANYGRDxtiqelIbdWkIuQaI84Mv45KvGRRxSAa7o7d1ZKAOBaYbnepLC1WqxfpimdeWfvqqSGwR2Q=="], - - "@opencode/web/astro/sharp/@img/sharp-libvips-darwin-arm64": ["@img/sharp-libvips-darwin-arm64@1.0.4", "", { "os": "darwin", "cpu": "arm64" }, "sha512-XblONe153h0O2zuFfTAbQYAX2JhYmDHeWikp1LM9Hul9gVPjFY427k6dFEcOL72O01QxQsWi761svJ/ev9xEDg=="], - - "@opencode/web/astro/sharp/@img/sharp-libvips-darwin-x64": ["@img/sharp-libvips-darwin-x64@1.0.4", "", { "os": "darwin", "cpu": "x64" }, "sha512-xnGR8YuZYfJGmWPvmlunFaWJsb9T/AO2ykoP3Fz/0X5XV2aoYBPkX6xqCQvUTKKiLddarLaxpzNe+b1hjeWHAQ=="], - - "@opencode/web/astro/sharp/@img/sharp-libvips-linux-arm": ["@img/sharp-libvips-linux-arm@1.0.5", "", { "os": "linux", "cpu": "arm" }, "sha512-gvcC4ACAOPRNATg/ov8/MnbxFDJqf/pDePbBnuBDcjsI8PssmjoKMAz4LtLaVi+OnSb5FK/yIOamqDwGmXW32g=="], - - "@opencode/web/astro/sharp/@img/sharp-libvips-linux-arm64": ["@img/sharp-libvips-linux-arm64@1.0.4", "", { "os": "linux", "cpu": "arm64" }, "sha512-9B+taZ8DlyyqzZQnoeIvDVR/2F4EbMepXMc/NdVbkzsJbzkUjhXv/70GQJ7tdLA4YJgNP25zukcxpX2/SueNrA=="], - - "@opencode/web/astro/sharp/@img/sharp-libvips-linux-s390x": ["@img/sharp-libvips-linux-s390x@1.0.4", "", { "os": "linux", "cpu": "s390x" }, "sha512-u7Wz6ntiSSgGSGcjZ55im6uvTrOxSIS8/dgoVMoiGE9I6JAfU50yH5BoDlYA1tcuGS7g/QNtetJnxA6QEsCVTA=="], - - "@opencode/web/astro/sharp/@img/sharp-libvips-linux-x64": ["@img/sharp-libvips-linux-x64@1.0.4", "", { "os": "linux", "cpu": "x64" }, "sha512-MmWmQ3iPFZr0Iev+BAgVMb3ZyC4KeFc3jFxnNbEPas60e1cIfevbtuyf9nDGIzOaW9PdnDciJm+wFFaTlj5xYw=="], - - "@opencode/web/astro/sharp/@img/sharp-libvips-linuxmusl-arm64": ["@img/sharp-libvips-linuxmusl-arm64@1.0.4", "", { "os": "linux", "cpu": "arm64" }, "sha512-9Ti+BbTYDcsbp4wfYib8Ctm1ilkugkA/uscUn6UXK1ldpC1JjiXbLfFZtRlBhjPZ5o1NCLiDbg8fhUPKStHoTA=="], - - "@opencode/web/astro/sharp/@img/sharp-libvips-linuxmusl-x64": ["@img/sharp-libvips-linuxmusl-x64@1.0.4", "", { "os": "linux", "cpu": "x64" }, "sha512-viYN1KX9m+/hGkJtvYYp+CCLgnJXwiQB39damAO7WMdKWlIhmYTfHjwSbQeUK/20vY154mwezd9HflVFM1wVSw=="], + "@opencode/web/@astrojs/check/@astrojs/language-server/vscode-uri": ["vscode-uri@3.2.0", "", {}, "sha512-m2gXo3bn0G1kT9InzMf07fTbqMbGtyckj3bH5ktLO+1Ssv+yiATZ4dhwaQv9UZWxJh6E9IFGnQyjgWVDWVBDrg=="], - "@opencode/web/astro/sharp/@img/sharp-linux-arm": ["@img/sharp-linux-arm@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-arm": "1.0.5" }, "os": "linux", "cpu": "arm" }, "sha512-JTS1eldqZbJxjvKaAkxhZmBqPRGmxgu+qFKSInv8moZ2AmT5Yib3EQ1c6gp493HvrvV8QgdOXdyaIBrhvFhBMQ=="], + "@opencode/web/@astrojs/check/chokidar/readdirp": ["readdirp@5.1.1", "", {}, "sha512-Kko+Y5XQ6fM+Ce3dq3m9YGxnacYZYl9cA1wZjaF3Vbry2L3i1qVg8+CAgNPsXRArPMUMCaOR7oa9Nqntc43JKA=="], - "@opencode/web/astro/sharp/@img/sharp-linux-arm64": ["@img/sharp-linux-arm64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-arm64": "1.0.4" }, "os": "linux", "cpu": "arm64" }, "sha512-JMVv+AMRyGOHtO1RFBiJy/MBsgz0x4AWrT6QoEVVTyh1E39TrCUpTRI7mx9VksGX4awWASxqCYLCV4wBZHAYxA=="], + "@opencode/web/@astrojs/check/yargs/cliui": ["cliui@9.0.1", "", { "dependencies": { "string-width": "^7.2.0", "strip-ansi": "^7.1.0", "wrap-ansi": "^9.0.0" } }, "sha512-k7ndgKhwoQveBL+/1tqGJYNz097I7WOvwbmmU2AR5+magtbjPWQTS1C5vzGkBC8Ym8UWRzfKUzUUqFLypY4Q+w=="], - "@opencode/web/astro/sharp/@img/sharp-linux-s390x": ["@img/sharp-linux-s390x@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-s390x": "1.0.4" }, "os": "linux", "cpu": "s390x" }, "sha512-y/5PCd+mP4CA/sPDKl2961b+C9d+vPAveS33s6Z3zfASk2j5upL6fXVPZi7ztePZ5CuH+1kW8JtvxgbuXHRa4Q=="], + "@opencode/web/@astrojs/check/yargs/string-width": ["string-width@8.2.2", "", { "dependencies": { "get-east-asian-width": "^1.5.0", "strip-ansi": "^7.1.2" } }, "sha512-GaPUh5gfdrYzqeVNZvUfT23vYYxXzKYidUcnMtJg/3rxRV63EFZy3k6xfKlmfeJD0176lnUV/Usr3XcwSvFzpg=="], - "@opencode/web/astro/sharp/@img/sharp-linux-x64": ["@img/sharp-linux-x64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-x64": "1.0.4" }, "os": "linux", "cpu": "x64" }, "sha512-opC+Ok5pRNAzuvq1AG0ar+1owsu842/Ab+4qvU879ippJBHvyY5n2mxF1izXqkPYlGuP/M556uh53jRLJmzTWA=="], - - "@opencode/web/astro/sharp/@img/sharp-linuxmusl-arm64": ["@img/sharp-linuxmusl-arm64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-arm64": "1.0.4" }, "os": "linux", "cpu": "arm64" }, "sha512-XrHMZwGQGvJg2V/oRSUfSAfjfPxO+4DkiRh6p2AFjLQztWUuY/o8Mq0eMQVIY7HJ1CDQUJlxGGZRw1a5bqmd1g=="], - - "@opencode/web/astro/sharp/@img/sharp-linuxmusl-x64": ["@img/sharp-linuxmusl-x64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-x64": "1.0.4" }, "os": "linux", "cpu": "x64" }, "sha512-WT+d/cgqKkkKySYmqoZ8y3pxx7lx9vVejxW/W4DOFMYVSkErR+w7mf2u8m/y4+xHe7yY9DAXQMWQhpnMuFfScw=="], - - "@opencode/web/astro/sharp/@img/sharp-win32-ia32": ["@img/sharp-win32-ia32@0.33.5", "", { "os": "win32", "cpu": "ia32" }, "sha512-T36PblLaTwuVJ/zw/LaH0PdZkRz5rd3SmMHX8GSmR7vtNSP5Z6bQkExdSK7xGWyxLw4sUknBuugTelgw2faBbQ=="], - - "@opencode/web/astro/sharp/@img/sharp-win32-x64": ["@img/sharp-win32-x64@0.33.5", "", { "os": "win32", "cpu": "x64" }, "sha512-MpY/o8/8kj+EcnxwvrP4aTJSWw/aZ7JIGR4aBeZkZw5B7/Jn+tY9/VNwtcoGmdT7GfggGIU4kygOMSbYnOrAbg=="], - - "@opencode/web/astro/shiki/@shikijs/core": ["@shikijs/core@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4", "hast-util-to-html": "^9.0.5" } }, "sha512-NSWQz0riNb67xthdm5br6lAkvpDJRTgB36fxlo37ZzM2yq0PQFFzbd8psqC2XMPgCzo1fW6cVi18+ArJ44wqgA=="], - - "@opencode/web/astro/shiki/@shikijs/engine-javascript": ["@shikijs/engine-javascript@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "oniguruma-to-es": "^4.3.4" } }, "sha512-aHt9eiGFobmWR5uqJUViySI1bHMqrAgamWE1TYSUoftkAeCCAiGawPMwM+VCadylQtF4V3VNOZ5LmfItH5f3yA=="], - - "@opencode/web/astro/shiki/@shikijs/engine-oniguruma": ["@shikijs/engine-oniguruma@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2" } }, "sha512-1nWINwKXxKKLqPibT5f4pAFLej9oZzQTsby8942OTlsJzOBZ0MWKiwzMsd+jhzu8YPCHAswGnnN1YtQfirL35g=="], - - "@opencode/web/astro/shiki/@shikijs/langs": ["@shikijs/langs@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0" } }, "sha512-2Ep4W3Re5aB1/62RSYQInK9mM3HsLeB91cHqznAJMuylqjzNVAVCMnNWRHFtcNHXsoNRayP9z1qj4Sq3nMqYXg=="], - - "@opencode/web/astro/shiki/@shikijs/themes": ["@shikijs/themes@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0" } }, "sha512-5qySYa1ZgAT18HR/ypENL9cUSGOeI2x+4IvYJu4JgVJdizn6kG4ia5Q1jDEOi7gTbN4RbuYtmHh0W3eccOrjMA=="], - - "@opencode/web/astro/shiki/@shikijs/types": ["@shikijs/types@3.23.0", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4" } }, "sha512-3JZ5HXOZfYjsYSk0yPwBrkupyYSLpAE26Qc0HLghhZNGTZg/SKxXIIgoxOpmmeQP0RRSDJTk1/vPfw9tbw+jSQ=="], - - "@opencode/web/astro/unifont/ofetch": ["ofetch@1.5.1", "", { "dependencies": { "destr": "^2.0.5", "node-fetch-native": "^1.6.7", "ufo": "^1.6.1" } }, "sha512-2W4oUZlVaqAPAil6FUg/difl6YhqhUR7x2eZY4bQCko22UXg3hptq9KLQdqFClV+Wu85UX7hNtdGTngi/1BxcA=="], - - "@opencode/web/astro/unstorage/chokidar": ["chokidar@5.0.0", "", { "dependencies": { "readdirp": "^5.0.0" } }, "sha512-TQMmc3w+5AxjpL8iIiwebF73dRDF4fBIieAqGn9RGCWaEVwQ6Fb2cGe31Yns0RRIzii5goJ1Y7xbMwo1TxMplw=="], - - "@opencode/web/astro/unstorage/h3": ["h3@1.15.11", "", { "dependencies": { "cookie-es": "^1.2.3", "crossws": "^0.3.5", "defu": "^6.1.6", "destr": "^2.0.5", "iron-webcrypto": "^1.2.1", "node-mock-http": "^1.0.4", "radix3": "^1.1.2", "ufo": "^1.6.3", "uncrypto": "^0.1.3" } }, "sha512-L3THSe2MPeBwgIZVSH5zLdBBU90TOxarvhK9d04IDY2AmVS8j2Jz2LIWtwsGOU3lu2I5jCN7FNvVfY2+XyF+mg=="], - - "@opencode/web/astro/unstorage/ofetch": ["ofetch@1.5.1", "", { "dependencies": { "destr": "^2.0.5", "node-fetch-native": "^1.6.7", "ufo": "^1.6.1" } }, "sha512-2W4oUZlVaqAPAil6FUg/difl6YhqhUR7x2eZY4bQCko22UXg3hptq9KLQdqFClV+Wu85UX7hNtdGTngi/1BxcA=="], - - "@opencode/www/@astrojs/markdown-remark/@astrojs/internal-helpers/js-yaml": ["js-yaml@4.3.1", "", { "dependencies": { "argparse": "^2.0.1" }, "bin": { "js-yaml": "bin/js-yaml.js" } }, "sha512-CY6crGq313MX8GkwvB7tzgp99vjQxY1++5y10/BKN/GUfHqWaOGQMNZkBvqSzsZKWk/ijwHlWzzkLulsGHhjWQ=="], + "@opencode/web/@astrojs/check/yargs/yargs-parser": ["yargs-parser@22.0.0", "", {}, "sha512-rwu/ClNdSMpkSrUb+d6BRsSkLUq1fmfsY6TOpYzTwvwkg1/NRG85KBy3kq++A8LKQwX6lsu+aWad+2khvuXrqw=="], "@puppeteer/browsers/yargs/cliui/string-width": ["string-width@7.2.0", "", { "dependencies": { "emoji-regex": "^10.3.0", "get-east-asian-width": "^1.0.0", "strip-ansi": "^7.1.0" } }, "sha512-tsaTIkKW9b4N+AEj+SVA+WhJzV7/zMhcSu78mLKWSk7cXMOSHsBKFWUs0fWwq8QyK3MgJBQRX6Gbi4kYbdvGkQ=="], - "@solidjs/start/shiki/@shikijs/engine-javascript/oniguruma-to-es": ["oniguruma-to-es@2.3.0", "", { "dependencies": { "emoji-regex-xs": "^1.0.0", "regex": "^5.1.1", "regex-recursion": "^5.1.1" } }, "sha512-bwALDxriqfKGfUufKGGepCzu9x7nJQuoRoAFp4AnwehhC2crqrDIAP/uN2qdlsAvSMpeRC3+Yzhqc7hLmle5+g=="], - - "ansi-align/string-width/strip-ansi/ansi-regex": ["ansi-regex@5.0.1", "", {}, "sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ=="], - - "archiver-utils/glob/jackspeak/@isaacs/cliui": ["@isaacs/cliui@8.0.2", "", { "dependencies": { "string-width": "^5.1.2", "string-width-cjs": "npm:string-width@^4.2.0", "strip-ansi": "^7.0.1", "strip-ansi-cjs": "npm:strip-ansi@^6.0.1", "wrap-ansi": "^8.1.0", "wrap-ansi-cjs": "npm:wrap-ansi@^7.0.0" } }, "sha512-O8jcjabXaleOG9DQ0+ARXWZBTfnP4WNAqzuiJK7ll44AmxGKv/J2M4TPjxjY3znBCfvBXFzucm1twdyFybFqEA=="], - - "archiver-utils/glob/minimatch/brace-expansion": ["brace-expansion@2.1.4", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-hGfVzPxthbf3+2yjg/RBs60cB0FhqBS/zvdV/4wn4/BmN0bNMMHPc4V/BbFieqf1TKAGGAHnY4eSjajCl0f2Xg=="], + "@puppeteer/browsers/yargs/cliui/wrap-ansi": ["wrap-ansi@9.0.2", "", { "dependencies": { "ansi-styles": "^6.2.1", "string-width": "^7.0.0", "strip-ansi": "^7.1.0" } }, "sha512-42AtmgqjV+X1VpdOfyTGOYRi0/zsoLqtXQckTmqTeybT+BDIbM/Guxo7x3pE2vtpr1ok6xRqM9OpBe+Jyoqyww=="], - "archiver-utils/glob/path-scurry/lru-cache": ["lru-cache@10.4.3", "", {}, "sha512-JNAzZcXrCt42VGLuYz0zfAzDfAvJWW6AfYlDBQyDV5DClI2m5sAmK+OIO7s59XfsRsWHp02jAJrRadPRGTt6SQ=="], + "@solidjs/start/shiki/@shikijs/engine-javascript/oniguruma-to-es": ["oniguruma-to-es@2.3.0", "", { "dependencies": { "emoji-regex-xs": "^1.0.0", "regex": "^5.1.1", "regex-recursion": "^5.1.1" } }, "sha512-bwALDxriqfKGfUufKGGepCzu9x7nJQuoRoAFp4AnwehhC2crqrDIAP/uN2qdlsAvSMpeRC3+Yzhqc7hLmle5+g=="], "astro/unstorage/chokidar/readdirp": ["readdirp@5.1.1", "", {}, "sha512-Kko+Y5XQ6fM+Ce3dq3m9YGxnacYZYl9cA1wZjaF3Vbry2L3i1qVg8+CAgNPsXRArPMUMCaOR7oa9Nqntc43JKA=="], @@ -6763,7 +6078,9 @@ "astro/unstorage/h3/crossws": ["crossws@0.3.5", "", { "dependencies": { "uncrypto": "^0.1.3" } }, "sha512-ojKiDvcmByhwa8YYqbQI/hg7MEU0NC03+pSdEq4ZUnZR9xXpwk7E43SMNGkn+JxJGPFtNvQ48+vV2p+P1ml5PA=="], - "babel-plugin-module-resolver/glob/minimatch/brace-expansion": ["brace-expansion@2.1.4", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-hGfVzPxthbf3+2yjg/RBs60cB0FhqBS/zvdV/4wn4/BmN0bNMMHPc4V/BbFieqf1TKAGGAHnY4eSjajCl0f2Xg=="], + "astro/vite/postcss/nanoid": ["nanoid@3.3.20", "", { "bin": { "nanoid": "bin/nanoid.cjs" } }, "sha512-uKdg2G3GNCKQn9byYOpxbGqrT2fGO5KRt5J/8b3pok8rT6qxGWF6hxMyJiEYtAf+FVyYuD9hRaDqX5uPFYJ4ZQ=="], + + "babel-plugin-module-resolver/glob/minimatch/brace-expansion": ["brace-expansion@2.1.7", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-uZbew1NqdmPDTMJ8ah1y+b+9QEJrfkXFk3RcTQw3X0jW/xRUvFKsg1CfQdSYGdTbXZWExtU3J3ccxtnfw1Fi0g=="], "babel-plugin-module-resolver/glob/path-scurry/lru-cache": ["lru-cache@10.4.3", "", {}, "sha512-JNAzZcXrCt42VGLuYz0zfAzDfAvJWW6AfYlDBQyDV5DClI2m5sAmK+OIO7s59XfsRsWHp02jAJrRadPRGTt6SQ=="], @@ -6777,11 +6094,9 @@ "pkg-up/find-up/locate-path/path-exists": ["path-exists@3.0.0", "", {}, "sha512-bpC7GYwiDYQ4wYLe+FA8lhRjhQCMcQGuSgGGqDkg/QerRWw9CmGRT0iSOVRSZJ29NMLZgIzqaljJ63oaL4NIJQ=="], - "readdir-glob/minimatch/brace-expansion/balanced-match": ["balanced-match@1.0.2", "", {}, "sha512-3oSeUO0TMV67hN1AmbXsK4yaqU7tjiHlbxRDZOpH0KW9+CeX4bRAaX0Anxt0tx2MrpRpWwQaPwIlISEJhYU5Pw=="], - "rimraf/glob/jackspeak/@isaacs/cliui": ["@isaacs/cliui@8.0.2", "", { "dependencies": { "string-width": "^5.1.2", "string-width-cjs": "npm:string-width@^4.2.0", "strip-ansi": "^7.0.1", "strip-ansi-cjs": "npm:strip-ansi@^6.0.1", "wrap-ansi": "^8.1.0", "wrap-ansi-cjs": "npm:wrap-ansi@^7.0.0" } }, "sha512-O8jcjabXaleOG9DQ0+ARXWZBTfnP4WNAqzuiJK7ll44AmxGKv/J2M4TPjxjY3znBCfvBXFzucm1twdyFybFqEA=="], - "rimraf/glob/minimatch/brace-expansion": ["brace-expansion@2.1.4", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-hGfVzPxthbf3+2yjg/RBs60cB0FhqBS/zvdV/4wn4/BmN0bNMMHPc4V/BbFieqf1TKAGGAHnY4eSjajCl0f2Xg=="], + "rimraf/glob/minimatch/brace-expansion": ["brace-expansion@2.1.7", "", { "dependencies": { "balanced-match": "^1.0.0" } }, "sha512-uZbew1NqdmPDTMJ8ah1y+b+9QEJrfkXFk3RcTQw3X0jW/xRUvFKsg1CfQdSYGdTbXZWExtU3J3ccxtnfw1Fi0g=="], "rimraf/glob/path-scurry/lru-cache": ["lru-cache@10.4.3", "", {}, "sha512-JNAzZcXrCt42VGLuYz0zfAzDfAvJWW6AfYlDBQyDV5DClI2m5sAmK+OIO7s59XfsRsWHp02jAJrRadPRGTt6SQ=="], @@ -6789,55 +6104,13 @@ "yargs/string-width/strip-ansi/ansi-regex": ["ansi-regex@5.0.1", "", {}, "sha512-quJQXlTSUGL2LH9SUXo8VwsY4soanhgo6LNSm84E1LBcE8s3O0wpdiRzyR9z/ZZJMlMWv37qOOb9pdJlMUEKFQ=="], - "@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-freebsd-wasm32/@img/sharp-wasm32": ["@img/sharp-wasm32@0.35.2", "", { "dependencies": { "@emnapi/runtime": "^1.11.1" } }, "sha512-Mrv4JQNYVQ94xH+jzZ9r+gowleN8mv2FTgKT+PI6bx5C0G8TdNYndu161pg2i7uoBwxy2ImPMHrJOM2LZef7Bw=="], - - "@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-webcontainers-wasm32/@img/sharp-wasm32": ["@img/sharp-wasm32@0.35.2", "", { "dependencies": { "@emnapi/runtime": "^1.11.1" } }, "sha512-Mrv4JQNYVQ94xH+jzZ9r+gowleN8mv2FTgKT+PI6bx5C0G8TdNYndu161pg2i7uoBwxy2ImPMHrJOM2LZef7Bw=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-darwin-arm64": ["@img/sharp-darwin-arm64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-arm64": "1.0.4" }, "os": "darwin", "cpu": "arm64" }, "sha512-UT4p+iz/2H4twwAoLCqfA9UH5pI6DggwKEGuaPy7nCVQ8ZsiY5PIcrRvD1DzuY3qYL07NtIQcWnBSY/heikIFQ=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-darwin-x64": ["@img/sharp-darwin-x64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-x64": "1.0.4" }, "os": "darwin", "cpu": "x64" }, "sha512-fyHac4jIc1ANYGRDxtiqelIbdWkIuQaI84Mv45KvGRRxSAa7o7d1ZKAOBaYbnepLC1WqxfpimdeWfvqqSGwR2Q=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-libvips-darwin-arm64": ["@img/sharp-libvips-darwin-arm64@1.0.4", "", { "os": "darwin", "cpu": "arm64" }, "sha512-XblONe153h0O2zuFfTAbQYAX2JhYmDHeWikp1LM9Hul9gVPjFY427k6dFEcOL72O01QxQsWi761svJ/ev9xEDg=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-libvips-darwin-x64": ["@img/sharp-libvips-darwin-x64@1.0.4", "", { "os": "darwin", "cpu": "x64" }, "sha512-xnGR8YuZYfJGmWPvmlunFaWJsb9T/AO2ykoP3Fz/0X5XV2aoYBPkX6xqCQvUTKKiLddarLaxpzNe+b1hjeWHAQ=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-libvips-linux-arm": ["@img/sharp-libvips-linux-arm@1.0.5", "", { "os": "linux", "cpu": "arm" }, "sha512-gvcC4ACAOPRNATg/ov8/MnbxFDJqf/pDePbBnuBDcjsI8PssmjoKMAz4LtLaVi+OnSb5FK/yIOamqDwGmXW32g=="], + "@astrojs/markdown-satteri/satteri/@bruits/satteri-wasm32-wasi/@emnapi/core/@emnapi/wasi-threads": ["@emnapi/wasi-threads@1.2.2", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-c95qOXkHdydNKhscBTebqEC1CVAZpyqOfVfBzQ1qgzyl3gfeldUjIggDbIZgDKsHLgnsM+igH7TJ/eAasaVuMA=="], - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-libvips-linux-arm64": ["@img/sharp-libvips-linux-arm64@1.0.4", "", { "os": "linux", "cpu": "arm64" }, "sha512-9B+taZ8DlyyqzZQnoeIvDVR/2F4EbMepXMc/NdVbkzsJbzkUjhXv/70GQJ7tdLA4YJgNP25zukcxpX2/SueNrA=="], + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-wasm32-wasi/@emnapi/core": ["@emnapi/core@1.11.1", "", { "dependencies": { "@emnapi/wasi-threads": "1.2.2", "tslib": "^2.4.0" } }, "sha512-RSvbQmHzdKzNsLYa/wHrbc3KN4sYLKAdPZxqiM2HATqv/SBk2/ENSHpvXGaLOMcsAyz0poEGqkmmKYG3OWiJEQ=="], - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-libvips-linux-s390x": ["@img/sharp-libvips-linux-s390x@1.0.4", "", { "os": "linux", "cpu": "s390x" }, "sha512-u7Wz6ntiSSgGSGcjZ55im6uvTrOxSIS8/dgoVMoiGE9I6JAfU50yH5BoDlYA1tcuGS7g/QNtetJnxA6QEsCVTA=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-libvips-linux-x64": ["@img/sharp-libvips-linux-x64@1.0.4", "", { "os": "linux", "cpu": "x64" }, "sha512-MmWmQ3iPFZr0Iev+BAgVMb3ZyC4KeFc3jFxnNbEPas60e1cIfevbtuyf9nDGIzOaW9PdnDciJm+wFFaTlj5xYw=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-libvips-linuxmusl-arm64": ["@img/sharp-libvips-linuxmusl-arm64@1.0.4", "", { "os": "linux", "cpu": "arm64" }, "sha512-9Ti+BbTYDcsbp4wfYib8Ctm1ilkugkA/uscUn6UXK1ldpC1JjiXbLfFZtRlBhjPZ5o1NCLiDbg8fhUPKStHoTA=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-libvips-linuxmusl-x64": ["@img/sharp-libvips-linuxmusl-x64@1.0.4", "", { "os": "linux", "cpu": "x64" }, "sha512-viYN1KX9m+/hGkJtvYYp+CCLgnJXwiQB39damAO7WMdKWlIhmYTfHjwSbQeUK/20vY154mwezd9HflVFM1wVSw=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-linux-arm": ["@img/sharp-linux-arm@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-arm": "1.0.5" }, "os": "linux", "cpu": "arm" }, "sha512-JTS1eldqZbJxjvKaAkxhZmBqPRGmxgu+qFKSInv8moZ2AmT5Yib3EQ1c6gp493HvrvV8QgdOXdyaIBrhvFhBMQ=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-linux-arm64": ["@img/sharp-linux-arm64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-arm64": "1.0.4" }, "os": "linux", "cpu": "arm64" }, "sha512-JMVv+AMRyGOHtO1RFBiJy/MBsgz0x4AWrT6QoEVVTyh1E39TrCUpTRI7mx9VksGX4awWASxqCYLCV4wBZHAYxA=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-linux-s390x": ["@img/sharp-linux-s390x@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-s390x": "1.0.4" }, "os": "linux", "cpu": "s390x" }, "sha512-y/5PCd+mP4CA/sPDKl2961b+C9d+vPAveS33s6Z3zfASk2j5upL6fXVPZi7ztePZ5CuH+1kW8JtvxgbuXHRa4Q=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-linux-x64": ["@img/sharp-linux-x64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linux-x64": "1.0.4" }, "os": "linux", "cpu": "x64" }, "sha512-opC+Ok5pRNAzuvq1AG0ar+1owsu842/Ab+4qvU879ippJBHvyY5n2mxF1izXqkPYlGuP/M556uh53jRLJmzTWA=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-linuxmusl-arm64": ["@img/sharp-linuxmusl-arm64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-arm64": "1.0.4" }, "os": "linux", "cpu": "arm64" }, "sha512-XrHMZwGQGvJg2V/oRSUfSAfjfPxO+4DkiRh6p2AFjLQztWUuY/o8Mq0eMQVIY7HJ1CDQUJlxGGZRw1a5bqmd1g=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-linuxmusl-x64": ["@img/sharp-linuxmusl-x64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-x64": "1.0.4" }, "os": "linux", "cpu": "x64" }, "sha512-WT+d/cgqKkkKySYmqoZ8y3pxx7lx9vVejxW/W4DOFMYVSkErR+w7mf2u8m/y4+xHe7yY9DAXQMWQhpnMuFfScw=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-win32-ia32": ["@img/sharp-win32-ia32@0.33.5", "", { "os": "win32", "cpu": "ia32" }, "sha512-T36PblLaTwuVJ/zw/LaH0PdZkRz5rd3SmMHX8GSmR7vtNSP5Z6bQkExdSK7xGWyxLw4sUknBuugTelgw2faBbQ=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-win32-x64": ["@img/sharp-win32-x64@0.33.5", "", { "os": "win32", "cpu": "x64" }, "sha512-MpY/o8/8kj+EcnxwvrP4aTJSWw/aZ7JIGR4aBeZkZw5B7/Jn+tY9/VNwtcoGmdT7GfggGIU4kygOMSbYnOrAbg=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/workerd/@cloudflare/workerd-darwin-64": ["@cloudflare/workerd-darwin-64@1.20251118.0", "", { "os": "darwin", "cpu": "x64" }, "sha512-UmWmYEYS/LkK/4HFKN6xf3Hk8cw70PviR+ftr3hUvs9HYZS92IseZEp16pkL6ZBETrPRpZC7OrzoYF7ky6kHsg=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/workerd/@cloudflare/workerd-darwin-arm64": ["@cloudflare/workerd-darwin-arm64@1.20251118.0", "", { "os": "darwin", "cpu": "arm64" }, "sha512-RockU7Qzf4rxNfY1lx3j4rvwutNLjTIX7rr2hogbQ4mzLo8Ea40/oZTzXVxl+on75joLBrt0YpenGW8o/r44QA=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/workerd/@cloudflare/workerd-linux-64": ["@cloudflare/workerd-linux-64@1.20251118.0", "", { "os": "linux", "cpu": "x64" }, "sha512-aT97GnOAbJDuuOG0zPVhgRk0xFtB1dzBMrxMZ09eubDLoU4djH4BuORaqvxNRMmHgKfa4T6drthckT0NjUvBdw=="], - - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/workerd/@cloudflare/workerd-linux-arm64": ["@cloudflare/workerd-linux-arm64@1.20251118.0", "", { "os": "linux", "cpu": "arm64" }, "sha512-bXZPJcwlq00MPOXqP7DMWjr+goYj0+Fqyw6zgEC2M3FR1+SWla4yjghnZ4IdpN+H1t7VbUrsi5np2LzMUFs0NA=="], + "@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-freebsd-wasm32/@img/sharp-wasm32": ["@img/sharp-wasm32@0.35.2", "", { "dependencies": { "@emnapi/runtime": "^1.11.1" } }, "sha512-Mrv4JQNYVQ94xH+jzZ9r+gowleN8mv2FTgKT+PI6bx5C0G8TdNYndu161pg2i7uoBwxy2ImPMHrJOM2LZef7Bw=="], - "@opencode/console-app/@cloudflare/vite-plugin/miniflare/workerd/@cloudflare/workerd-windows-64": ["@cloudflare/workerd-windows-64@1.20251118.0", "", { "os": "win32", "cpu": "x64" }, "sha512-2LV99AHSlpr8WcCb/BYbU2QsYkXLUL1izN6YKWkN9Eibv80JKX0RtgmD3dfmajE5sNvClavxZejgzVvHD9N9Ag=="], + "@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-webcontainers-wasm32/@img/sharp-wasm32": ["@img/sharp-wasm32@0.35.2", "", { "dependencies": { "@emnapi/runtime": "^1.11.1" } }, "sha512-Mrv4JQNYVQ94xH+jzZ9r+gowleN8mv2FTgKT+PI6bx5C0G8TdNYndu161pg2i7uoBwxy2ImPMHrJOM2LZef7Bw=="], "@opencode/console-app/wrangler/miniflare/sharp/@img/sharp-darwin-arm64": ["@img/sharp-darwin-arm64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-darwin-arm64": "1.0.4" }, "os": "darwin", "cpu": "arm64" }, "sha512-UT4p+iz/2H4twwAoLCqfA9UH5pI6DggwKEGuaPy7nCVQ8ZsiY5PIcrRvD1DzuY3qYL07NtIQcWnBSY/heikIFQ=="], @@ -6871,6 +6144,8 @@ "@opencode/console-app/wrangler/miniflare/sharp/@img/sharp-linuxmusl-x64": ["@img/sharp-linuxmusl-x64@0.33.5", "", { "optionalDependencies": { "@img/sharp-libvips-linuxmusl-x64": "1.0.4" }, "os": "linux", "cpu": "x64" }, "sha512-WT+d/cgqKkkKySYmqoZ8y3pxx7lx9vVejxW/W4DOFMYVSkErR+w7mf2u8m/y4+xHe7yY9DAXQMWQhpnMuFfScw=="], + "@opencode/console-app/wrangler/miniflare/sharp/@img/sharp-wasm32": ["@img/sharp-wasm32@0.33.5", "", { "dependencies": { "@emnapi/runtime": "^1.2.0" }, "cpu": "none" }, "sha512-ykUW4LVGaMcU9lu9thv85CbRMAwfeadCJHRsg2GmeRa/cJxsVY9Rbd57JcMxBkKHag5U/x7TSBpScF4U8ElVzg=="], + "@opencode/console-app/wrangler/miniflare/sharp/@img/sharp-win32-ia32": ["@img/sharp-win32-ia32@0.33.5", "", { "os": "win32", "cpu": "ia32" }, "sha512-T36PblLaTwuVJ/zw/LaH0PdZkRz5rd3SmMHX8GSmR7vtNSP5Z6bQkExdSK7xGWyxLw4sUknBuugTelgw2faBbQ=="], "@opencode/console-app/wrangler/miniflare/sharp/@img/sharp-win32-x64": ["@img/sharp-win32-x64@0.33.5", "", { "os": "win32", "cpu": "x64" }, "sha512-MpY/o8/8kj+EcnxwvrP4aTJSWw/aZ7JIGR4aBeZkZw5B7/Jn+tY9/VNwtcoGmdT7GfggGIU4kygOMSbYnOrAbg=="], @@ -6907,30 +6182,16 @@ "@opencode/stories/@tailwindcss/vite/@tailwindcss/oxide/@tailwindcss/oxide-wasm32-wasi/tslib": ["tslib@2.8.1", "", { "bundled": true }, "sha512-oJFu94HQb+KVduSUQL7wnpmqnfmLsOA/nAh6b6EH0wCEoK0/mPeXU6c3wKDV83MkOuHPRHtSXKKU99IBazS/2w=="], - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark/@astrojs/internal-helpers": ["@astrojs/internal-helpers@0.7.6", "", {}, "sha512-GOle7smBWKfMSP8osUIGOlB5kaHdQLV3foCsf+5Q9Wsuu+C6Fs3Ez/ttXmhjZ1HkSgsogcM1RXSjjOVieHq16Q=="], - - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark/@astrojs/prism": ["@astrojs/prism@3.3.0", "", { "dependencies": { "prismjs": "^1.30.0" } }, "sha512-q8VwfU/fDZNoDOf+r7jUnMC2//H2l0TuQ6FkGJL8vD8nw/q5KiL3DS1KKBI3QhI9UQhpJ5dc7AtqfbXWuOgLCQ=="], + "@opencode/web/@astrojs/check/yargs/cliui/string-width": ["string-width@7.2.0", "", { "dependencies": { "emoji-regex": "^10.3.0", "get-east-asian-width": "^1.0.0", "strip-ansi": "^7.1.0" } }, "sha512-tsaTIkKW9b4N+AEj+SVA+WhJzV7/zMhcSu78mLKWSk7cXMOSHsBKFWUs0fWwq8QyK3MgJBQRX6Gbi4kYbdvGkQ=="], - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark/shiki": ["shiki@3.23.0", "", { "dependencies": { "@shikijs/core": "3.23.0", "@shikijs/engine-javascript": "3.23.0", "@shikijs/engine-oniguruma": "3.23.0", "@shikijs/langs": "3.23.0", "@shikijs/themes": "3.23.0", "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4" } }, "sha512-55Dj73uq9ZXL5zyeRPzHQsK7Nbyt6Y10k5s7OjuFZGMhpp4r/rsLBH0o/0fstIzX1Lep9VxefWljK/SKCzygIA=="], + "@opencode/web/@astrojs/check/yargs/cliui/wrap-ansi": ["wrap-ansi@9.0.2", "", { "dependencies": { "ansi-styles": "^6.2.1", "string-width": "^7.0.0", "strip-ansi": "^7.1.0" } }, "sha512-42AtmgqjV+X1VpdOfyTGOYRi0/zsoLqtXQckTmqTeybT+BDIbM/Guxo7x3pE2vtpr1ok6xRqM9OpBe+Jyoqyww=="], - "@opencode/web/astro/unstorage/chokidar/readdirp": ["readdirp@5.1.1", "", {}, "sha512-Kko+Y5XQ6fM+Ce3dq3m9YGxnacYZYl9cA1wZjaF3Vbry2L3i1qVg8+CAgNPsXRArPMUMCaOR7oa9Nqntc43JKA=="], - - "@opencode/web/astro/unstorage/h3/cookie-es": ["cookie-es@1.2.3", "", {}, "sha512-lXVyvUvrNXblMqzIRrxHb57UUVmqsSWlxqt3XIjCkUP0wDAf6uicO6KMbEgYrMNtEvWgWHwe42CKxPu9MYAnWw=="], - - "@opencode/web/astro/unstorage/h3/crossws": ["crossws@0.3.5", "", { "dependencies": { "uncrypto": "^0.1.3" } }, "sha512-ojKiDvcmByhwa8YYqbQI/hg7MEU0NC03+pSdEq4ZUnZR9xXpwk7E43SMNGkn+JxJGPFtNvQ48+vV2p+P1ml5PA=="], - - "@opencode/www/@astrojs/markdown-remark/@astrojs/internal-helpers/js-yaml/argparse": ["argparse@2.0.1", "", {}, "sha512-8+9WqebbFzpX9OR+Wa6O29asIogeRMzcGtAINdpMHHyAg10f05aSFVBbcEqGf/PXw1EjAZ+q2/bEBg3DvurK3Q=="], + "@puppeteer/browsers/yargs/cliui/wrap-ansi/ansi-styles": ["ansi-styles@6.2.3", "", {}, "sha512-4Dj6M28JB+oAH8kFkTLUo+a2jwOFkuqb3yucU0CANcRRUbxS0cP0nZYCGjcc3BNXwRIsUVmDGgzawme7zvJHvg=="], "@solidjs/start/shiki/@shikijs/engine-javascript/oniguruma-to-es/regex": ["regex@5.1.1", "", { "dependencies": { "regex-utilities": "^2.3.0" } }, "sha512-dN5I359AVGPnwzJm2jN1k0W9LPZ+ePvoOeVMMfqIMFz53sSwXkxaJoxr50ptnsC771lK95BnTrVSZxq0b9yCGw=="], "@solidjs/start/shiki/@shikijs/engine-javascript/oniguruma-to-es/regex-recursion": ["regex-recursion@5.1.1", "", { "dependencies": { "regex": "^5.1.1", "regex-utilities": "^2.3.0" } }, "sha512-ae7SBCbzVNrIjgSbh7wMznPcQel1DNlDtzensnFxpiNpXt1U2ju/bHugH422r+4LAVS1FpW1YCwilmnNsjum9w=="], - "archiver-utils/glob/jackspeak/@isaacs/cliui/string-width": ["string-width@5.1.2", "", { "dependencies": { "eastasianwidth": "^0.2.0", "emoji-regex": "^9.2.2", "strip-ansi": "^7.0.1" } }, "sha512-HnLOCR3vjcY8beoNLtcjZ5/nxn2afmME6lhrDrebokqMap+XbeW8n9TXpPDOqdGK5qcI3oT0GKTW6wC7EMiVqA=="], - - "archiver-utils/glob/jackspeak/@isaacs/cliui/wrap-ansi": ["wrap-ansi@8.1.0", "", { "dependencies": { "ansi-styles": "^6.1.0", "string-width": "^5.0.1", "strip-ansi": "^7.0.1" } }, "sha512-si7QWI6zUMq56bESFvagtmzMdGOtoxfR+Sez11Mobfc7tm+VkUckk9bW2UeffTGVUbOksxmSw0AA2gs8g71NCQ=="], - - "archiver-utils/glob/minimatch/brace-expansion/balanced-match": ["balanced-match@1.0.2", "", {}, "sha512-3oSeUO0TMV67hN1AmbXsK4yaqU7tjiHlbxRDZOpH0KW9+CeX4bRAaX0Anxt0tx2MrpRpWwQaPwIlISEJhYU5Pw=="], - "babel-plugin-module-resolver/glob/minimatch/brace-expansion/balanced-match": ["balanced-match@1.0.2", "", {}, "sha512-3oSeUO0TMV67hN1AmbXsK4yaqU7tjiHlbxRDZOpH0KW9+CeX4bRAaX0Anxt0tx2MrpRpWwQaPwIlISEJhYU5Pw=="], "pkg-up/find-up/locate-path/p-locate/p-limit": ["p-limit@2.3.0", "", { "dependencies": { "p-try": "^2.0.0" } }, "sha512-//88mFWSJx8lxCzwdAABTJL2MyWB12+eIY7MDL2SqLmAkeKU9qxRvWuSyTjm3FUmpBEMuFfckAIqEaVGUDxb6w=="], @@ -6941,25 +6202,19 @@ "rimraf/glob/minimatch/brace-expansion/balanced-match": ["balanced-match@1.0.2", "", {}, "sha512-3oSeUO0TMV67hN1AmbXsK4yaqU7tjiHlbxRDZOpH0KW9+CeX4bRAaX0Anxt0tx2MrpRpWwQaPwIlISEJhYU5Pw=="], - "temp/rimraf/glob/minimatch/brace-expansion": ["brace-expansion@1.1.18", "", { "dependencies": { "balanced-match": "^1.0.0", "concat-map": "0.0.1" } }, "sha512-Edep/X9fGqVNmzKBVsDYIOtD+z1tuezV70LBjdCst9Tqu76lsnvRiZ6oTic1n+/BIwX6QDGAO94PN4N2SADvtw=="], - - "@opencode/stories/@tailwindcss/vite/@tailwindcss/oxide/@tailwindcss/oxide-wasm32-wasi/@napi-rs/wasm-runtime/@tybys/wasm-util": ["@tybys/wasm-util@0.10.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-F3fo1MYrRJYL3zER0OUOmkutjr1Vp23m7OsSgp7nq4SP6OqX6C/56XFIPAl5bt3zaBRjmW7SGz3u/6LwFpYcOg=="], + "temp/rimraf/glob/minimatch/brace-expansion": ["brace-expansion@1.1.21", "", { "dependencies": { "balanced-match": "^1.0.0", "concat-map": "0.0.1" } }, "sha512-9zeA+KLZNNzglF2TPKRQEDyx6Yby7daAkuy8MiPzpXPsYDWi/DRM8jmwUDxokQjYqBpv5DgPiwD4h4ZZSy1Ujw=="], - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark/shiki/@shikijs/core": ["@shikijs/core@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4", "hast-util-to-html": "^9.0.5" } }, "sha512-NSWQz0riNb67xthdm5br6lAkvpDJRTgB36fxlo37ZzM2yq0PQFFzbd8psqC2XMPgCzo1fW6cVi18+ArJ44wqgA=="], + "@astrojs/starlight/@astrojs/markdown-satteri/satteri/@bruits/satteri-wasm32-wasi/@emnapi/core/@emnapi/wasi-threads": ["@emnapi/wasi-threads@1.2.2", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-c95qOXkHdydNKhscBTebqEC1CVAZpyqOfVfBzQ1qgzyl3gfeldUjIggDbIZgDKsHLgnsM+igH7TJ/eAasaVuMA=="], - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark/shiki/@shikijs/engine-javascript": ["@shikijs/engine-javascript@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2", "oniguruma-to-es": "^4.3.4" } }, "sha512-aHt9eiGFobmWR5uqJUViySI1bHMqrAgamWE1TYSUoftkAeCCAiGawPMwM+VCadylQtF4V3VNOZ5LmfItH5f3yA=="], + "@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-freebsd-wasm32/@img/sharp-wasm32/@emnapi/runtime": ["@emnapi/runtime@1.11.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-Xz4Tpyki7XyrpbUK1jR1AhdAdaXyhhY4lZ3neLodmhpuWfy2PAQN5B46sAiU4liOXGLkHypn/qU+jvfWSCYYLA=="], - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark/shiki/@shikijs/engine-oniguruma": ["@shikijs/engine-oniguruma@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0", "@shikijs/vscode-textmate": "^10.0.2" } }, "sha512-1nWINwKXxKKLqPibT5f4pAFLej9oZzQTsby8942OTlsJzOBZ0MWKiwzMsd+jhzu8YPCHAswGnnN1YtQfirL35g=="], + "@cloudflare/vite-plugin/miniflare/sharp/@img/sharp-webcontainers-wasm32/@img/sharp-wasm32/@emnapi/runtime": ["@emnapi/runtime@1.11.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-Xz4Tpyki7XyrpbUK1jR1AhdAdaXyhhY4lZ3neLodmhpuWfy2PAQN5B46sAiU4liOXGLkHypn/qU+jvfWSCYYLA=="], - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark/shiki/@shikijs/langs": ["@shikijs/langs@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0" } }, "sha512-2Ep4W3Re5aB1/62RSYQInK9mM3HsLeB91cHqznAJMuylqjzNVAVCMnNWRHFtcNHXsoNRayP9z1qj4Sq3nMqYXg=="], + "@opencode/console-app/wrangler/miniflare/sharp/@img/sharp-wasm32/@emnapi/runtime": ["@emnapi/runtime@1.11.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-Xz4Tpyki7XyrpbUK1jR1AhdAdaXyhhY4lZ3neLodmhpuWfy2PAQN5B46sAiU4liOXGLkHypn/qU+jvfWSCYYLA=="], - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark/shiki/@shikijs/themes": ["@shikijs/themes@3.23.0", "", { "dependencies": { "@shikijs/types": "3.23.0" } }, "sha512-5qySYa1ZgAT18HR/ypENL9cUSGOeI2x+4IvYJu4JgVJdizn6kG4ia5Q1jDEOi7gTbN4RbuYtmHh0W3eccOrjMA=="], - - "@opencode/web/@astrojs/starlight/@astrojs/mdx/@astrojs/markdown-remark/shiki/@shikijs/types": ["@shikijs/types@3.23.0", "", { "dependencies": { "@shikijs/vscode-textmate": "^10.0.2", "@types/hast": "^3.0.4" } }, "sha512-3JZ5HXOZfYjsYSk0yPwBrkupyYSLpAE26Qc0HLghhZNGTZg/SKxXIIgoxOpmmeQP0RRSDJTk1/vPfw9tbw+jSQ=="], - - "archiver-utils/glob/jackspeak/@isaacs/cliui/string-width/emoji-regex": ["emoji-regex@9.2.2", "", {}, "sha512-L18DaJsXSUk2+42pv8mLs5jJT2hqFkFE4j21wOmgbUqsZ2hL72NsUU785g9RXgo3s0ZNgVl42TiHp3ZtOv/Vyg=="], + "@opencode/stories/@tailwindcss/vite/@tailwindcss/oxide/@tailwindcss/oxide-wasm32-wasi/@napi-rs/wasm-runtime/@tybys/wasm-util": ["@tybys/wasm-util@0.10.3", "", { "dependencies": { "tslib": "^2.4.0" } }, "sha512-F3fo1MYrRJYL3zER0OUOmkutjr1Vp23m7OsSgp7nq4SP6OqX6C/56XFIPAl5bt3zaBRjmW7SGz3u/6LwFpYcOg=="], - "archiver-utils/glob/jackspeak/@isaacs/cliui/wrap-ansi/ansi-styles": ["ansi-styles@6.2.3", "", {}, "sha512-4Dj6M28JB+oAH8kFkTLUo+a2jwOFkuqb3yucU0CANcRRUbxS0cP0nZYCGjcc3BNXwRIsUVmDGgzawme7zvJHvg=="], + "@opencode/web/@astrojs/check/yargs/cliui/wrap-ansi/ansi-styles": ["ansi-styles@6.2.3", "", {}, "sha512-4Dj6M28JB+oAH8kFkTLUo+a2jwOFkuqb3yucU0CANcRRUbxS0cP0nZYCGjcc3BNXwRIsUVmDGgzawme7zvJHvg=="], "rimraf/glob/jackspeak/@isaacs/cliui/string-width/emoji-regex": ["emoji-regex@9.2.2", "", {}, "sha512-L18DaJsXSUk2+42pv8mLs5jJT2hqFkFE4j21wOmgbUqsZ2hL72NsUU785g9RXgo3s0ZNgVl42TiHp3ZtOv/Vyg=="], diff --git a/nix/hashes.json b/nix/hashes.json index 5a2abc493bcc..e42eaff3c7c1 100644 --- a/nix/hashes.json +++ b/nix/hashes.json @@ -1,7 +1,7 @@ { "nodeModules": { - "x86_64-linux": "sha256-InRzS7Demz7R3D9J90um1RHO4BoUGc8L3m7RsIwP9Jk=", - "aarch64-linux": "sha256-1+QUq6zNCckHjiXJxUyahJXhrlOu9BkrT6/vOQ1KO5k=", - "aarch64-darwin": "sha256-JnjsRGXvULvF+D4dJ/6+tQjQcqDZLpf2hVFcQsmfVCU=" + "x86_64-linux": "sha256-ZeDwprKqzVEm/8IkD7D/EkwAGSy9HR8yQnGUMoae1Kc=", + "aarch64-linux": "sha256-DUkIdnwsQ2p+vqVFCRtQwMCYlETJl1QV8OxVsen273g=", + "aarch64-darwin": "sha256-ie3dihmkL/U4kPw+hKyVNj8uryed9mxGEiq8VpxMMIc=" } } diff --git a/package.json b/package.json index 1d9b62e18b3f..451a45067265 100644 --- a/package.json +++ b/package.json @@ -2,7 +2,7 @@ "$schema": "https://json.schemastore.org/package.json", "name": "opencode", "description": "AI-powered development tool", - "version": "2.2.0", + "version": "2.2.1", "private": true, "type": "module", "packageManager": "bun@1.4.4", @@ -53,14 +53,11 @@ "@types/bun": "1.4.3", "@types/cross-spawn": "6.0.6", "@octokit/rest": "22.0.0", - "@hono/standard-validator": "0.2.0", - "@hono/zod-validator": "0.4.2", "@opentui/core": "0.7.0", "@opentui/keymap": "0.7.0", "@opentui/solid": "0.7.0", "@tanstack/solid-virtual": "3.13.37", "@standard-schema/spec": "1.1.0", - "ulid": "3.0.1", "@kobalte/core": "0.13.13", "@corvu/drawer": "0.2.4", "@types/luxon": "3.7.1", @@ -68,24 +65,24 @@ "@types/semver": "7.7.1", "@tsconfig/node22": "22.0.2", "@tsconfig/bun": "1.0.9", + "@astrojs/starlight": "0.41.11", "@cloudflare/workers-types": "4.20251008.0", "@pierre/diffs": "1.6.1", "@pierre/highlights": "0.2.0", + "astro": "7.3.8", "@solid-primitives/event-listener": "2.4.6", "@solid-primitives/media": "2.3.6", "@solid-primitives/resize-observer": "2.2.0", "@solid-primitives/storage": "4.4.0", "@tailwindcss/vite": "4.1.11", "diff": "8.0.4", - "dompurify": "3.4.14", + "dompurify": "3.4.17", "drizzle-kit": "1.0.0-rc.5-ab785fc", "drizzle-orm": "1.0.0-rc.5-169397b", "effect": "4.0.1", "fast-check": "4.9.0", - "ai": "6.0.168", "cross-spawn": "7.0.6", - "hono": "4.10.7", - "hono-openapi": "1.1.2", + "hono": "4.13.13", "fuzzysort": "3.1.0", "get-east-asian-width": "1.6.0", "luxon": "3.6.1", @@ -95,20 +92,20 @@ "semver": "7.7.4", "typescript": "npm:@typescript/typescript6@6.0.2", "@typescript/native": "npm:typescript@7.1.0-beta", - "zod": "4.1.8", + "zod": "4.6.7", "remeda": "2.26.0", "sst": "4.13.1", "shiki": "4.4.3", "solid-list": "0.3.0", "string-width": "7.2.0", "tailwindcss": "4.1.11", - "vite": "7.3.6", + "vite": "7.3.7", "@solidjs/meta": "0.29.4", "@solidjs/router": "1.0.0", "@solidjs/start": "https://pkg.pr.new/@solidjs/start@dfb2020", "@sentry/solid": "10.71.0", "@sentry/vite-plugin": "5.4.0", - "solid-js": "1.9.15", + "solid-js": "1.9.17", "solid-sonner": "0.3.1", "vite-plugin-solid": "2.11.10", "@lydell/node-pty": "1.2.0-beta.12", @@ -116,7 +113,6 @@ } }, "devDependencies": { - "@actions/artifact": "5.0.1", "@ast-grep/cli": "0.44.0", "@opencode/client": "workspace:*", "@oxlint/plugins": "1.60.0", @@ -124,22 +120,18 @@ "@types/bun": "catalog:", "@types/mime-types": "3.0.1", "@types/react": "19.2.17", - "@types/react-dom": "19.2.3", "@typescript/native": "catalog:", "glob": "13.0.5", "husky": "9.1.7", "oxlint": "1.60.0", - "oxlint-tsgolint": "0.21.0", "prettier": "3.6.2", "semver": "^7.6.0", "sst": "catalog:", "turbo": "2.10.2" }, "dependencies": { - "@aws-sdk/client-s3": "3.933.0", "@opencode/plugin": "workspace:*", "@opencode/script": "workspace:*", - "heap-snapshot-toolkit": "1.1.3", "typescript": "catalog:" }, "repository": { @@ -167,6 +159,8 @@ "bun-types": "1.4.4", "effect": "catalog:", "open": "11.0.4", + "astro": "catalog:", + "@astrojs/starlight": "catalog:", "solid-js": "catalog:" }, "patchedDependencies": { @@ -175,14 +169,14 @@ "@npmcli/agent@4.0.2": "patches/@npmcli%2Fagent@4.0.2.patch", "@silvia-odwyer/photon-node@0.3.4": "patches/@silvia-odwyer%2Fphoton-node@0.3.4.patch", "@standard-community/standard-openapi@0.2.9": "patches/@standard-community%2Fstandard-openapi@0.2.9.patch", - "solid-js@1.9.15": "patches/solid-js@1.9.15.patch", + "solid-js@1.9.17": "patches/solid-js@1.9.17.patch", "@ai-sdk/mistral@3.0.51": "patches/@ai-sdk%2Fmistral@3.0.51.patch", "gcp-metadata@8.1.2": "patches/gcp-metadata@8.1.2.patch", "pacote@21.5.1": "patches/pacote@21.5.1.patch", "@ai-sdk/google@3.0.73": "patches/@ai-sdk%2Fgoogle@3.0.73.patch", "@tanstack/virtual-core@3.17.8": "patches/@tanstack%2Fvirtual-core@3.17.8.patch", "@ff-labs/fff-bun@0.10.5": "patches/@ff-labs%2Ffff-bun@0.10.5.patch", - "vite@8.2.2": "patches/vite@8.2.2.patch", + "vite@8.2.4": "patches/vite@8.2.4.patch", "@modelcontextprotocol/client@2.3.1": "patches/@modelcontextprotocol%2Fclient@2.3.1.patch", "@corvu/drawer@0.2.4": "patches/@corvu%2Fdrawer@0.2.4.patch", "app-builder-lib@26.15.7": "patches/app-builder-lib@26.15.7.patch", diff --git a/packages/ai/README.md b/packages/ai/README.md index 7c052afa7cf7..d5ac6503d434 100644 --- a/packages/ai/README.md +++ b/packages/ai/README.md @@ -81,6 +81,27 @@ for await (const event of events) { } ``` +### Freeform tools + +A tool with exactly one required string parameter can set `freeform`, so the model writes that parameter as raw text +instead of JSON arguments: unconstrained `text`, or text matching a `regex` or `lark` grammar. + +```ts +const run_code = AI.tool({ + description: "Run JavaScript", + parameters: Schema.Struct({ code: Schema.String }), + freeform: { type: "lark", grammar: JS_GRAMMAR }, + execute: ({ code }) => runCode(code), +}) +``` + +OpenAI Responses and Chat Completions, and every provider that reuses them, send it as a +[custom tool](https://platform.openai.com/docs/guides/function-calling#custom-tools). Other protocols send the normal +JSON tool. Only set `freeform` for models that accept custom tools in that format; nothing checks this or falls back +to JSON, so an unsupported model returns the provider's error. Calls, tool input events, results and history always +use the `{ code }` object, and past calls replay the way the tool is declared in the current request, so the same +history works with or without `freeform`. + ### Structured output `generateObject` forces a tool call and decodes its input against `schema`; pass `jsonSchema` instead for an @@ -185,7 +206,7 @@ const everything = AIClient.layerWith(logged) // or AI.make({ layer: logged }) ## Venice AI `Venice` provides native Chat Completions with streaming tools and reasoning. `model` and `chat` -select the same API; credentials default to `VENICE_API_KEY`. +select the same API, and `responses` selects its Responses API; credentials default to `VENICE_API_KEY`. ```ts import { LLM } from "@opencode/ai/effect" @@ -214,8 +235,8 @@ signatures, including per-tool signatures. Venice's encrypted scalar trailers ar reasoning but retained in provider metadata for replay. Cache affinity uses `promptCacheKey`, and cache-write usage reads Venice's `cache_creation_input_tokens` field. -The native package entrypoint is `@opencode/ai/providers/venice`. Image generation, embeddings, Responses, and -client-side E2EE are not implemented by this provider. +The native package entrypoints are `@opencode/ai/providers/venice` and `@opencode/ai/providers/venice/responses`. +Image generation, embeddings, and client-side E2EE are not implemented by this provider. ## Decisions @@ -565,7 +586,9 @@ M2.x models always think, even when a disabling option is supplied. For tool con `response.message` in history before adding `Message.tool(...)` results; this preserves reasoning and any signatures. The default API bases are `https://api.minimax.io/anthropic/v1` for Messages and `https://api.minimax.io/v1` for -Chat and Responses. `configure({ baseURL })` replaces the selected API's base, including its version prefix. +Chat, Responses and Images. `configure({ baseURL })` replaces the selected API's base, including its version prefix; +use `https://api.minimax.cn/v1` for the mainland China platform. `minimax.image("image-01")` (also +`@opencode/ai/providers/minimax/images`) generates images; see [MiniMax images](#minimax-images). ## Meta @@ -678,17 +701,14 @@ table before swapping only the `model`: | Provider | `n` | `aspect` | `resolution` | `images` | Moved to `providerOptions` | | --------------------- | --- | -------------------- | --------------------- | -------------------------------- | -------------------------------------------------- | | OpenAI | ✓¹ | nearest size | nearest size | ✓ | `size`, `outputFormat`, `mask` | -| Google (Gemini) | 1 | ✓ | ✓ (`imageSize`) | ✓ (no public URLs) | `seed` | +| Google (Gemini) | 1 | ✓ | ✓ (`0.5K` as `512`) | ✓ (no public URLs) | `seed` | | xAI | ✓ | ✓ | `1k`/`2k` | ✓ | none | | Meta | ✓ | ✓ (hint) | ignored | ✓ | `size`, `outputFormat` | | Z.ai | ✗ | width × height | width × height | ✗ | `size` | | Alibaba | ✓ | width × height | width × height | ✓ | `size`, `seed` | -| Black Forest Labs | 1 | per model | width × height models | per model (1–8) | `width`, `height`, `seed`, `output_format`, `mask` | -| fal | ✓ | per model | per model | 1 (several on `/edit`, `/multi`) | `image_size`, `seed`, `output_format`, `mask` | -| Replicate | ✗ | ✗ | ✗ | ✗ (use `providerOptions`) | everything | -| Stability `image` | 1 | ✓ | ✗ | 1 (not on `core`) | `seed`, `output_format` | -| Stability `upscale()` | ✗ | ✗ | ✗ | exactly 1 (required) | `seed`, `output_format` | +| MiniMax | ✓ | preset or w × h⁴ | preset or w × h⁴ | 1 (portrait subject) | `aspect_ratio`, `width`, `height`, `seed` | | Vercel AI Gateway | ✓ | as OpenAI³ | as OpenAI³ | per model | as OpenAI | +| OpenRouter | ✓ | ✓ (`aspect_ratio`) | tier⁵ | per model⁵ | `size`, `outputFormat` (no `mask`) | | Cloudflare Workers AI | 1 | width × height² | width × height² | ✗ | `width`, `height`, `seed` | ✓ lowers natively; ✗ fails whenever the field is set (including `n: 1`); `1` means `n > 1` fails. "width × height" @@ -698,7 +718,11 @@ fixed sizes. `providerOptions.size` replaces `aspect` and `resolution`, so setti forwards `outputFormat` but does not apply it, so the returned bytes keep the upstream model's own format. ² Workers AI `@cf/black-forest-labs/flux-1-schnell` takes no size, and the provider rejects it. ³ Non-OpenAI gateway models (`bfl/flux-2-pro`) get a computed width × height, which the gateway passes through; models with a fixed list, such as -Recraft, reject sizes outside it. +Recraft, reject sizes outside it. Grok (`spacexai/*`, `xai/*`) ignores `size`, so it gets `providerOptions.xai` +`aspect_ratio` and `1k`/`2k` instead. ⁴ MiniMax sends its `aspect_ratio` preset for a preset aspect at about `1K` and an +exact width × height (512–2048 px, steps of 8) otherwise; `image-01-live` takes only the presets, minus `21:9`. +⁵ OpenRouter takes `512`, `768`, `1K`, `1.5K`, `2K` or `4K` rather than pixels; other values are left out. It has no +edits endpoint, so input images go to `/images/generations` as `input_references` (data URLs or http(s) URLs). `Media.Asset` is the one asset type shared by image requests, image responses, LLM messages, and tool results. `asset.source` is the serializable `Media.Source` (`bytes`, `base64`, `url`, or `ref`); `asset.bytes()`, @@ -731,7 +755,7 @@ returns a ref yet, and `asset.bytes()` / `materialize()` on a ref fail by design image inputs, avoiding ambiguity between base64, URLs, and provider IDs. Empty or omitted `images` uses text-to-image generation; a non-empty array selects the provider's edit behavior (see the table above for routes that limit the count). OpenAI uses multipart for byte/data-URL edits and its JSON reference body for URL or file-ID edits. Inpainting is a -provider option on the routes that support it (OpenAI, fal, and BFL `flux-pro-1.0-fill`): +provider option on the routes that support it (OpenAI): ```ts const inpainted = Image.generate({ @@ -770,7 +794,7 @@ const xai = Image.generate({ aspect: "16:9", resolution: "1K", providerOptions: { - responseFormat: "b64_json", + responseFormat: "url", // defaults to "b64_json" (inline bytes) future_option: true, }, http, @@ -827,6 +851,26 @@ Z.ai does not include trustworthy MIME metadata for output URLs, so generated im `application/octet-stream` until materialized. Output URLs expire after 30 days; call `asset.materialize()` and persist the bytes promptly if they must remain available. +### MiniMax images + +```ts +import { MiniMax } from "@opencode/ai/providers" + +const minimax = Image.generate({ + model: MiniMax.configure({ apiKey }).image("image-01"), + prompt, + n: 2, + aspect: "16:9", + images: [Media.url("https://example.com/portrait.jpg")], // optional subject reference + providerOptions: { promptOptimizer: true, seed: 42 }, +}) +``` + +The reference image is sent as a `character` subject, so it should be a single front-facing portrait. Images come +back inline (`responseFormat: "base64"` by default); `responseFormat: "url"` returns links that expire after 24 hours +and carry no MIME type until materialized. MiniMax status codes map to typed errors; code 1026 is a `ContentPolicy` +error. + ### Partial images OpenAI's GPT image models stream previews. `Image.stream` sends `stream: true` with `partialImages` (0–3, default 2) @@ -845,49 +889,6 @@ const previews = Image.stream({ The provider may send fewer previews than requested when the final image is ready first. -### Queued image providers - -Black Forest Labs, fal, Replicate, and Stability's creative upscaler are submit-then-poll routes. `Image.generate` -and `Image.stream` poll for you (pass `{ poll }` to tune the interval and timeout); `Image.start` returns a -`Generation` whose `token` is serializable JSON for `Image.resume` in another process: - -```ts -import { BlackForestLabs, Stability } from "@opencode/ai/providers" - -const bfl = BlackForestLabs.configure({ apiKey: process.env.BFL_API_KEY }) - -const submit = Effect.gen(function* () { - const generation = yield* Image.start({ model: bfl.image("flux-2-pro"), prompt, aspect: "4:3" }) - persist({ provider: "black-forest-labs", modelID: "flux-2-pro", token: generation.token }) -}) - -const finish = Effect.gen(function* () { - const saved = load() - const resumed = yield* Image.resume(bfl.image(saved.modelID), saved.token) - return yield* resumed.await({ poll: { interval: "2 seconds" } }) -}) -``` - -The token carries no route identity, so persist the provider and model ID alongside it: `resume` needs the model. - -- **Black Forest Labs** — results are downloaded before returning, because `result.sample` expires in 10 minutes. -- **Replicate** — inputs are model-defined, so only `prompt` lowers: sizing, count, seed, format, and files go in - `providerOptions` under the model's names, with files as `Media.Asset` (data URLs up to 256 KB, larger by URL). - Outputs are removed an hour after the prediction completes. `Prefer: wait=60` in `headers` or `http.headers` holds - the submission open so a fast prediction costs one result read. -- **Stability** — `stability.image(id)` generates inline; `stability.upscale()` is the creative upscaler, queued: - -```ts -const stability = Stability.configure({ apiKey: process.env.STABILITY_API_KEY }) -const upscaled = Effect.gen(function* () { - const small = yield* Media.file("./small.png") - return yield* Image.generate( - { model: stability.upscale(), prompt: "A lighthouse", images: [small] }, - { poll: { interval: "5 seconds" } }, - ) -}) -``` - Imagen is not available: Google shut it down on the Gemini API, and Vertex discontinued the Imagen 4 models on 2026-06-30. `Google.image(...)` uses Gemini-native image models. @@ -912,7 +913,7 @@ The hosted result is represented as a provider-executed tool call and a tool res ## Video generation Video mirrors `Image` with one difference: every provider is asynchronous, so the route is a submit-then-poll -`Generation`. Models come from `.video(...)` selectors on the `Google` (Veo), `XAI`, `Fal`, and `Runway` facades. +`Generation`. Models come from `.video(...)` selectors on the `Google` (Veo), `XAI`, and `Runway` facades. Common fields (`frames`, `references`, `video`, `durationSeconds`, `aspect`, `resolution`, `audio`, `n`, `seed`, `negativePrompt`) lower natively or fail with a typed `AIError` before any network call; provider-native controls live under `providerOptions`, inferred from the selected model. @@ -947,7 +948,7 @@ const controlled = Effect.gen(function* () { const generation = yield* Video.start({ model: google.video("veo-3.1-generate-preview"), prompt }) generation.id // provider operation / task / request id generation.status // "queued" | "running" | "completed" | "failed" | "cancelled" | "expired" - generation.token // route-owned JSON: `{ operation }`, `{ requestID }`, `{ taskID }`, or fal's follow-up URLs + generation.token // route-owned JSON: `{ operation }`, `{ requestID }`, or `{ taskID }` // The token carries no route identity: persist the provider and model ID alongside it, since `resume` needs the model. const saved = JSON.stringify(generation.token) @@ -977,9 +978,6 @@ Provider notes: download, which the returned asset holds transiently (see above). - **xAI** sends a `video` input to `/videos/edits`, or `/videos/extensions` with `providerOptions.mode: "extend"`. `seed` and `negativePrompt` are not supported. -- **fal** endpoints are model-specific: `durationSeconds`, `references`, and `frames.last` fail typed and belong in - `providerOptions` under the model's own names (`duration: "8s"`, `end_image_url`, …). Auth is - `Authorization: Key `. - **Runway** expects pixel ratios in `aspect` for most models (`"1280:720"`), pins `X-Runway-Version`, reports `usage: { type: "credits" }`, and its output URLs expire after 24–48 hours. @@ -1173,7 +1171,7 @@ Everything below is exported from `@opencode/ai/effect` unless noted. - **`Transcription.request` / `generate` / `stream` / `start` / `resume`** — speech-to-text over inline, streaming, and queued routes; `TranscriptionClient` is its Effect service and layer. - **`Decision.request` / `Decision.generate`** — typed predicate, choice, and score questions over text, JSON, and media input; `DecisionClient` is its Effect service and layer. - **`AIClient.layer` / `AIClient.layerWith(executor)`** — every modality client plus the request executor in one layer. -- **`@opencode/ai`** (Promise root) — `AI.make({ layer? })` and a default `ai` client exposing `llm`, `image`, `video`, `speech`, `transcription`, and `decision` as Promise / `AsyncIterable` APIs, `run(effect)` for any package Effect, plus `file`, `write`, `bytes`, `base64`, and `materialize` for assets. +- **`@opencode/ai`** (Promise root) — `AI.make({ layer?, clients? })` and a default `ai` client exposing `llm`, `image`, `video`, `speech`, `transcription`, and `decision` as Promise / `AsyncIterable` APIs, `run(effect)` for any package Effect, plus `file`, `write`, `bytes`, `base64`, and `materialize` for assets. - **`@opencode/ai/experimental`** — APIs that may still change: `Extraction` (typed values read out of text) and `Realtime` (`Realtime.connect` starts an OpenAI, xAI, or Gemini voice session and returns a WebRTC answer SDP or a short-lived WebSocket URL and token). ## Testing @@ -1220,6 +1218,10 @@ For explicit compaction, script a `CompactionResponse` through `push`, `always`, For `compact(request, { mechanism: "trigger" })`, script a `CompactionCheckpointResponse` instead. It carries `checkpoint`, `responseID`, and optional `usage`. Endpoint and trigger calls reject each other's fixtures; both share the same queue, gates, lazy recording, and fallback controls. +`TestImage`, `TestVideo`, `TestSpeech`, `TestTranscription`, and `TestDecision` follow the same pattern: `testLayer()` provides the modality's client and `Test`, with the same `push`, `always`, `serve`, `requests`, `wait`, and `gate` controls. Script an `ImageResponse` (or the modality's response) or an `AIError`. `stream` expands the response into its events, and `start` returns an already finished generation that `resume` accepts by token. Decision responses are returned as scripted, without checking the answers against the questions. + +The Promise client accepts the same layers as `AI.make({ clients: TestImage.testLayer() })`; `ai.run(TestImage.Test.use(...))` reaches the controls. + The published legacy `Service`, `layer`, `clientLayer`, and module-level controls remain available as adapters over the same implementation, including the legacy live `requests` array. New tests should use `Test` and `testLayer`. @@ -1246,6 +1248,8 @@ const compacted = Effect.gen(function* () { }) ``` +From the Promise API, `await ai.llm.compact(request)` takes the same request and options (plus `signal`) and returns the same result. + `replacement` replaces the complete input window. Do not append it to the original transcript or extract only the encrypted item: the provider may retain additional messages in its output. Retained user and assistant messages remain ordinary messages with typed text, media, or reasoning parts, in their original order. Provider-specific message IDs, status, and phase use `providerMetadata`, not a raw output array hidden in an assistant message. Unsupported returned item types fail explicitly. The selected model carries explicit-compaction capability through request construction and updates. Calls using unsupported routes fail type checking. When the model is selected dynamically, narrow the request with `LLMClient.canCompact(request)` before calling `LLMClient.compact`; a model or route switch does not inherit the old capability. Runtime validation still rejects unsupported calls from untyped consumers. Capability describes the route's API, not whether every model or custom deployment supports the operation. diff --git a/packages/ai/package.json b/packages/ai/package.json index 8ad4e84399de..b10e82f8bdfc 100644 --- a/packages/ai/package.json +++ b/packages/ai/package.json @@ -1,6 +1,6 @@ { "$schema": "https://json.schemastore.org/package.json", - "version": "2.2.0", + "version": "2.2.1", "name": "@opencode/ai", "type": "module", "license": "MIT", @@ -28,7 +28,6 @@ "./providers/alibaba/messages": "./src/providers/alibaba/messages.ts", "./providers/alibaba/responses": "./src/providers/alibaba/responses.ts", "./providers/amazon-bedrock": "./src/providers/amazon-bedrock.ts", - "./providers/amazon-bedrock-mantle": "./src/providers/amazon-bedrock-mantle.ts", "./providers/amazon-bedrock/mantle": "./src/providers/amazon-bedrock/mantle.ts", "./providers/amazon-bedrock/mantle/chat": "./src/providers/amazon-bedrock/mantle/chat.ts", "./providers/amazon-bedrock/mantle/messages": "./src/providers/amazon-bedrock/mantle/messages.ts", @@ -42,7 +41,6 @@ "./providers/azure/responses": "./src/providers/azure/responses.ts", "./providers/baseten": "./src/providers/baseten.ts", "./providers/baseten/decisions": "./src/providers/baseten/decisions.ts", - "./providers/black-forest-labs": "./src/providers/black-forest-labs.ts", "./providers/cartesia": "./src/providers/cartesia.ts", "./providers/cerebras": "./src/providers/cerebras.ts", "./providers/cloudflare-ai-gateway": "./src/providers/cloudflare-ai-gateway.ts", @@ -58,16 +56,12 @@ "./providers/digitalocean": "./src/providers/digitalocean.ts", "./providers/digitalocean/decisions": "./src/providers/digitalocean/decisions.ts", "./providers/digitalocean/images": "./src/providers/digitalocean/images.ts", + "./providers/digitalocean/responses": "./src/providers/digitalocean/responses.ts", "./providers/elevenlabs": "./src/providers/elevenlabs.ts", - "./providers/fal": "./src/providers/fal.ts", "./providers/fireworks": "./src/providers/fireworks.ts", "./providers/google": "./src/providers/google.ts", "./providers/google-vertex": "./src/providers/google-vertex.ts", - "./providers/google-vertex-chat": "./src/providers/google-vertex-chat.ts", - "./providers/google-vertex-interactions": "./src/providers/google-vertex-interactions.ts", "./providers/google-vertex-messages": "./src/providers/google-vertex-messages.ts", - "./providers/google-vertex-mistral": "./src/providers/google-vertex-mistral.ts", - "./providers/google-vertex-responses": "./src/providers/google-vertex-responses.ts", "./providers/google-vertex/chat": "./src/providers/google-vertex/chat.ts", "./providers/google-vertex/gemini": "./src/providers/google-vertex/gemini.ts", "./providers/google-vertex/images": "./src/providers/google-vertex/images.ts", @@ -80,10 +74,12 @@ "./providers/groq": "./src/providers/groq.ts", "./providers/meta": "./src/providers/meta.ts", "./providers/meta/chat": "./src/providers/meta/chat.ts", + "./providers/meta/images": "./src/providers/meta/images.ts", "./providers/meta/messages": "./src/providers/meta/messages.ts", "./providers/meta/responses": "./src/providers/meta/responses.ts", "./providers/minimax": "./src/providers/minimax.ts", "./providers/minimax/chat": "./src/providers/minimax/chat.ts", + "./providers/minimax/images": "./src/providers/minimax/images.ts", "./providers/minimax/messages": "./src/providers/minimax/messages.ts", "./providers/minimax/responses": "./src/providers/minimax/responses.ts", "./providers/mistral": "./src/providers/mistral.ts", @@ -104,13 +100,13 @@ "./providers/openrouter": "./src/providers/openrouter.ts", "./providers/openrouter/decisions": "./src/providers/openrouter/decisions.ts", "./providers/openrouter/images": "./src/providers/openrouter/images.ts", - "./providers/replicate": "./src/providers/replicate.ts", + "./providers/openrouter/responses": "./src/providers/openrouter/responses.ts", "./providers/runway": "./src/providers/runway.ts", - "./providers/stability": "./src/providers/stability.ts", "./providers/togetherai": "./src/providers/togetherai.ts", "./providers/typesafe-ai": "./src/providers/typesafe-ai.ts", "./providers/typesafe-ai/decisions": "./src/providers/typesafe-ai/decisions.ts", "./providers/venice": "./src/providers/venice.ts", + "./providers/venice/responses": "./src/providers/venice/responses.ts", "./providers/vercel-ai-gateway": "./src/providers/vercel-ai-gateway.ts", "./providers/vercel-ai-gateway/chat": "./src/providers/vercel-ai-gateway/chat.ts", "./providers/vercel-ai-gateway/decisions": "./src/providers/vercel-ai-gateway/decisions.ts", diff --git a/packages/ai/script/setup-recording-env.ts b/packages/ai/script/setup-recording-env.ts index 4b583076a890..f1cc47d81eed 100644 --- a/packages/ai/script/setup-recording-env.ts +++ b/packages/ai/script/setup-recording-env.ts @@ -104,53 +104,6 @@ const PROVIDERS: ReadonlyArray = [ vars: [{ name: "XAI_API_KEY" }], validate: (env) => validateBearer("https://api.x.ai/v1/models", Redacted.make(env.XAI_API_KEY)), }, - { - id: "fal", - label: "fal", - tier: "canary", - note: "fal queue image and video recorded tests", - vars: [{ name: "FAL_KEY" }], - // fal has no free authenticated list endpoint; a 404 for an unknown request id proves the key was accepted. - validate: (env) => - Effect.gen(function* () { - const http = yield* HttpClient.HttpClient - const response = yield* http.execute( - HttpClientRequest.get( - "https://queue.fal.run/fal-ai/veo3.1/requests/00000000-0000-0000-0000-000000000000/status", - ).pipe(HttpClientRequest.setHeaders({ authorization: `Key ${Redacted.value(Redacted.make(env.FAL_KEY))}` })), - ) - if (response.status === 404) return undefined - return yield* responseError(response) - }), - }, - { - id: "black-forest-labs", - label: "Black Forest Labs", - tier: "canary", - note: "BFL FLUX queued image recorded tests", - vars: [{ name: "BFL_API_KEY" }], - validate: (env) => - HttpClientRequest.get("https://api.bfl.ai/v1/credits").pipe( - HttpClientRequest.setHeader("x-key", Redacted.value(Redacted.make(env.BFL_API_KEY))), - executeRequest, - ), - }, - { - id: "replicate", - label: "Replicate", - tier: "canary", - note: "Replicate prediction image recorded tests", - vars: [{ name: "REPLICATE_API_TOKEN" }], - validate: (env) => validateBearer("https://api.replicate.com/v1/account", Redacted.make(env.REPLICATE_API_TOKEN)), - }, - { - id: "stability", - label: "Stability AI", - tier: "canary", - note: "Stability inline generate and queued upscale recorded tests", - vars: [{ name: "STABILITY_API_KEY" }], - validate: (env) => validateBearer("https://api.stability.ai/v1/user/balance", Redacted.make(env.STABILITY_API_KEY)), - }, { id: "runway", label: "Runway", diff --git a/packages/ai/src/effect.ts b/packages/ai/src/effect.ts index 97ec8a5c5851..be732ba346a8 100644 --- a/packages/ai/src/effect.ts +++ b/packages/ai/src/effect.ts @@ -43,6 +43,7 @@ export { EffortPart, ContentPart, Message, + Freeform, ToolDefinition, ToolNamespace, ToolEntry, diff --git a/packages/ai/src/index.ts b/packages/ai/src/index.ts index ccbc4deedc8c..b932fe60b1b0 100644 --- a/packages/ai/src/index.ts +++ b/packages/ai/src/index.ts @@ -5,8 +5,22 @@ import type { AwaitOptions, Event, Generation, Snapshot } from "./generation.js" import { Image, type ImageModel, type ImageRequest, type ImageRequestInput } from "./image.js" import { LLM } from "./effect.js" import { Media } from "./media.js" +import { + LLMClient, + type CheckpointRequest, + type CompactionRequest, + type EndpointCompactOptions, + type TriggerCompactOptions, +} from "./route/client.js" import { RequestExecutor } from "./route/executor.js" -import { AIError, InvalidRequestError, LanguageModel, type LLMRequest } from "./schema/index.js" +import { + AIError, + InvalidRequestError, + LanguageModel, + type CompactionCheckpointResponse, + type CompactionResponse, + type LLMRequest, +} from "./schema/index.js" import type { GenerateObjectDynamicOptions, GenerateObjectOptions, @@ -21,7 +35,7 @@ import { type TranscriptionRequest, type TranscriptionRequestInput, } from "./transcription.js" -import { Tool, ToolFailure, type ToolExecuteContext, type ToolSchema } from "./tool.js" +import { Tool, ToolFailure, type FreeformOption, type ToolExecuteContext, type ToolSchema } from "./tool.js" import { fileMediaType } from "./utils/media-type.js" import { Video, type VideoModel, type VideoRequest, type VideoRequestInput } from "./video.js" @@ -30,9 +44,11 @@ import { Video, type VideoModel, type VideoRequest, type VideoRequestInput } fro * transcription and decision clients over a request executor; every method runs the corresponding Effect API and rethrows * `AIError` unchanged. `file` and `write` load `node:fs/promises` on first use, so importing this module does not. */ -export interface Options { +export interface Options { /** Executor layer; defaults to `RequestExecutor.fetchLayer`. Inject a recorder or `RequestExecutor.middleware(fn)` here. */ readonly layer?: Layer.Layer + /** Replaces default clients, for example with `TestImage.testLayer()`; its other services are available to `run`. */ + readonly clients?: Layer.Layer } export interface RunOptions { @@ -71,14 +87,20 @@ const abortEffect = (signal: AbortSignal | undefined) => return Effect.sync(() => signal.removeEventListener("abort", onAbort)) }) -export const make = (options: Options = {}) => { - const runtime = ManagedRuntime.make(AIClient.layerWith(options.layer ?? RequestExecutor.fetchLayer)) +export const make = (options: Options = {}) => { + const runtime = ManagedRuntime.make( + Layer.merge( + AIClient.layerWith(options.layer ?? RequestExecutor.fetchLayer), + // `R` is only inferred from `clients`, so it is `never` whenever `clients` is omitted. + (options.clients ?? Layer.empty) as Layer.Layer, + ), + ) /** Run any package Effect (for example `LLMClient.compact(...)`) inside this runtime. */ - const run = (effect: Effect.Effect, options?: RunOptions) => + const run = (effect: Effect.Effect, options?: RunOptions) => runtime.runPromise(Effect.raceFirst(effect, abortEffect(options?.signal))) - const iterate = (stream: Stream.Stream, options?: RunOptions): AsyncIterable => + const iterate = (stream: Stream.Stream, options?: RunOptions): AsyncIterable => Stream.toAsyncIterable( Stream.unwrap( runtime.contextEffect.pipe( @@ -105,6 +127,21 @@ export const make = (options: Options = {}) => { return run("schema" in input ? LLM.generateObject(input) : LLM.generateObject(input), options) } + function compact( + request: CheckpointRequest, + options: TriggerCompactOptions & RunOptions, + ): Promise + function compact(request: CompactionRequest, options?: EndpointCompactOptions & RunOptions): Promise + // The overloads pair each request type with its mechanism; `LLMClient.compact` checks the route's capability at runtime. + function compact( + request: CheckpointRequest | CompactionRequest, + options?: (TriggerCompactOptions | EndpointCompactOptions) & RunOptions, + ) { + return options?.mechanism === "trigger" + ? run(LLMClient.compact(request as CheckpointRequest, options), options) + : run(LLMClient.compact(request as CompactionRequest, options), options) + } + const handle = (generation: Generation): GenerationHandle => ({ ...generation.snapshot, token: generation.token, @@ -164,6 +201,8 @@ export const make = (options: Options = {}) => { iterate(LLM.loop(input), options), /** Decode the model's output against `schema` (or `jsonSchema`, unvalidated) like `LLM.generateObject`. */ generateObject, + /** Compact a Responses request like `LLMClient.compact`: a replacement window, or a checkpoint with `mechanism: "trigger"`. */ + compact, }, image: { request: Image.request, @@ -234,7 +273,7 @@ export const make = (options: Options = {}) => { } } -export type Client = ReturnType +export type Client = ReturnType> const fileError = (message: string, cause: unknown) => new AIError({ reason: new InvalidRequestError({ message, cause }) }) @@ -246,6 +285,7 @@ const fileError = (message: string, cause: unknown) => export const tool = >(config: { readonly description: string readonly parameters: Parameters + readonly freeform?: FreeformOption readonly execute: ( params: Schema.Schema.Type, context: Partial & { readonly signal: AbortSignal }, @@ -255,6 +295,7 @@ export const tool = >(config: { description: config.description, parameters: config.parameters, success: Schema.Unknown, + freeform: config.freeform, execute: (params, context) => Effect.tryPromise({ try: async (signal) => (await config.execute(params, { ...context, signal })) ?? null, diff --git a/packages/ai/src/media-client.ts b/packages/ai/src/media-client.ts index 01867a2f62fa..622bfa7fdbad 100644 --- a/packages/ai/src/media-client.ts +++ b/packages/ai/src/media-client.ts @@ -26,6 +26,7 @@ export const make = , Even readonly responseEvents: (response: Response) => ReadonlyArray }, ) => ({ + responseEvents: input.responseEvents, layer: Layer.effect( service, Effect.gen(function* () { diff --git a/packages/ai/src/protocols/bfl-images.ts b/packages/ai/src/protocols/bfl-images.ts deleted file mode 100644 index 679d42c51752..000000000000 --- a/packages/ai/src/protocols/bfl-images.ts +++ /dev/null @@ -1,230 +0,0 @@ -import { Effect, Schema } from "effect" -import type { HttpClientResponse } from "effect/http" -import type { Status } from "../generation.js" -import { ImageModel, ImageResponse, type ImageRequestFor } from "../image.js" -import { Media } from "../media.js" -import { MediaProtocol } from "../route/media-protocol.js" -import { MediaRoute } from "../route/media.js" -import { mergeJsonRecords, type OpenString } from "../schema/index.js" -import { ProviderShared, optionalNull } from "./shared.js" -import { ImageSizing } from "./utils/image-sizing.js" - -const route = MediaProtocol.identity({ id: "bfl-images", name: "Black Forest Labs", provider: "black-forest-labs" }) -export const DEFAULT_BASE_URL = "https://api.bfl.ai" - -// --------------------------------------------------------------------------- -// 1. Public model input -// --------------------------------------------------------------------------- - -/** Native body fields; `aspect` and `resolution` lower to `width`/`height` or `aspect_ratio` depending on the model. */ -export type BlackForestLabsImageOptions = { - readonly width?: number - readonly height?: number - readonly seed?: number - readonly output_format?: OpenString<"jpeg" | "png" | "webp"> - /** Inpainting mask for `flux-pro-1.0-fill`. */ - readonly mask?: Media.Asset - readonly safety_tolerance?: number - readonly prompt_upsampling?: boolean - readonly disable_pup?: boolean - readonly raw?: boolean - readonly guidance?: number - readonly steps?: number -} & Record - -export type Request = ImageRequestFor - -// --------------------------------------------------------------------------- -// 2. Token and response schemas -// --------------------------------------------------------------------------- - -/** - * Regional clusters answer on different hosts, so the returned `polling_url` is followed verbatim. BFL reports the - * credit cost on submit, so it rides on the token; it is optional so tokens persisted before it existed still decode. - */ -export const Token = Schema.Struct({ - id: Schema.String, - pollingURL: Schema.String, - cost: Schema.optionalKey(Schema.Number), -}) -export type Token = Schema.Schema.Type - -const StartResponse = Schema.Struct({ - id: Schema.String, - polling_url: Schema.String, - cost: optionalNull(Schema.Number), -}) - -const Result = Schema.Struct({ - id: Schema.String, - status: Schema.String, - result: optionalNull( - Schema.StructWithRest( - Schema.Struct({ sample: Schema.String, seed: optionalNull(Schema.Number), prompt: optionalNull(Schema.String) }), - [Schema.Record(Schema.String, Schema.Unknown)], - ), - ), - cost: optionalNull(Schema.Number), -}) - -const STATUS = { - Pending: "running", - Reasoning: "running", - Generating: "running", - Ready: "completed", - Error: "failed", - // Moderation is terminal; `decodeResult` reports it as a content-policy failure. - "Content Moderated": "failed", - "Request Moderated": "failed", - "Task not found": "expired", -} as const satisfies Record - -const isModerated = (status: string) => status === "Content Moderated" || status === "Request Moderated" - -// --------------------------------------------------------------------------- -// 5. Request body construction -// --------------------------------------------------------------------------- - -interface Capabilities { - readonly sizing: ImageSizing.Limits | "aspectRatio" | "none" - /** `input_image` numbers extra references `input_image_2`…; the other fields take one image. */ - readonly imageField: "input_image" | "image_prompt" | "image" - readonly maxImages: number - readonly mask: boolean -} - -const LEGACY_LIMITS = { multiple: 32, minEdge: 256, maxEdge: 1440 } -const FLUX_2_LIMITS = { multiple: 16, minEdge: 64, maxPixels: 4_194_304 } - -const capabilities = (model: string): Capabilities => { - if (model.startsWith("flux-pro-1.0-fill")) return { sizing: "none", imageField: "image", maxImages: 1, mask: true } - if (model.startsWith("flux-pro-1.0-expand")) return { sizing: "none", imageField: "image", maxImages: 1, mask: false } - if (model.startsWith("flux-kontext")) - return { sizing: "aspectRatio", imageField: "input_image", maxImages: 4, mask: false } - if (model.startsWith("flux-pro-1.1-ultra")) - return { sizing: "aspectRatio", imageField: "image_prompt", maxImages: 1, mask: false } - if (model.startsWith("flux-pro-1.1") || model.startsWith("flux-dev")) - return { sizing: LEGACY_LIMITS, imageField: "image_prompt", maxImages: 1, mask: false } - if (model.startsWith("flux-2-klein")) - return { sizing: FLUX_2_LIMITS, imageField: "input_image", maxImages: 4, mask: false } - return { sizing: FLUX_2_LIMITS, imageField: "input_image", maxImages: 8, mask: false } -} - -const validate = (request: Request, model: Capabilities) => { - const id = request.model.id - const images = request.images?.length ?? 0 - if (request.n !== undefined && request.n > 1) - return Effect.fail(route.unsupported("media.n", `${id} generates one image per request; call it once per image`)) - if (request.aspect !== undefined && model.sizing === "none") - return Effect.fail(route.unsupported("media.aspect", `${id} keeps the source image's size`)) - if (request.resolution !== undefined && typeof model.sizing === "string") - return Effect.fail(route.unsupported("media.resolution", `${id} does not take resolution`)) - if (images > model.maxImages) - return Effect.fail(route.unsupported("media.images", `${id} takes at most ${model.maxImages} images`)) - if (request.providerOptions?.mask !== undefined && !model.mask) - return Effect.fail(route.unsupported("media.mask", `${id} does not inpaint; use flux-pro-1.0-fill`)) - return Effect.void -} - -const imageInput = (asset: Media.Asset) => { - const value = asset.inline()?.base64 ?? ProviderShared.mediaUrl(asset) - if (value === undefined) - return Effect.fail(ProviderShared.invalidRequest(`${route.name} accepts inline images or https URLs`)) - return Effect.succeed(value) -} - -const fromRequest = Effect.fn("BlackForestLabsImages.fromRequest")(function* (request: Request) { - const model = capabilities(request.model.id) - yield* validate(request, model) - const images = yield* Effect.forEach(request.images ?? [], imageInput) - const fields = images.map((image, index) => [ - index === 0 ? model.imageField : `${model.imageField}_${index + 1}`, - image, - ]) - const { mask, ...native } = request.providerOptions ?? {} - const size = typeof model.sizing === "string" ? undefined : yield* ImageSizing.exact(route, request, model.sizing) - return MediaProtocol.json( - mergeJsonRecords( - { - prompt: request.prompt, - ...size, - aspect_ratio: model.sizing === "aspectRatio" ? request.aspect : undefined, - mask: mask === undefined ? undefined : yield* imageInput(mask), - ...Object.fromEntries(fields), - }, - native, - request.http?.body, - ) ?? {}, - ) -}) - -// --------------------------------------------------------------------------- -// 6. Response decoding -// --------------------------------------------------------------------------- - -const decodeStart = route.decodeStarted(StartResponse, (value) => ({ - token: { - id: value.id, - pollingURL: value.polling_url, - ...(value.cost === undefined || value.cost === null ? {} : { cost: value.cost }), - }, - snapshot: { id: value.id, status: "queued" }, -})) - -const decodeDocument = route.decodeJson(Result) - -const decodeStatus = Effect.fn("BlackForestLabsImages.decodeStatus")(function* ( - response: HttpClientResponse.HttpClientResponse, - context: MediaProtocol.PollContext, -) { - const output = yield* decodeDocument(response) - return { id: context.token.id, status: yield* MediaProtocol.status(STATUS, output.value.status, output) } -}) - -const decodeResult = Effect.fn("BlackForestLabsImages.decodeResult")(function* ( - response: HttpClientResponse.HttpClientResponse, - context: MediaProtocol.PollContext, -) { - const output = yield* decodeDocument(response) - const document = output.value - const status = yield* MediaProtocol.status(STATUS, document.status, output) - if (isModerated(document.status)) return yield* output.contentPolicy(`${route.name} moderated the generation`) - if (status === "failed" || status === "expired") - return yield* output.ended(status, `${route.name} generation ${context.token.id} ended with ${document.status}`) - if (status !== "completed") return yield* output.pending(context.token.id) - if (document.result === undefined || document.result === null) - return yield* output.invalid(`${route.name} generation ${context.token.id} has no result`) - const { sample, seed, prompt, ...rest } = document.result - // A settled `cost` on the result supersedes the submit-time cost carried on the token. - const cost = document.cost ?? context.token.cost - return new ImageResponse({ - // `sample` is a signed URL that expires 10 minutes after the result is ready, so it is downloaded now. - images: [yield* context.materialize(Media.url(sample))], - usage: cost === undefined ? undefined : { type: "credits", credits: cost }, - providerMetadata: { - bfl: { id: context.token.id, seed: seed ?? undefined, prompt: prompt ?? undefined, ...rest }, - }, - }) -}) - -// --------------------------------------------------------------------------- -// 7. Protocol and route -// --------------------------------------------------------------------------- - -export const protocol = MediaProtocol.queued(route, { - token: Token, - start: { body: { from: fromRequest }, decode: decodeStart }, - status: { path: (token) => token.pollingURL, decode: decodeStatus }, - result: { path: (token) => token.pollingURL, decode: decodeResult }, -}) - -export const model = (input: MediaRoute.ModelInput) => - ImageModel.fromRoute( - { protocol, baseURL: DEFAULT_BASE_URL, path: ({ request }) => `/v1/${request.model.id}` }, - input, - ) - -export const BlackForestLabsImages = { - protocol, - model, -} as const diff --git a/packages/ai/src/protocols/fal-images.ts b/packages/ai/src/protocols/fal-images.ts deleted file mode 100644 index b1d5570fa992..000000000000 --- a/packages/ai/src/protocols/fal-images.ts +++ /dev/null @@ -1,150 +0,0 @@ -import { Effect, Schema } from "effect" -import type { HttpClientResponse } from "effect/http" -import { ImageModel, ImageResponse, type ImageRequestFor } from "../image.js" -import { Media } from "../media.js" -import { MediaProtocol } from "../route/media-protocol.js" -import { MediaRoute } from "../route/media.js" -import { mergeJsonRecords, type OpenString } from "../schema/index.js" -import { optionalNull } from "./shared.js" -import { FalQueue } from "./utils/fal-queue.js" -import { ImageSizing } from "./utils/image-sizing.js" - -const route = MediaProtocol.identity({ id: "fal-images", name: "fal Images", provider: "fal" }) - -// --------------------------------------------------------------------------- -// 1. Public model input -// --------------------------------------------------------------------------- - -/** Model-defined `input` fields; `aspect` and `resolution` lower to `image_size` or `aspect_ratio` per model. */ -export type FalImageOptions = { - readonly image_size?: - | OpenString<"square_hd" | "square" | "portrait_4_3" | "portrait_16_9" | "landscape_4_3" | "landscape_16_9"> - | { readonly width: number; readonly height: number } - readonly seed?: number - readonly output_format?: OpenString<"jpeg" | "png" | "webp"> - /** Inpainting mask, sent as `mask_url`. */ - readonly mask?: Media.Asset - readonly enable_safety_checker?: boolean -} & Record - -export type Request = ImageRequestFor - -// --------------------------------------------------------------------------- -// 2. Response schema -// --------------------------------------------------------------------------- - -const QueueResult = Schema.StructWithRest( - Schema.Struct({ - images: Schema.Array( - Schema.Struct({ - url: Schema.String, - width: optionalNull(Schema.Number), - height: optionalNull(Schema.Number), - content_type: optionalNull(Schema.String), - }), - ), - seed: optionalNull(Schema.Number), - has_nsfw_concepts: optionalNull(Schema.Array(Schema.Boolean)), - }), - [Schema.Record(Schema.String, Schema.Unknown)], -) - -// --------------------------------------------------------------------------- -// 5. Request body construction -// --------------------------------------------------------------------------- - -/** Nano Banana takes `aspect_ratio` and `resolution` tiers, FLUX Ultra and Kontext only `aspect_ratio`, FLUX `image_size`. */ -const sizing = (model: string) => { - if (model.startsWith("fal-ai/nano-banana")) return "tiers" - if (/^fal-ai\/flux-pro\/(v1\.1-ultra|kontext)/.test(model)) return "aspect_ratio" - if (model.startsWith("fal-ai/flux")) return "image_size" - return undefined -} - -const validate = (request: Request) => { - const id = request.model.id - if (request.resolution !== undefined && sizing(id) === "aspect_ratio") - return Effect.fail(route.unsupported("media.resolution", `${id} sizes by aspect only`)) - if ((request.images?.length ?? 0) > 1 && !takesImageList(id)) - return Effect.fail( - route.unsupported( - "media.images", - `${id} takes one image_url; use an /edit or /multi endpoint for several images`, - ), - ) - return Effect.void -} - -// `/edit` and `/multi` (Kontext) endpoints take an `image_urls` list; image-to-image, fill, and Ultra take one -// `image_url` (beside `mask_url`). -const takesImageList = (model: string) => model.endsWith("/edit") || model.endsWith("/multi") - -const fromRequest = Effect.fn("FalImages.fromRequest")(function* (request: Request) { - yield* validate(request) - const images = yield* Effect.forEach(request.images ?? [], (image) => FalQueue.mediaUrl(image, route.name)) - const list = takesImageList(request.model.id) - const { mask, ...native } = request.providerOptions ?? {} - const field = sizing(request.model.id) - return MediaProtocol.json( - mergeJsonRecords( - { - prompt: request.prompt, - num_images: request.n, - ...(field === "image_size" - ? { image_size: yield* ImageSizing.exact(route, request, { multiple: 16 }) } - : { aspect_ratio: request.aspect, resolution: request.resolution }), - image_urls: list && images.length > 0 ? images : undefined, - image_url: list ? undefined : images[0], - mask_url: mask === undefined ? undefined : yield* FalQueue.mediaUrl(mask, route.name), - }, - native, - request.http?.body, - ) ?? {}, - ) -}) - -// --------------------------------------------------------------------------- -// 6. Response decoding -// --------------------------------------------------------------------------- - -const decodeQueueResult = route.decodeJson(QueueResult) - -const decodeResult = Effect.fn("FalImages.decodeResult")(function* ( - response: HttpClientResponse.HttpClientResponse, - context: MediaProtocol.PollContext, -) { - const output = yield* decodeQueueResult(response) - const { images, seed, ...rest } = output.value - if (images.length === 0) return yield* output.invalid(`${route.name} returned no images`) - return new ImageResponse({ - images: images.map((image) => { - const info = { width: image.width ?? undefined, height: image.height ?? undefined } - // `sync_mode: true` returns data URIs instead of hosted URLs. - return ( - Media.parseDataUrl(image.url, { info }) ?? - Media.url(image.url, { mediaType: image.content_type ?? undefined, info }) - ) - }), - providerMetadata: { fal: { requestId: context.token.requestID, seed: seed ?? undefined, ...rest } }, - }) -}) - -// --------------------------------------------------------------------------- -// 7. Protocol and route -// --------------------------------------------------------------------------- - -export const protocol = FalQueue.protocol(route, { - from: fromRequest, - decodeResult, -}) - -export const model = (input: MediaRoute.ModelInput) => - ImageModel.fromRoute( - { protocol, baseURL: FalQueue.DEFAULT_BASE_URL, path: ({ request }) => `/${request.model.id}` }, - input, - ) - -export const FalImages = { - protocol, - model, -} as const diff --git a/packages/ai/src/protocols/fal-video.ts b/packages/ai/src/protocols/fal-video.ts deleted file mode 100644 index fb12e141f0cb..000000000000 --- a/packages/ai/src/protocols/fal-video.ts +++ /dev/null @@ -1,121 +0,0 @@ -import { Effect, Schema } from "effect" -import type { HttpClientResponse } from "effect/http" -import { Media } from "../media.js" -import { MediaProtocol } from "../route/media-protocol.js" -import { MediaRoute } from "../route/media.js" -import { mergeJsonRecords, type OpenString } from "../schema/index.js" -import { VideoModel, VideoResponse, type VideoRequestFor } from "../video.js" -import { optionalNull } from "./shared.js" -import { FalQueue } from "./utils/fal-queue.js" - -const route = MediaProtocol.identity({ id: "fal-video", name: "fal Video", provider: "fal" }) - -// --------------------------------------------------------------------------- -// 1. Public model input -// --------------------------------------------------------------------------- - -/** - * Provider-native input. fal video endpoints are model-specific: `duration` is a string enum whose values differ per - * model (`"8s"` for Veo, `"5"` for Kling), and last-frame fields are named per model (`end_image_url`, - * `last_frame_url`, `tail_image_url`), so those pass through here instead of lowering from common fields. - */ -export type FalVideoOptions = { - readonly duration?: OpenString<"4s" | "6s" | "8s" | "5" | "10"> -} & Record - -export type Request = VideoRequestFor - -// --------------------------------------------------------------------------- -// 2. Response schema -// --------------------------------------------------------------------------- - -const QueueResult = Schema.StructWithRest( - Schema.Struct({ - video: Schema.Struct({ - url: Schema.String, - content_type: optionalNull(Schema.String), - file_name: optionalNull(Schema.String), - file_size: optionalNull(Schema.Number), - }), - seed: optionalNull(Schema.Number), - }), - [Schema.Record(Schema.String, Schema.Unknown)], -) - -// --------------------------------------------------------------------------- -// 5. Request body construction -// --------------------------------------------------------------------------- - -const fromRequest = Effect.fn("FalVideo.fromRequest")(function* (request: Request) { - if (request.frames?.last !== undefined) - return yield* route.unsupported( - "video.frames.last", - `${route.name} names the last frame per model; pass it through providerOptions (e.g. end_image_url) instead of frames.last`, - ) - const imageUrl = - request.frames?.first === undefined ? undefined : yield* FalQueue.mediaUrl(request.frames.first, route.name) - const videoUrl = request.video === undefined ? undefined : yield* FalQueue.mediaUrl(request.video, route.name) - return MediaProtocol.json( - mergeJsonRecords( - { - prompt: request.prompt, - negative_prompt: request.negativePrompt, - seed: request.seed, - aspect_ratio: request.aspect, - resolution: request.resolution, - generate_audio: request.audio, - image_url: imageUrl, - video_url: videoUrl, - }, - request.providerOptions, - request.http?.body, - ) ?? {}, - ) -}) - -// --------------------------------------------------------------------------- -// 6. Response decoding -// --------------------------------------------------------------------------- - -const decodeQueueResult = route.decodeJson(QueueResult) - -const decodeResult = Effect.fn("FalVideo.decodeResult")(function* ( - response: HttpClientResponse.HttpClientResponse, - context: MediaProtocol.PollContext, -) { - const output = yield* decodeQueueResult(response) - const { video, seed, ...rest } = output.value - return new VideoResponse({ - videos: [Media.url(video.url, { mediaType: video.content_type ?? "video/mp4" })], - providerMetadata: { - fal: { - requestId: context.token.requestID, - seed: seed ?? undefined, - fileName: video.file_name ?? undefined, - fileSize: video.file_size ?? undefined, - ...rest, - }, - }, - }) -}) - -// --------------------------------------------------------------------------- -// 7. Protocol and route -// --------------------------------------------------------------------------- - -export const protocol = FalQueue.protocol(route, { - unsupported: ["n", "durationSeconds", "references"], - from: fromRequest, - decodeResult, -}) - -export const model = (input: MediaRoute.ModelInput) => - VideoModel.fromRoute( - { protocol, baseURL: FalQueue.DEFAULT_BASE_URL, path: ({ request }) => `/${request.model.id}` }, - input, - ) - -export const FalVideo = { - protocol, - model, -} as const diff --git a/packages/ai/src/protocols/google-images.ts b/packages/ai/src/protocols/google-images.ts index 701dd8f7f8ae..fe0db254c3e2 100644 --- a/packages/ai/src/protocols/google-images.ts +++ b/packages/ai/src/protocols/google-images.ts @@ -83,7 +83,9 @@ const GoogleImageResponse = Schema.Struct({ const generationConfig = (request: Request) => { const { thinkingLevel, includeThoughts, ...native } = request.providerOptions ?? {} - const imageConfig = { aspectRatio: request.aspect, imageSize: request.resolution } + // Google names the half tier `512` and rejects `0.5K`. + const imageSize = request.resolution?.toUpperCase() === "0.5K" ? "512" : request.resolution?.toUpperCase() + const imageConfig = { aspectRatio: request.aspect, imageSize } const thinkingConfig = { thinkingLevel, includeThoughts } return ( mergeJsonRecords( diff --git a/packages/ai/src/protocols/meta-responses.ts b/packages/ai/src/protocols/meta-responses.ts index eb9898976b39..cfaf7f610ecd 100644 --- a/packages/ai/src/protocols/meta-responses.ts +++ b/packages/ai/src/protocols/meta-responses.ts @@ -120,8 +120,10 @@ const fromRequest = Effect.fn("MetaResponses.fromRequest")(function* (request: L type InputItem = OpenResponses.OpenResponsesBody["input"][number] // Hosted replay items have an open `type`, so a plain tag check does not narrow the union. -const isFunctionCallOutput = (item: InputItem): item is Extract => - item.type === "function_call_output" +const isFunctionCallOutput = ( + item: InputItem, +): item is Extract => + item.type === "function_call_output" || item.type === "custom_tool_call_output" const HOSTED_TOOLS = { web_search_call: { name: "web_search", input: (item) => item.action ?? {} }, diff --git a/packages/ai/src/protocols/minimax-images.ts b/packages/ai/src/protocols/minimax-images.ts new file mode 100644 index 000000000000..a8e7b8f12a27 --- /dev/null +++ b/packages/ai/src/protocols/minimax-images.ts @@ -0,0 +1,215 @@ +import { Duration, Effect, Schema } from "effect" +import type { HttpClientResponse } from "effect/http" +import { ImageModel, ImageResponse, type ImageRequestFor } from "../image.js" +import { Media } from "../media.js" +import { MediaProtocol } from "../route/media-protocol.js" +import { MediaRoute } from "../route/media.js" +import { AIError, QuotaExceededError, mergeJsonRecords, type OpenString } from "../schema/index.js" +import { ProviderShared, optionalNull } from "./shared.js" +import { ImageSizing } from "./utils/image-sizing.js" +import { MediaInput } from "./utils/media-input.js" + +const route = MediaProtocol.identity({ id: "minimax-images", name: "MiniMax Images", provider: "minimax" }) +export const DEFAULT_BASE_URL = "https://api.minimax.io/v1" +export const PATH = "/image_generation" +const OUTPUT_RETENTION = Duration.hours(24) + +// --------------------------------------------------------------------------- +// 1. Public model input +// --------------------------------------------------------------------------- + +/** Provider-native options. Common `aspect` and `resolution` lower to `aspect_ratio` or `width` and `height`. */ +export type MiniMaxImageOptions = { + /** Defaults to `base64`, which returns the bytes inline; `url` links expire after 24 hours. */ + readonly responseFormat?: OpenString<"url" | "base64"> + readonly seed?: number + readonly promptOptimizer?: boolean + /** Native preset; it replaces `aspect` and `resolution`. */ + readonly aspect_ratio?: string + /** Native size, 512 to 2048 in steps of 8 (`image-01` only); it replaces `aspect` and `resolution`. */ + readonly width?: number + readonly height?: number +} & Record + +export type Request = ImageRequestFor + +// --------------------------------------------------------------------------- +// 2. Response schema +// --------------------------------------------------------------------------- + +const MiniMaxImageResponse = Schema.Struct({ + id: optionalNull(Schema.String), + data: optionalNull( + Schema.Struct({ + image_urls: optionalNull(Schema.Array(Schema.String)), + image_base64: optionalNull(Schema.Array(Schema.String)), + }), + ), + metadata: optionalNull( + Schema.Struct({ + success_count: optionalNull(Schema.Union([Schema.Number, Schema.String])), + failed_count: optionalNull(Schema.Union([Schema.Number, Schema.String])), + }), + ), + base_resp: optionalNull( + Schema.Struct({ + status_code: Schema.Number, + status_msg: optionalNull(Schema.String), + }), + ), +}) + +const FAILURE: Readonly> = { + 1002: "RateLimit", + 1004: "Authentication", + 2013: "InvalidRequest", + 2049: "Authentication", +} +const INSUFFICIENT_BALANCE = 1008 +const CONTENT_POLICY = 1026 + +// --------------------------------------------------------------------------- +// 5. Request body construction +// --------------------------------------------------------------------------- + +/** MiniMax's `aspect_ratio` presets and the sizes it renders them at. */ +const PRESETS: Record = { + "1:1": { width: 1024, height: 1024 }, + "16:9": { width: 1280, height: 720 }, + "4:3": { width: 1152, height: 864 }, + "3:2": { width: 1248, height: 832 }, + "2:3": { width: 832, height: 1248 }, + "3:4": { width: 864, height: 1152 }, + "9:16": { width: 720, height: 1280 }, + "21:9": { width: 1344, height: 576 }, +} + +const LIMITS = { multiple: 8, minEdge: 512, maxEdge: 2048 } + +const nativeOptions = (options: MiniMaxImageOptions = {}) => { + const { responseFormat, promptOptimizer, ...native } = options + return { response_format: responseFormat ?? "base64", prompt_optimizer: promptOptimizer, ...native } +} + +/** `image-01-live` rejects `21:9`. */ +const presets = (model: string) => + model === "image-01" ? PRESETS : Object.fromEntries(Object.entries(PRESETS).filter(([key]) => key !== "21:9")) + +/** Presets render at about 1K, so they serve a preset aspect with no resolution or `1K`. */ +const preset = (request: Request) => { + const aspect = request.aspect ?? "1:1" + if (!Object.hasOwn(presets(request.model.id), aspect)) return undefined + if (request.resolution !== undefined && ImageSizing.tier(request.resolution) !== 1) return undefined + return aspect +} + +/** Only `image-01` takes free `width` and `height`; other models render the presets alone. */ +const sizing = (request: Request) => { + if (!ImageSizing.isRequested(request)) return Effect.succeed({}) + const aspect = preset(request) + if (aspect !== undefined) return Effect.succeed({ aspect_ratio: aspect }) + if (request.model.id === "image-01") return ImageSizing.exact(route, request, LIMITS) + const available = presets(request.model.id) + const closest = ImageSizing.nearest(request, Object.values(available)) + const name = Object.keys(available).find((key) => available[key] === closest) + return Effect.fail( + route.unsupported( + request.resolution === undefined ? "media.aspect" : "media.resolution", + `${request.model.id} can't render ${[request.aspect, request.resolution].filter((value) => value !== undefined).join(" at ")}; the closest size it takes is ${closest.width}x${closest.height} (${name}). Change aspect or resolution, or set aspect_ratio in providerOptions`, + ), + ) +} + +const isNativeSize = (options: MiniMaxImageOptions | undefined) => + options?.aspect_ratio !== undefined || options?.width !== undefined || options?.height !== undefined + +// The API only takes a `character` (portrait) subject, one per request. +const subject = (asset: Media.Asset) => + ProviderShared.mediaReference(asset, undefined, `${route.name} input`).pipe( + Effect.map((item) => ({ type: "character", image_file: item.value })), + ) + +const fromRequest = Effect.fn("MiniMaxImages.fromRequest")(function* (request: Request) { + if ((request.images?.length ?? 0) > 1) + return yield* route.unsupported("media.images", `${route.name} takes one subject reference image`) + if (isNativeSize(request.providerOptions) && ImageSizing.isRequested(request)) + return yield* ProviderShared.invalidRequest( + "MiniMax providerOptions aspect_ratio, width and height replace aspect and resolution; set one or the other", + ) + const references = yield* Effect.forEach(request.images ?? [], subject) + return MediaProtocol.json( + mergeJsonRecords( + { + model: request.model.id, + prompt: request.prompt, + subject_reference: references.length === 0 ? undefined : references, + n: request.n, + ...(yield* sizing(request)), + }, + nativeOptions(request.providerOptions), + request.http?.body, + ) ?? {}, + ) +}) + +// --------------------------------------------------------------------------- +// 6. Response decoding +// --------------------------------------------------------------------------- + +const decodeDocument = route.decodeJson(MiniMaxImageResponse) + +const decodeResponse = Effect.fn("MiniMaxImages.decodeResponse")(function* ( + response: HttpClientResponse.HttpClientResponse, +) { + const output = yield* decodeDocument(response) + const decoded = output.value + // MiniMax answers errors with HTTP 200 and a non-zero `base_resp.status_code`. + const status = decoded.base_resp + if (status && status.status_code !== 0) { + const message = `${route.name} failed (${status.status_code}): ${status.status_msg ?? "unknown error"}` + if (status.status_code === CONTENT_POLICY) return yield* output.contentPolicy(message) + if (status.status_code === INSUFFICIENT_BALANCE) + return yield* new AIError({ reason: new QuotaExceededError({ message, body: output.body, http: output.http }) }) + return yield* output.ended("failed", message, MediaProtocol.failure(FAILURE, status.status_code)) + } + const images = [ + ...(yield* Effect.forEach(decoded.data?.image_base64 ?? [], (data, index) => + MediaInput.decodedAsset(output.invalid, `${route.name} result ${index}`, data, undefined), + )), + // MiniMax returns no content type for URLs; the media type resolves when the asset is materialized. + ...(yield* Effect.forEach(decoded.data?.image_urls ?? [], (url) => + MediaProtocol.expiringUrl(url, OUTPUT_RETENTION), + )), + ] + const failed = Number(decoded.metadata?.failed_count ?? 0) + if (images.length === 0 && failed > 0) + return yield* output.contentPolicy(`${route.name} blocked ${failed} image(s) for content safety`) + if (images.length === 0) return yield* output.invalid(`${route.name} returned no images`) + return new ImageResponse({ + images, + providerMetadata: { + minimax: { + id: decoded.id ?? undefined, + successCount: decoded.metadata?.success_count ?? undefined, + failedCount: decoded.metadata?.failed_count ?? undefined, + }, + }, + }) +}) + +// --------------------------------------------------------------------------- +// 7. Protocol and route +// --------------------------------------------------------------------------- + +export const protocol = MediaProtocol.inline(route, { + body: { from: fromRequest }, + response: { decode: decodeResponse }, +}) + +export const model = (input: MediaRoute.ModelInput) => + ImageModel.fromRoute({ protocol, baseURL: DEFAULT_BASE_URL, path: PATH }, input) + +export const MiniMaxImages = { + protocol, + model, +} as const diff --git a/packages/ai/src/protocols/open-responses.ts b/packages/ai/src/protocols/open-responses.ts index 943e2b62a5a5..45f0caa279d6 100644 --- a/packages/ai/src/protocols/open-responses.ts +++ b/packages/ai/src/protocols/open-responses.ts @@ -32,6 +32,7 @@ import { effortUpdate } from "../effort-updates.js" import { OpenResponsesOptions } from "./utils/open-responses-options.js" import { Lifecycle } from "./utils/lifecycle.js" import { ToolStream } from "./utils/tool-stream.js" +import { OpenAIFreeform } from "./openai-freeform.js" const ADAPTER = "open-responses" const NAME = "Open Responses" @@ -217,10 +218,17 @@ export const InputItem = Schema.Union([ arguments: Schema.String, }), Schema.Struct({ - type: Schema.tag("function_call_output"), + type: Schema.Literals(["function_call_output", "custom_tool_call_output"]), call_id: Schema.String, output: OpenResponsesFunctionCallOutput, }), + Schema.Struct({ + type: Schema.tag("custom_tool_call"), + id: Schema.optionalKey(Schema.String), + call_id: Schema.String, + name: Schema.String, + input: Schema.String, + }), HostedToolItem, HostedToolReplay, ]) @@ -242,6 +250,20 @@ export const Tool = Schema.Struct({ strict: Schema.optional(Schema.Boolean), }) +export const CustomTool = Schema.Struct({ + type: Schema.tag("custom"), + name: Schema.String, + description: Schema.String, + format: Schema.Union([ + Schema.Struct({ type: Schema.tag("text") }), + Schema.Struct({ + type: Schema.tag("grammar"), + syntax: Schema.Literals(["lark", "regex"]), + definition: Schema.String, + }), + ]), +}) + export const HostedTool = Schema.StructWithRest( Schema.Struct({ type: Schema.String, @@ -250,13 +272,15 @@ export const HostedTool = Schema.StructWithRest( ) export type HostedTool = Schema.Schema.Type +const NamedTool = Schema.Struct({ type: Schema.Literals(["function", "custom"]), name: Schema.String }) + export const ToolChoice = Schema.Union([ Schema.Literals(["auto", "none", "required"]), - Schema.Struct({ type: Schema.tag("function"), name: Schema.String }), + NamedTool, Schema.Struct({ type: Schema.tag("allowed_tools"), mode: Schema.Literals(["auto", "none", "required"]), - tools: Schema.Array(Schema.Struct({ type: Schema.tag("function"), name: Schema.String })), + tools: Schema.Array(NamedTool), }), ]) @@ -268,7 +292,7 @@ export const coreFields = { model: Schema.String, input: Schema.Array(InputItem), instructions: Schema.optional(Schema.String), - tools: optionalArray(Schema.Union([Tool, HostedTool])), + tools: optionalArray(Schema.Union([Tool, CustomTool, HostedTool])), tool_choice: Schema.optional(ToolChoice), store: Schema.optional(Schema.Boolean), metadata: Schema.optional(Schema.Record(Schema.String, Schema.String)), @@ -420,6 +444,7 @@ export interface ParserState { readonly name: string readonly providerMetadataKey: string readonly tools: ToolStream.State + readonly custom: ReadonlyMap readonly hasFunctionCall: boolean readonly lifecycle: Lifecycle.State readonly outputItems: Readonly> @@ -457,19 +482,45 @@ export const lowerTool = Effect.fnUntraced(function* (protocolName: string, tool } }) -export const lowerTools = (tools: ReadonlyArray, adapter: ProviderAdapter) => +export const lowerCustomTool = (tool: ToolDefinition, custom: OpenAIFreeform.Custom) => { + const grammar = OpenAIFreeform.grammar(custom.format) + return { + type: "custom" as const, + name: tool.name, + description: tool.description, + format: grammar ? { type: "grammar" as const, ...grammar } : { type: "text" as const }, + } +} + +export const lowerTools = ( + tools: ReadonlyArray, + adapter: ProviderAdapter, + custom: ReadonlyMap, +) => Effect.forEach( tools, - (tool): Effect.Effect | HostedTool, AIError> => - tool.native !== undefined && adapter.nativeTool ? adapter.nativeTool(tool.native) : lowerTool(adapter.name, tool), + (tool): Effect.Effect | HostedTool, AIError> => { + if (tool.native !== undefined && adapter.nativeTool) return adapter.nativeTool(tool.native) + const definition = custom.get(tool.name) + return definition ? Effect.succeed(lowerCustomTool(tool, definition)) : lowerTool(adapter.name, tool) + }, ) -export const lowerToolChoice = (protocolName: string, toolChoice: NonNullable) => +export const namedTool = (name: string, custom: ReadonlyMap) => ({ + type: custom.has(name) ? ("custom" as const) : ("function" as const), + name, +}) + +export const lowerToolChoice = ( + protocolName: string, + toolChoice: NonNullable, + custom: ReadonlyMap, +) => ProviderShared.matchToolChoice(protocolName, toolChoice, { auto: () => "auto" as const, none: () => "none" as const, required: () => "required" as const, - tool: (toolName) => ({ type: "function" as const, name: toolName }), + tool: (toolName) => namedTool(toolName, custom), }) // Server-issued item ids need a nonempty prefix and suffix, but the prefix is @@ -481,8 +532,23 @@ const itemID = (providerMetadata: ProviderMetadata | undefined, providerMetadata return separator > 0 && separator < metadata.itemId.length - 1 ? metadata.itemId : undefined } -const lowerToolCall = (part: ToolCallPart, providerMetadataKey: string): OpenResponsesInputItem => { - const id = itemID(part.providerMetadata, providerMetadataKey) +// A call replays as the type its tool is declared with now; the item id only survives when that type is unchanged. +const lowerToolCall = ( + part: ToolCallPart, + providerMetadataKey: string, + custom: OpenAIFreeform.Custom | undefined, +): OpenResponsesInputItem => { + const id = OpenAIFreeform.keepsItemID(part.providerMetadata, providerMetadataKey, custom !== undefined) + ? itemID(part.providerMetadata, providerMetadataKey) + : undefined + if (custom) + return { + type: "custom_tool_call", + ...(id === undefined ? {} : { id }), + call_id: part.id, + name: part.name, + input: OpenAIFreeform.toRaw(custom, part.input), + } return { type: "function_call", ...(id === undefined ? {} : { id }), @@ -583,6 +649,9 @@ const lowerMessages = Effect.fnUntraced(function* ( ) { const input: OpenResponsesInputItem[] = [] const providerMetadataKey = metadataKey(request.model) + const custom = OpenAIFreeform.tools(request) + const customTool = (part: ToolCallPart | ToolResultPart) => + part.namespace === undefined ? custom.get(part.name) : undefined for (const message of request.messages) { const rawMetadata = message.providerMetadata?.[providerMetadataKey] @@ -674,7 +743,7 @@ const lowerMessages = Effect.fnUntraced(function* ( if (part.type === "tool-call") { flushText() if (part.providerExecuted === true) continue - input.push(lowerToolCall(part, providerMetadataKey)) + input.push(lowerToolCall(part, providerMetadataKey, customTool(part))) continue } if (part.type === "tool-result" && part.providerExecuted === true) { @@ -733,7 +802,7 @@ const lowerMessages = Effect.fnUntraced(function* ( if (!ProviderShared.supportsContent(part, ["tool-result"])) return yield* ProviderShared.unsupportedContent(adapter.name, "tool", ["tool-result"]) input.push({ - type: "function_call_output", + type: customTool(part) ? "custom_tool_call_output" : "function_call_output", call_id: part.id, output: yield* lowerToolResultOutput(part, request, adapter), }) @@ -793,13 +862,16 @@ export const resolveParallelToolCalls = (request: LLMRequest, options = OpenResp return disabled === undefined ? undefined : !disabled } -export const allowedToolChoice = (request: LLMRequest, options = OpenResponsesOptions.resolve(request)) => { +export const allowedToolChoice = ( + options: OpenResponsesOptions.Resolved, + custom: ReadonlyMap, +) => { const allowed = options.allowedTools if (!allowed) return undefined return { type: "allowed_tools" as const, mode: allowed.mode, - tools: allowed.toolNames.map((name) => ({ type: "function" as const, name })), + tools: allowed.toolNames.map((name) => namedTool(name, custom)), } } @@ -809,13 +881,14 @@ export const fromRequestWithAdapter = Effect.fn("OpenResponses.fromRequestWithAd ) { const projected = ProviderShared.flattenToolRequest(request) const options = OpenResponsesOptions.resolve(request) + const custom = OpenAIFreeform.tools(request) return { ...(yield* lowerConversation(projected.request, adapter)), ...lowerGeneration(request, options), - tools: projected.tools.length === 0 ? undefined : yield* lowerTools(projected.tools, adapter), + tools: projected.tools.length === 0 ? undefined : yield* lowerTools(projected.tools, adapter, custom), tool_choice: - allowedToolChoice(request, options) ?? - (request.toolChoice ? yield* lowerToolChoice(adapter.name, request.toolChoice) : undefined), + allowedToolChoice(options, custom) ?? + (request.toolChoice ? yield* lowerToolChoice(adapter.name, request.toolChoice, custom) : undefined), } }) @@ -915,6 +988,7 @@ const ITEM_ID_PREFIX: Readonly> = { message: "msg", reasoning: "rs", function_call: "fc", + custom_tool_call: "ctc", compaction: "cmp", } @@ -1075,23 +1149,24 @@ const onOutputItemAdded = (state: ParserState, event: NormalizedEvent): StepResu events, ] } - if (item.type !== "function_call" || !item.call_id) return [state, NO_EVENTS] + if ((item.type !== "function_call" && item.type !== "custom_tool_call") || !item.call_id) return [state, NO_EVENTS] if (state.tools[item.id] !== undefined) return [state, NO_EVENTS] - const metadata = providerMetadata(state, { itemId: item.id }) + const custom = item.type === "custom_tool_call" + const metadata = providerMetadata(state, OpenAIFreeform.metadata(item.id, custom)) const events: LLMEvent[] = [] const lifecycle = Lifecycle.stepStart(state.lifecycle, events) + const tools = ToolStream.start(state.tools, item.id, { + id: item.call_id, + name: item.name ?? "", + namespace: item.namespace, + input: custom ? "" : (item.arguments ?? ""), + providerMetadata: metadata, + }) + const opened = custom + ? ToolStream.append(tools, item.id, OpenAIFreeform.streamStart(state.custom.get(item.name ?? ""), rawInput(item))) + : undefined return [ - { - ...state, - lifecycle, - tools: ToolStream.start(state.tools, item.id, { - id: item.call_id, - name: item.name ?? "", - namespace: item.namespace, - input: item.arguments ?? "", - providerMetadata: metadata, - }), - }, + { ...state, lifecycle, tools: opened?.tools ?? tools }, [ ...events, LLMEvent.toolInputStart({ @@ -1100,10 +1175,13 @@ const onOutputItemAdded = (state: ParserState, event: NormalizedEvent): StepResu namespace: item.namespace, providerMetadata: metadata, }), + ...(opened?.events ?? []), ], ] } +const rawInput = (item: OutputItem) => (typeof item.input === "string" ? item.input : "") + const onReasoningSummaryPartAdded = (state: ParserState, event: Event): StepResult => { if (event.item_id === undefined || event.summary_index === undefined) return [state, NO_EVENTS] return startReasoningSummaryPart(state, event.item_id, event.summary_index) @@ -1213,12 +1291,16 @@ const onOutputItemDone = Effect.fnUntraced(function* ( ] satisfies StepResult } - if (item.type === "function_call") { + if (item.type === "function_call" || item.type === "custom_tool_call") { if (!item.call_id || !item.name) return [state, NO_EVENTS] satisfies StepResult - const metadata = providerMetadata(state, { itemId: item.id }) + const custom = item.type === "custom_tool_call" + const metadata = providerMetadata(state, OpenAIFreeform.metadata(item.id, custom)) + const final = { custom: state.custom.get(item.name), raw: rawInput(item) } + const input = custom ? OpenAIFreeform.fromRaw(final.custom, final.raw) : item.arguments const registered = state.tools[item.id] !== undefined + const closed = custom ? OpenAIFreeform.close(state.tools, [item.id], final) : undefined const tools = registered - ? state.tools + ? (closed?.tools ?? state.tools) : ToolStream.start(state.tools, item.id, { id: item.call_id, name: item.name, @@ -1226,11 +1308,11 @@ const onOutputItemDone = Effect.fnUntraced(function* ( providerMetadata: metadata, }) const result = - item.arguments === undefined + input === undefined ? yield* ToolStream.finish(state.id, tools, item.id) - : yield* ToolStream.finishWithInput(state.id, tools, item.id, item.arguments) + : yield* ToolStream.finishWithInput(state.id, tools, item.id, input) const events: LLMEvent[] = [] - const finished = result.events ?? [] + const finished = [...(closed?.events ?? []), ...(result.events ?? [])] // A done-only call never streamed a start event, so open its lifecycle here. const resultEvents = registered || finished.length === 0 @@ -1312,7 +1394,8 @@ const onResponseFinish = Effect.fnUntraced(function* (state: ParserState, event: "Cannot recover a compaction checkpoint after output has been emitted", ) const recoverable = - item.type === "compaction" || (item.type === "function_call" && current.tools[item.id] !== undefined) + item.type === "compaction" || + ((item.type === "function_call" || item.type === "custom_tool_call") && current.tools[item.id] !== undefined) if (!recoverable) continue const [next, emitted] = yield* onOutputItemDone(current, item) current = next @@ -1440,6 +1523,14 @@ export const step = (state: ParserState, event: NormalizedEvent) => { return event.item_id !== undefined ? onFunctionCallArgumentsDelta(state, event) : ProviderShared.eventError(state.id, `${event.type} is missing item_id`) + if (event.type === "response.custom_tool_call_input.delta") + return event.item_id !== undefined + ? onFunctionCallArgumentsDelta(state, { + ...event, + type: "response.function_call_arguments.delta", + delta: OpenAIFreeform.streamDelta(event.delta ?? ""), + }) + : ProviderShared.eventError(state.id, `${event.type} is missing item_id`) if (event.type === "response.output_item.done") return onOutputItemDone(state, event.item) if (event.type === "response.completed" || event.type === "response.incomplete") return onResponseFinish(state, event) if (event.type === "response.failed") return providerFailure(event, `${state.name} response failed`) @@ -1462,6 +1553,7 @@ export const initial = (request: LLMRequest, adapter: ProviderAdapter = BASE_ADA providerMetadataKey: metadataKey(request.model), hasFunctionCall: false, tools: ToolStream.empty(), + custom: OpenAIFreeform.tools(request), lifecycle: Lifecycle.initial(), outputItems: {}, message: undefined, diff --git a/packages/ai/src/protocols/openai-chat.ts b/packages/ai/src/protocols/openai-chat.ts index 7beda0597d25..6409c4287992 100644 --- a/packages/ai/src/protocols/openai-chat.ts +++ b/packages/ai/src/protocols/openai-chat.ts @@ -30,6 +30,7 @@ import { resolveParallelToolCalls } from "./open-responses.js" import { OpenResponsesOptions } from "./utils/open-responses-options.js" import { Lifecycle } from "./utils/lifecycle.js" import { ToolStream } from "./utils/tool-stream.js" +import { OpenAIFreeform } from "./openai-freeform.js" const ADAPTER = "openai-chat" const RESERVED_REASONING_FIELDS = new Set(["role", "content", "refusal", "tool_calls"]) @@ -48,16 +49,33 @@ const OpenAIChatCacheControl = Schema.Struct({ }) type OpenAIChatCacheControl = Schema.Schema.Type -const OpenAIChatTool = Schema.Struct({ - type: Schema.tag("function"), - function: Schema.Struct({ - name: Schema.String, - description: Schema.String, - parameters: JsonObject, - strict: Schema.optional(Schema.Boolean), +const OpenAIChatTool = Schema.Union([ + Schema.Struct({ + type: Schema.tag("function"), + function: Schema.Struct({ + name: Schema.String, + description: Schema.String, + parameters: JsonObject, + strict: Schema.optional(Schema.Boolean), + }), + cache_control: Schema.optional(OpenAIChatCacheControl), }), - cache_control: Schema.optional(OpenAIChatCacheControl), -}) + Schema.Struct({ + type: Schema.tag("custom"), + custom: Schema.Struct({ + name: Schema.String, + description: Schema.String, + format: Schema.Union([ + Schema.Struct({ type: Schema.tag("text") }), + Schema.Struct({ + type: Schema.tag("grammar"), + grammar: Schema.Struct({ syntax: Schema.Literals(["lark", "regex"]), definition: Schema.String }), + }), + ]), + }), + cache_control: Schema.optional(OpenAIChatCacheControl), + }), +]) type OpenAIChatTool = Schema.Schema.Type // Gemini's OpenAI-compatible surface carries thought signatures in tool call @@ -77,7 +95,18 @@ export const OpenAIChatAssistantToolCall = Schema.Struct({ }), extra_content: Schema.optional(ExtraContent), }) -type OpenAIChatAssistantToolCall = Schema.Schema.Type + +export const OpenAIChatAssistantCustomToolCall = Schema.Struct({ + id: Schema.String, + type: Schema.tag("custom"), + custom: Schema.Struct({ + name: Schema.String, + input: Schema.String, + }), +}) +type OpenAIChatAssistantToolCall = Schema.Schema.Type< + typeof OpenAIChatAssistantToolCall | typeof OpenAIChatAssistantCustomToolCall +> // `reasoning_details` carries two dialects. OpenRouter's `reasoning.*` entries // must be replayed unmodified (`index` included), so they keep every field they @@ -154,7 +183,7 @@ export const OpenAIChatMessage = Schema.Union([ Schema.Struct({ role: Schema.Literal("assistant"), content: Schema.NullOr(Schema.Union([Schema.String, Schema.Array(OpenAIChatTextContent)])), - tool_calls: optionalArray(OpenAIChatAssistantToolCall), + tool_calls: optionalArray(Schema.Union([OpenAIChatAssistantToolCall, OpenAIChatAssistantCustomToolCall])), reasoning_content: Schema.optional(Schema.String), reasoning: Schema.optional(Schema.String), reasoning_text: Schema.optional(Schema.String), @@ -176,6 +205,10 @@ const OpenAIChatToolChoice = Schema.Union([ type: Schema.tag("function"), function: Schema.Struct({ name: Schema.String }), }), + Schema.Struct({ + type: Schema.tag("custom"), + custom: Schema.Struct({ name: Schema.String }), + }), ]) export const bodyFields = { @@ -256,6 +289,7 @@ export const OpenAIChatToolCallDelta = Schema.Struct({ index: optionalNull(Schema.Number), id: optionalNull(Schema.String), function: optionalNull(OpenAIChatToolCallDeltaFunction), + custom: optionalNull(Schema.Struct({ name: optionalNull(Schema.String), input: optionalNull(Schema.String) })), extra_content: optionalNull(Schema.Unknown), }) type OpenAIChatToolCallDelta = Schema.Schema.Type @@ -315,6 +349,9 @@ interface PendingToolDelta { export interface ParserState { readonly providerMetadataKey: string readonly tools: ToolStream.State + readonly custom: ReadonlyMap + /** Stream indexes of custom tool calls, whose JSON fragment closes when the call finishes. */ + readonly customCalls: ReadonlySet readonly pendingTools: Partial> readonly toolCallEvents: ReadonlyArray readonly usage?: Usage @@ -344,37 +381,74 @@ interface LoweringOptions { readonly assistant?: (source: LLMRequest["messages"][number], message: OpenAIChatMessage) => OpenAIChatMessage } -const lowerTool = (tool: ToolDefinition, options: LoweringOptions, supportsStrictMode: boolean): OpenAIChatTool => ({ - type: "function", - function: { - name: tool.name, - description: tool.description, - parameters: tool.inputSchema, - ...(supportsStrictMode ? { strict: false } : {}), - }, - cache_control: options.cacheControl?.(tool.cache), -}) +type MessageLoweringOptions = LoweringOptions & { + readonly providerMetadataKey: string + readonly custom: ReadonlyMap +} + +const lowerTool = ( + tool: ToolDefinition, + options: LoweringOptions, + supportsStrictMode: boolean, + custom: OpenAIFreeform.Custom | undefined, +): OpenAIChatTool => { + if (custom) { + const grammar = OpenAIFreeform.grammar(custom.format) + return { + type: "custom", + custom: { + name: tool.name, + description: tool.description, + format: grammar ? { type: "grammar", grammar } : { type: "text" }, + }, + cache_control: options.cacheControl?.(tool.cache), + } + } + return { + type: "function", + function: { + name: tool.name, + description: tool.description, + parameters: tool.inputSchema, + ...(supportsStrictMode ? { strict: false } : {}), + }, + cache_control: options.cacheControl?.(tool.cache), + } +} -const lowerToolChoice = (toolChoice: NonNullable) => +const lowerToolChoice = ( + toolChoice: NonNullable, + custom: ReadonlyMap, +) => ProviderShared.matchToolChoice("OpenAI Chat", toolChoice, { auto: () => "auto" as const, none: () => "none" as const, required: () => "required" as const, - tool: (name) => ({ type: "function" as const, function: { name } }), + tool: (name) => + custom.has(name) + ? { type: "custom" as const, custom: { name } } + : { type: "function" as const, function: { name } }, }) -const lowerToolCall = ( - part: ToolCallPart, - options: LoweringOptions & { readonly providerMetadataKey: string }, -): OpenAIChatAssistantToolCall => ({ - id: options.toolCallID?.(part.id) ?? part.id, - type: "function", - function: { - name: part.name, - arguments: ProviderShared.encodeJson(part.input === undefined ? {} : part.input), - }, - extra_content: decodeExtraContent(part.providerMetadata?.[options.providerMetadataKey]?.extraContent), -}) +// A call replays as the type its tool is declared with in this request. +const lowerToolCall = (part: ToolCallPart, options: MessageLoweringOptions): OpenAIChatAssistantToolCall => { + const custom = options.custom.get(part.name) + if (custom) + return { + id: options.toolCallID?.(part.id) ?? part.id, + type: "custom", + custom: { name: part.name, input: OpenAIFreeform.toRaw(custom, part.input) }, + } + return { + id: options.toolCallID?.(part.id) ?? part.id, + type: "function", + function: { + name: part.name, + arguments: ProviderShared.encodeJson(part.input === undefined ? {} : part.input), + }, + extra_content: decodeExtraContent(part.providerMetadata?.[options.providerMetadataKey]?.extraContent), + } +} const lowerMedia = Effect.fnUntraced(function* (part: MediaPart) { // Chat Completions accepts PDFs, and no other documents, as inline `file` parts; file URLs are not supported. @@ -451,7 +525,7 @@ const lowerAssistantMessage = Effect.fnUntraced(function* ( message: OpenAIChatRequestMessage, configuredField: string | undefined, requireReasoning: boolean, - options: LoweringOptions & { readonly providerMetadataKey: string }, + options: MessageLoweringOptions, ) { const content: OpenAIChatTextContent[] = [] const reasoning: ReasoningPart[] = [] @@ -557,7 +631,7 @@ const lowerMessage = Effect.fnUntraced(function* ( message: OpenAIChatRequestMessage, reasoningField: string | undefined, requireReasoning: boolean, - options: LoweringOptions & { readonly providerMetadataKey: string }, + options: MessageLoweringOptions, ) { if (message.role === "user") return [yield* lowerUserMessage(message, options)] if (message.role === "assistant") { @@ -567,7 +641,10 @@ const lowerMessage = Effect.fnUntraced(function* ( return (yield* lowerToolMessages(message, options)).messages }) -const lowerMessages = Effect.fnUntraced(function* (request: LLMRequest, options: LoweringOptions) { +const lowerMessages = Effect.fnUntraced(function* ( + request: LLMRequest, + options: Omit, +) { const system: OpenAIChatMessage[] = request.system.length === 0 ? [] @@ -821,7 +898,8 @@ export const fromRequest = Effect.fn("OpenAIChat.fromRequest")(function* ( request.model.compatibility?.zaiToolStream ?? detectZaiToolStream(provider, baseURL, request.model.id) const hasHistory = hasToolHistory(request.messages) const hasActiveTools = flattened.tools.length > 0 - const lowering = { ...options, cacheControl: options.cacheControl ?? declaredCacheControl(request) } + const custom = OpenAIFreeform.tools(request) + const lowering = { ...options, cacheControl: options.cacheControl ?? declaredCacheControl(request), custom } return { model: request.model.id, messages: yield* lowerMessages(flattened.request, lowering), @@ -830,8 +908,8 @@ export const fromRequest = Effect.fn("OpenAIChat.fromRequest")(function* ( ? hasHistory ? [] : undefined - : flattened.tools.map((tool) => lowerTool(tool, lowering, supportsStrictMode)), - tool_choice: hasActiveTools && request.toolChoice ? yield* lowerToolChoice(request.toolChoice) : undefined, + : flattened.tools.map((tool) => lowerTool(tool, lowering, supportsStrictMode, custom.get(tool.name))), + tool_choice: hasActiveTools && request.toolChoice ? yield* lowerToolChoice(request.toolChoice, custom) : undefined, stream: true as const, ...((request.model.compatibility?.streamUsage ?? true) ? { stream_options: { include_usage: true } } : {}), ...(zaiToolStream && hasActiveTools ? { tool_stream: true } : {}), @@ -1066,6 +1144,7 @@ const step = (state: ParserState, event: OpenAIChatEvent) => const toolDeltas = delta?.tool_calls ?? [] let tools = state.tools let pendingTools = state.pendingTools + let customCalls = state.customCalls let latestToolIndex = state.latestToolIndex let nextToolIndex = state.nextToolIndex @@ -1074,7 +1153,13 @@ const step = (state: ParserState, event: OpenAIChatEvent) => const reasoning = reasoningDelta(delta, state.reasoningField) if ( state.finishReason !== undefined && - toolDeltas.some((tool) => Boolean(tool.id) || Boolean(tool.function?.name) || Boolean(tool.function?.arguments)) + toolDeltas.some( + (tool) => + Boolean(tool.id) || + Boolean(tool.function?.name) || + Boolean(tool.function?.arguments) || + Boolean(tool.custom?.input), + ) ) return yield* ProviderShared.eventError( ADAPTER, @@ -1120,8 +1205,17 @@ const step = (state: ParserState, event: OpenAIChatEvent) => const current = tools[index] const pending = pendingTools[index] const id = current?.id ?? pending?.id ?? (tool.id || undefined) - const name = current?.name ?? pending?.name ?? (tool.function?.name || undefined) - const text = `${pending?.input ?? ""}${tool.function?.arguments ?? ""}` + const name = current?.name ?? pending?.name ?? (tool.function?.name || tool.custom?.name || undefined) + // Custom calls stream raw text; re-encode it as JSON arguments for the call's field. + const opening = Boolean(tool.custom) && !customCalls.has(index) + if (opening) customCalls = new Set([...customCalls, index]) + const raw = tool.custom?.input ?? "" + const fragment = tool.custom + ? opening + ? OpenAIFreeform.streamStart(state.custom.get(name ?? ""), raw) + : OpenAIFreeform.streamDelta(raw) + : (tool.function?.arguments ?? "") + const text = `${pending?.input ?? ""}${fragment}` const extraContent = pending?.extraContent ?? decodeExtraContent(tool.extra_content) latestToolIndex = index nextToolIndex = Math.max(nextToolIndex, index + 1) @@ -1181,13 +1275,15 @@ const step = (state: ParserState, event: OpenAIChatEvent) => !incompleteTools && state.finishReason === undefined && Object.keys(tools).length > 0 - ? yield* ToolStream.finishAll(ADAPTER, tools) + ? yield* finishTools(tools, customCalls) : undefined return [ { providerMetadataKey: state.providerMetadataKey, tools: finished?.tools ?? tools, + custom: state.custom, + customCalls, pendingTools, toolCallEvents: finished?.events ?? state.toolCallEvents, usage, @@ -1206,6 +1302,13 @@ const step = (state: ParserState, event: OpenAIChatEvent) => ] as const }) +// Custom calls close their JSON fragment before every pending call finishes. +const finishTools = Effect.fnUntraced(function* (tools: ParserState["tools"], customCalls: ReadonlySet) { + const closed = OpenAIFreeform.close(tools, customCalls) + const finished = yield* ToolStream.finishAll(ADAPTER, closed.tools) + return { tools: finished.tools, events: [...closed.events, ...finished.events] } +}) + export const finishEvents = Effect.fnUntraced(function* (state: ParserState) { if (state.finishReason === undefined && state.requireFinishReason) return yield* new AIError({ @@ -1218,7 +1321,7 @@ export const finishEvents = Effect.fnUntraced(function* (state: ParserState) { const events: LLMEvent[] = [] const toolCallEvents = state.finishReason === undefined && Object.keys(state.tools).length > 0 - ? (yield* ToolStream.finishAll(ADAPTER, state.tools)).events + ? (yield* finishTools(state.tools, state.customCalls)).events : state.toolCallEvents const hasToolCalls = toolCallEvents.length > 0 const reason = state.finishReason @@ -1271,6 +1374,8 @@ export const protocol = Protocol.make({ initial: (request) => ({ providerMetadataKey: request.model.route.providerMetadataKey ?? request.model.provider, tools: ToolStream.empty(), + custom: OpenAIFreeform.tools(request), + customCalls: new Set(), pendingTools: {}, toolCallEvents: [], lifecycle: Lifecycle.initial(), diff --git a/packages/ai/src/protocols/openai-freeform.ts b/packages/ai/src/protocols/openai-freeform.ts new file mode 100644 index 000000000000..272827f7c934 --- /dev/null +++ b/packages/ai/src/protocols/openai-freeform.ts @@ -0,0 +1,94 @@ +import { Option, Schema } from "effect" +import { + ToolDefinition, + type Freeform, + type LLMEvent, + type LLMRequest, + type ProviderMetadata, +} from "../schema/index.js" +import { encodeJson, flattenTools, isRecord } from "./shared.js" +import { ToolStream } from "./utils/tool-stream.js" + +// Freeform tools as OpenAI custom tools, shared by Responses and Chat Completions: +// https://platform.openai.com/docs/guides/function-calling#custom-tools +// Calls keep the normal `{ field: raw }` input everywhere else; only the wire carries raw text. + +export interface Custom { + /** The tool's one required string parameter, which the raw text fills. */ + readonly field: string + readonly format: Freeform +} + +/** How a tool goes out: a custom tool when it declares `freeform` with one required string parameter. */ +export const resolve = (tool: ToolDefinition): Custom | undefined => { + const field = ToolDefinition.freeformField(tool.inputSchema) + if (tool.freeform === undefined || tool.native !== undefined || field === undefined) return undefined + return { field, format: tool.freeform } +} + +/** Custom tools in this request, by flattened tool name. */ +export const tools = (request: LLMRequest): ReadonlyMap => + new Map( + flattenTools(request.tools).flatMap((tool) => { + const custom = resolve(tool) + return custom ? [[tool.name, custom] as const] : [] + }), + ) + +/** The format's grammar, or `undefined` for unconstrained text. */ +export const grammar = (format: Freeform) => + format.type === "text" + ? undefined + : { syntax: format.type, definition: format.type === "regex" ? format.pattern : format.grammar } + +/** Raw text replayed for a past call: its field, or the whole input as JSON when the field is not a string. */ +export const toRaw = (custom: Custom, input: unknown) => { + const value = isRecord(input) ? input[custom.field] : undefined + return typeof value === "string" ? value : encodeJson(input ?? {}) +} + +/** JSON arguments for a raw call. A call to an undeclared custom tool fills `input`. */ +export const fromRaw = (custom: Custom | undefined, raw: string) => encodeJson({ [field(custom)]: raw }) + +const field = (custom: Custom | undefined) => custom?.field ?? "input" + +// Streamed raw text is re-encoded as JSON-argument fragments, so the tool-input events match a JSON tool's. +/** The opening fragment, `{"field":"`, followed by the escaped first text. */ +export const streamStart = (custom: Custom | undefined, raw = "") => + `{${encodeJson(field(custom))}:"${streamDelta(raw)}` +export const streamDelta = (raw: string) => encodeJson(raw).slice(1, -1) +const STREAM_END = '"}' + +const decodeArguments = Schema.decodeUnknownOption(Schema.fromJsonString(Schema.Record(Schema.String, Schema.Unknown))) + +/** + * Close the JSON fragment of each open custom call. With a `final` raw input, a call only closes when its fragments + * decode to it, so an authoritative final input that disagrees replaces the streamed one instead. + */ +export const close = ( + tools: ToolStream.State, + keys: Iterable, + final?: { readonly custom: Custom | undefined; readonly raw: string }, +) => + [...keys].reduce<{ readonly tools: ToolStream.State; readonly events: ReadonlyArray }>( + (result, key) => { + const pending = result.tools[key] + const streamed = pending && Option.getOrUndefined(decodeArguments(`${pending.input}${STREAM_END}`)) + if (!pending || (final !== undefined && streamed?.[field(final.custom)] !== final.raw)) return result + const appended = ToolStream.append(result.tools, key, STREAM_END) + return appended ? { tools: appended.tools, events: [...result.events, ...appended.events] } : result + }, + { tools, events: [] }, + ) + +/** Provider metadata marking a call that arrived as a custom tool call. */ +export const metadata = (itemId: string, custom: boolean) => (custom ? { itemId, custom: true } : { itemId }) + +/** + * Whether a replayed call keeps its item id: only when it goes out as the type it arrived as, since OpenAI item ids + * name their type (`fc_`, `ctc_`). The `call_id` always survives. + */ +export const keepsItemID = (providerMetadata: ProviderMetadata | undefined, key: string, custom: boolean) => + (providerMetadata?.[key]?.custom === true) === custom + +export * as OpenAIFreeform from "./openai-freeform.js" diff --git a/packages/ai/src/protocols/openai-images.ts b/packages/ai/src/protocols/openai-images.ts index 7489ee7be581..6ff18e775705 100644 --- a/packages/ai/src/protocols/openai-images.ts +++ b/packages/ai/src/protocols/openai-images.ts @@ -64,7 +64,7 @@ const Settings = { } const OpenAIImageResponse = Schema.Struct({ - // `response_format` picks `b64_json` or `url`; DALL·E and many compatible hosts default to `url`. + // GPT Image models always return `b64_json`; compatible hosts that default to `url` can return either. data: Schema.Array(Schema.Struct({ b64_json: optionalNull(Schema.String), url: optionalNull(Schema.String) })), ...Settings, usage: Schema.optional(Usage), @@ -141,7 +141,13 @@ const RESERVED_FORM_FIELDS = new Set(["model", "prompt", "image", "image[]", "im const nativeOptions = (options: OpenAIImageOptions | undefined) => { if (!options) return undefined const { outputCompression, outputFormat, partialImages: _, mask: __, ...native } = options - return { output_compression: outputCompression, output_format: outputFormat, ...native } + // `response_format: null` drops a provider's default, for hosts that reject the field. + return { + output_compression: outputCompression, + output_format: outputFormat, + ...native, + response_format: native.response_format ?? undefined, + } } /** @@ -168,10 +174,14 @@ const sizes = (model: string): ImageSizing.Limits | ReadonlyArray { +/** The body fields `aspect` and `resolution` lower to; gateways that read other fields than `size` pass their own. */ +export type OpenAIImageSizing = (request: Request) => Record | undefined + +const pixelSize: OpenAIImageSizing = (request) => { if (!ImageSizing.isRequested(request)) return undefined const options = sizes(request.model.id) - return "multiple" in options ? ImageSizing.fit(request, options) : ImageSizing.nearest(request, options) + const size = "multiple" in options ? ImageSizing.fit(request, options) : ImageSizing.nearest(request, options) + return { size: `${size.width}x${size.height}` } } const streamOptions = (request: MediaProtocol.Addressed) => { @@ -192,28 +202,66 @@ const reference = (asset: Media.Asset, provider: ProviderID) => Effect.map((item) => (item.type === "ref" ? { file_id: item.value } : { image_url: item.value })), ) -const fromRequest = Effect.fn("OpenAIImages.fromRequest")(function* (request: MediaProtocol.Addressed) { +/** + * How input images travel. `edits` is OpenAI's `/images/edits`, uploading owned bytes as multipart; `json-edits` sends + * every edit there as JSON with data URLs, for hosts that reject multipart (the ChatGPT backend); `references` keeps + * every request on `/images/generations` and lists them as `input_references`, for gateways without an edits endpoint + * (OpenRouter). + */ +export type OpenAIImageInput = "edits" | "json-edits" | "references" + +type Options = { readonly sizing: OpenAIImageSizing; readonly imageInput: OpenAIImageInput } + +const fromRequest = Effect.fn("OpenAIImages.fromRequest")(function* ( + request: MediaProtocol.Addressed, + options: Options, +) { const images = request.images ?? [] const mask = request.providerOptions?.mask + if (options.imageInput === "references" && mask !== undefined) + return yield* route.unsupported("media.mask", `${request.model.provider} image edits take no mask`) if (mask !== undefined && images.length === 0) return yield* ProviderShared.invalidRequest("An OpenAI image mask requires at least one input image") if (request.providerOptions?.size !== undefined && ImageSizing.isRequested(request)) return yield* ProviderShared.invalidRequest( "OpenAI providerOptions.size replaces aspect and resolution; set one or the other", ) - const chosen = size(request) const fields = mergeJsonRecords( { n: request.n, - size: chosen === undefined ? undefined : `${chosen.width}x${chosen.height}`, + ...options.sizing(request), ...(yield* streamOptions(request)), }, nativeOptions(request.providerOptions), request.http?.body, ) - // Owned bytes go through multipart edits; remote URLs and file IDs use the JSON edits body instead. - if (images.length > 0 && images.every(isInline) && (mask === undefined || isInline(mask))) { + if (options.imageInput === "references") { + const references = yield* Effect.forEach(images, (image) => + ProviderShared.mediaReference(image, undefined, route.name), + ) + return MediaProtocol.json( + mergeJsonRecords( + { + model: request.model.id, + prompt: request.prompt, + input_references: + references.length === 0 + ? undefined + : references.map((item) => ({ type: "image_url", image_url: { url: item.value } })), + }, + fields, + ) ?? {}, + ) + } + + // Owned bytes go through multipart edits; remote URLs, file IDs and `json-edits` hosts use the JSON edits body. + if ( + options.imageInput === "edits" && + images.length > 0 && + images.every(isInline) && + (mask === undefined || isInline(mask)) + ) { const form = new FormData() MediaInput.appendFields( form, @@ -347,29 +395,48 @@ const finish = (state: State, context: MediaProtocol.ResponseContext) = // 7. Protocol and route // --------------------------------------------------------------------------- -export const protocol = MediaProtocol.stream(route, { - body: { from: fromRequest }, - frames: (bytes, context) => - context.request.mode === "stream" - ? Framing.sse.frame(bytes) - : Framing.document.frame(bytes).pipe(Stream.map((document) => ({ document }))), - initial: () => ({ completed: 0 }), - step, - finish, -}) +const makeProtocol = (options: Options) => + MediaProtocol.stream(route, { + body: { from: (request) => fromRequest(request, options) }, + frames: (bytes, context) => + context.request.mode === "stream" + ? Framing.sse.frame(bytes) + : Framing.document.frame(bytes).pipe(Stream.map((document) => ({ document }))), + initial: () => ({ completed: 0 }), + step, + finish, + }) -/** `provider` attributes models, refs, and metadata to an OpenAI-compatible host; it defaults to `openai`. */ -export const model = (input: MediaRoute.ModelInput & { readonly provider?: string }) => - ImageModel.fromRoute( +export const protocol = makeProtocol({ sizing: pixelSize, imageInput: "edits" }) + +/** + * `provider` attributes models, refs, and metadata to an OpenAI-compatible host; it defaults to `openai`. `sizing` + * replaces the `size` that `aspect` and `resolution` lower to, and `imageInput` how input images are sent. + */ +export const model = ( + input: MediaRoute.ModelInput & { + readonly provider?: string + readonly sizing?: OpenAIImageSizing + readonly imageInput?: OpenAIImageInput + }, +) => { + const imageInput = input.imageInput ?? "edits" + const base = + input.sizing === undefined && imageInput === "edits" + ? protocol + : makeProtocol({ sizing: input.sizing ?? pixelSize, imageInput }) + return ImageModel.fromRoute( { - protocol: input.provider === undefined ? protocol : { ...protocol, provider: ProviderID.make(input.provider) }, + protocol: input.provider === undefined ? base : { ...base, provider: ProviderID.make(input.provider) }, baseURL: DEFAULT_BASE_URL, - path: ({ request }) => (isEdit(request) ? EDIT_PATH : PATH), + path: ({ request }) => (imageInput !== "references" && isEdit(request) ? EDIT_PATH : PATH), }, input, ) +} export const OpenAIImages = { protocol, model, + pixelSize, } as const diff --git a/packages/ai/src/protocols/openai-responses.ts b/packages/ai/src/protocols/openai-responses.ts index 542e9b68fb78..adeeb3c7e007 100644 --- a/packages/ai/src/protocols/openai-responses.ts +++ b/packages/ai/src/protocols/openai-responses.ts @@ -17,6 +17,7 @@ import { OpenResponsesChannel } from "./open-responses-channel.js" import { ResponsesCompaction } from "./utils/responses-compaction.js" import { ResponsesCheckpoint } from "./utils/responses-checkpoint.js" import * as Cache from "./utils/cache.js" +import { OpenAIFreeform } from "./openai-freeform.js" const ADAPTER = "openai-responses" const NAME = "OpenAI Responses" @@ -107,6 +108,7 @@ const OpenAIResponsesNamespace = Schema.Struct({ const OpenAIResponsesTools = Schema.Union([ OpenResponses.Tool, + OpenResponses.CustomTool, OpenAIResponsesNamespace, OpenAIResponsesImageGenerationTool, ]) @@ -181,19 +183,21 @@ const nativeImageTool = (tool: ToolDefinition) => { return Schema.is(OpenAIResponsesImageGenerationTool)(native) ? native : undefined } -const lowerTool = Effect.fnUntraced(function* (tool: ToolDefinition) { +const lowerTool = Effect.fnUntraced(function* (tool: ToolDefinition, custom: ReadonlyMap) { const native = nativeImageToolInput(tool) if (native !== undefined) { if (Schema.is(OpenAIResponsesImageGenerationTool)(native)) return native return yield* ProviderShared.invalidRequest("OpenAI Responses image generation tool options are invalid") } + const definition = custom.get(tool.name) + if (definition) return OpenResponses.lowerCustomTool(tool, definition) return yield* OpenResponses.lowerTool(NAME, tool) }) // Native namespaces hold only function tools, so deeper levels flatten into // the leaf names the same way non-native protocols flatten the whole tree. -const lowerToolEntry = Effect.fnUntraced(function* (tool: ToolEntry) { - if (tool.type === "tool") return yield* lowerTool(tool) +const lowerToolEntry = Effect.fnUntraced(function* (tool: ToolEntry, custom: ReadonlyMap) { + if (tool.type === "tool") return yield* lowerTool(tool, custom) // OpenAI requires a namespace description; fall back to a generic one so a // missing description never blocks the request. return { @@ -206,9 +210,16 @@ const lowerToolEntry = Effect.fnUntraced(function* (tool: ToolEntry) { } }) -const lowerTools = (request: LLMRequest) => Effect.forEach(request.tools, lowerToolEntry) +const lowerTools = (request: LLMRequest) => { + const custom = OpenAIFreeform.tools(request) + return Effect.forEach(request.tools, (tool) => lowerToolEntry(tool, custom)) +} -const lowerToolChoice = (toolChoice: NonNullable, tools: ReadonlyArray) => +const lowerToolChoice = ( + toolChoice: NonNullable, + tools: ReadonlyArray, + custom: ReadonlyMap, +) => ProviderShared.matchToolChoice(NAME, toolChoice, { auto: () => "auto" as const, none: () => "none" as const, @@ -216,7 +227,7 @@ const lowerToolChoice = (toolChoice: NonNullable, tool tool: (name) => tools.some((tool) => tool.type === "tool" && tool.name === name && nativeImageTool(tool) !== undefined) ? ({ type: "image_generation" } as const) - : { type: "function" as const, name }, + : OpenResponses.namedTool(name, custom), }) const fromRequest = Effect.fn("OpenAIResponses.fromRequest")(function* (request: LLMRequest) { @@ -227,6 +238,7 @@ const fromRequest = Effect.fn("OpenAIResponses.fromRequest")(function* (request: const reasoning = Schema.decodeUnknownSync(ReasoningOptions)(request.providerOptions ?? {}) const updates = resolveEffortUpdates(request, options.reasoningEffort) const generation = OpenResponses.lowerGeneration(request, { ...options, reasoningEffort: updates.effort }) + const custom = OpenAIFreeform.tools(request) return { ...(yield* OpenResponses.lowerConversation(updates.request, adapter)), ...generation, @@ -245,8 +257,8 @@ const fromRequest = Effect.fn("OpenAIResponses.fromRequest")(function* (request: tool_choice: request.tools.length === 0 ? undefined - : (OpenResponses.allowedToolChoice(request, options) ?? - (request.toolChoice ? yield* lowerToolChoice(request.toolChoice, request.tools) : undefined)), + : (OpenResponses.allowedToolChoice(options, custom) ?? + (request.toolChoice ? yield* lowerToolChoice(request.toolChoice, request.tools, custom) : undefined)), } }) diff --git a/packages/ai/src/protocols/replicate-images.ts b/packages/ai/src/protocols/replicate-images.ts deleted file mode 100644 index b22012c50e2a..000000000000 --- a/packages/ai/src/protocols/replicate-images.ts +++ /dev/null @@ -1,180 +0,0 @@ -import { Duration, Effect, Schema } from "effect" -import type { HttpClientResponse } from "effect/http" -import type { Status } from "../generation.js" -import { ImageModel, ImageResponse, type ImageRequestFor } from "../image.js" -import { Media } from "../media.js" -import { MediaProtocol } from "../route/media-protocol.js" -import { MediaRoute } from "../route/media.js" -import { mergeJsonRecords, type AIError } from "../schema/index.js" -import { ProviderShared, optionalNull } from "./shared.js" - -const route = MediaProtocol.identity({ id: "replicate-images", name: "Replicate", provider: "replicate" }) -export const DEFAULT_BASE_URL = "https://api.replicate.com" -const OUTPUT_RETENTION = Duration.hours(1) -const MAX_DATA_URL_BYTES = 256 * 1024 - -// --------------------------------------------------------------------------- -// 1. Public model input -// --------------------------------------------------------------------------- - -/** Model-defined `input` fields under the model's own names; `Media.Asset` values lower to URLs or data URLs. */ -export type ReplicateImageOptions = Record - -export type Request = ImageRequestFor - -// --------------------------------------------------------------------------- -// 2. Token and response schemas -// --------------------------------------------------------------------------- - -export const Token = Schema.Struct({ id: Schema.String, getURL: Schema.String, cancelURL: Schema.String }) -export type Token = Schema.Schema.Type - -const Prediction = Schema.Struct({ - id: Schema.String, - status: Schema.String, - output: optionalNull(Schema.Unknown), - error: optionalNull(Schema.Unknown), - data_removed: optionalNull(Schema.Boolean), - completed_at: optionalNull(Schema.String), - metrics: optionalNull(Schema.Struct({ predict_time: optionalNull(Schema.Number) })), - urls: Schema.Struct({ get: Schema.String, cancel: Schema.String }), -}) - -const Output = Schema.Union([Schema.String, Schema.Array(Schema.String)]) -const isOutput = Schema.is(Output) - -const STATUS = { - starting: "queued", - processing: "running", - succeeded: "completed", - failed: "failed", - canceled: "cancelled", - // The prediction hit its `Cancel-After` deadline before it started running. - aborted: "expired", -} as const satisfies Record - -// --------------------------------------------------------------------------- -// 5. Request body construction -// --------------------------------------------------------------------------- - -// Official models run by `owner/name`; anything else (`owner/name:version` or a bare version id) is a pinned version. -const isOfficial = (model: string) => /^[^/:]+\/[^/:]+$/.test(model) - -const inlineSize = (source: Media.Source) => { - if (source.type === "bytes") return source.data.byteLength - if (source.type === "base64") return source.data.length * 0.75 - return 0 -} - -const fileInput = (asset: Media.Asset) => { - if (inlineSize(asset.source) > MAX_DATA_URL_BYTES) - return Effect.fail( - ProviderShared.invalidRequest( - `${route.name} data URL inputs are limited to 256 KB; pass a larger file by https URL`, - ), - ) - return ProviderShared.mediaReference(asset, undefined, route.name).pipe(Effect.map((reference) => reference.value)) -} - -const inputValue = (value: unknown): Effect.Effect => { - if (value instanceof Media.Asset) return fileInput(value) - if (Array.isArray(value) && value.some((item) => item instanceof Media.Asset)) - return Effect.forEach(value, (item) => (item instanceof Media.Asset ? fileInput(item) : Effect.succeed(item))) - return Effect.succeed(value) -} - -const fromRequest = Effect.fn("ReplicateImages.fromRequest")(function* (request: Request) { - const native = yield* Effect.forEach(Object.entries(request.providerOptions ?? {}), ([key, value]) => - inputValue(value).pipe(Effect.map((lowered) => [key, lowered] as const)), - ) - const input = mergeJsonRecords({ prompt: request.prompt }, Object.fromEntries(native)) - const model = request.model.id - return MediaProtocol.json( - mergeJsonRecords(isOfficial(model) ? { input } : { version: model, input }, request.http?.body) ?? {}, - ) -}) - -// --------------------------------------------------------------------------- -// 6. Response decoding -// --------------------------------------------------------------------------- - -const decodePrediction = route.decodeJson(Prediction) - -const decodeStart = Effect.fn("ReplicateImages.decodeStart")(function* ( - response: HttpClientResponse.HttpClientResponse, -) { - const output = yield* decodePrediction(response) - const prediction = output.value - return { - token: { id: prediction.id, getURL: prediction.urls.get, cancelURL: prediction.urls.cancel }, - // `Prefer: wait` can return an already-finished prediction, so `await` skips straight to the result. - snapshot: { id: prediction.id, status: yield* MediaProtocol.status(STATUS, prediction.status, output) }, - } -}) - -const decodeStatus = Effect.fn("ReplicateImages.decodeStatus")(function* ( - response: HttpClientResponse.HttpClientResponse, - context: MediaProtocol.PollContext, -) { - const output = yield* decodePrediction(response) - return { id: context.token.id, status: yield* MediaProtocol.status(STATUS, output.value.status, output) } -}) - -const decodeResult = Effect.fn("ReplicateImages.decodeResult")(function* ( - response: HttpClientResponse.HttpClientResponse, - context: MediaProtocol.PollContext, -) { - const output = yield* decodePrediction(response) - const prediction = output.value - const status = yield* MediaProtocol.status(STATUS, prediction.status, output) - if (status === "failed" || status === "cancelled" || status === "expired") - return yield* output.ended( - status, - `${route.name} prediction ${context.token.id} ${prediction.status}${typeof prediction.error === "string" ? `: ${prediction.error}` : ""}`, - ) - if (status !== "completed") return yield* output.pending(context.token.id) - if (prediction.data_removed === true) - return yield* output.ended("expired", `${route.name} removed the output of prediction ${context.token.id}`) - if (!isOutput(prediction.output)) - return yield* output.invalid(`${route.name} prediction ${context.token.id} returned output that is not image URLs`) - const urls = typeof prediction.output === "string" ? [prediction.output] : prediction.output - if (urls.length === 0) return yield* output.invalid(`${route.name} prediction ${context.token.id} returned no images`) - const predictTime = prediction.metrics?.predict_time ?? undefined - const completedAt = prediction.completed_at ?? undefined - const expiresAt = - completedAt === undefined ? undefined : Date.parse(completedAt) + Duration.toMillis(OUTPUT_RETENTION) - return new ImageResponse({ - images: urls.map((url) => Media.url(url, { expiresAt })), - usage: predictTime === undefined ? undefined : { type: "compute", seconds: predictTime }, - providerMetadata: { replicate: { predictionId: prediction.id } }, - }) -}) - -// --------------------------------------------------------------------------- -// 7. Protocol and route -// --------------------------------------------------------------------------- - -export const protocol = MediaProtocol.queued(route, { - token: Token, - unsupported: ["images", "n", "aspect", "resolution"], - start: { body: { from: fromRequest }, decode: decodeStart }, - status: { path: (token) => token.getURL, decode: decodeStatus }, - result: { path: (token) => token.getURL, decode: decodeResult }, - cancel: { method: "POST", path: (token) => token.cancelURL }, -}) - -export const model = (input: MediaRoute.ModelInput) => - ImageModel.fromRoute( - { - protocol, - baseURL: DEFAULT_BASE_URL, - path: ({ request }) => - isOfficial(request.model.id) ? `/v1/models/${request.model.id}/predictions` : "/v1/predictions", - }, - input, - ) - -export const ReplicateImages = { - protocol, - model, -} as const diff --git a/packages/ai/src/protocols/stability-images.ts b/packages/ai/src/protocols/stability-images.ts deleted file mode 100644 index db154e456fa8..000000000000 --- a/packages/ai/src/protocols/stability-images.ts +++ /dev/null @@ -1,228 +0,0 @@ -import { Effect, Schema } from "effect" -import type { HttpClientResponse } from "effect/http" -import { ImageModel, ImageResponse, type ImageRequestFor } from "../image.js" -import { MediaProtocol } from "../route/media-protocol.js" -import { MediaRoute } from "../route/media.js" -import { mergeJsonRecords, type OpenString } from "../schema/index.js" -import { ProviderShared } from "./shared.js" -import { MediaInput } from "./utils/media-input.js" - -const route = MediaProtocol.identity({ id: "stability-images", name: "Stability AI", provider: "stability" }) -const upscaleRoute = MediaProtocol.identity({ id: "stability-upscale", name: "Stability AI", provider: "stability" }) -export const DEFAULT_BASE_URL = "https://api.stability.ai" -const RESULTS_PATH = "/v2beta/results" -const UPSCALE_MODEL = "creative" -/** Base64 JSON instead of raw bytes, so the seed and finish reason arrive with the image. */ -const HEADERS = { accept: "application/json" } - -// --------------------------------------------------------------------------- -// 1. Public model input -// --------------------------------------------------------------------------- - -export type StabilityStylePreset = OpenString< - | "enhance" - | "anime" - | "photographic" - | "digital-art" - | "comic-book" - | "fantasy-art" - | "line-art" - | "analog-film" - | "neon-punk" - | "isometric" - | "low-poly" - | "origami" - | "modeling-compound" - | "cinematic" - | "3d-model" - | "pixel-art" - | "tile-texture" -> - -/** Native form fields; `aspect` lowers to `aspect_ratio`. */ -export type StabilityImageOptions = { - readonly seed?: number - readonly output_format?: OpenString<"jpeg" | "png" | "webp"> - readonly negative_prompt?: string - readonly style_preset?: StabilityStylePreset - readonly strength?: number - readonly cfg_scale?: number -} & Record - -/** Creative upscale options; the one `images` source is the image to upscale. */ -export type StabilityUpscaleOptions = { - readonly seed?: number - readonly output_format?: OpenString<"jpeg" | "png" | "webp"> - readonly negative_prompt?: string - readonly style_preset?: StabilityStylePreset - readonly creativity?: number -} & Record - -export type Request = ImageRequestFor -export type UpscaleRequest = ImageRequestFor - -// --------------------------------------------------------------------------- -// 2. Token and response schemas -// --------------------------------------------------------------------------- - -export const Token = Schema.Struct({ id: Schema.String }) -export type Token = Schema.Schema.Type - -// Generate names the base64 image `image`; `/v2beta/results/{id}` names it `result`. -const ImageDocument = Schema.Struct({ - image: Schema.optional(Schema.String), - result: Schema.optional(Schema.String), - seed: Schema.optional(Schema.Number), - finish_reason: Schema.optional(Schema.String), -}) - -const Started = Schema.Struct({ id: Schema.String }) - -// --------------------------------------------------------------------------- -// 5. Request body construction -// --------------------------------------------------------------------------- - -/** `sd3.5-*` ids share the `sd3` endpoint and select the model with a form field. */ -const endpoint = (model: string) => (model.startsWith("sd3") ? "sd3" : model) - -const RESERVED_FORM_FIELDS = new Set(["image", "prompt", "mode", "model"]) - -const form = Effect.fnUntraced(function* ( - identity: MediaProtocol.Identity, - fields: Record, - native: Record | undefined, - source: Request["images"], -) { - if ((source?.length ?? 0) > 1) - return yield* identity.unsupported("media.images", `${identity.name} takes one source image`) - const body = new FormData() - MediaInput.appendFields(body, fields, { overlay: native, reserved: RESERVED_FORM_FIELDS }) - const image = source?.[0] - if (image !== undefined) - body.append("image", MediaInput.blob(yield* MediaInput.inlineBytes(identity.id, image), image.mediaType), "image") - return MediaProtocol.multipart(body) -}) - -const fromRequest = Effect.fn("StabilityImages.fromRequest")(function* (request: Request) { - if (request.n !== undefined && request.n > 1) - return yield* route.unsupported("media.n", `${route.name} generates one image per request; call it once per image`) - const target = endpoint(request.model.id) - const edit = (request.images?.length ?? 0) > 0 - if (edit && target === "core") - return yield* route.unsupported("media.images", `${route.name} core is text-to-image only; use ultra or sd3.5-*`) - return yield* form( - route, - { - prompt: request.prompt, - aspect_ratio: request.aspect, - model: target === "sd3" ? request.model.id : undefined, - mode: target === "sd3" && edit ? "image-to-image" : undefined, - }, - mergeJsonRecords(request.providerOptions, request.http?.body), - request.images, - ) -}) - -const fromUpscaleRequest = Effect.fn("StabilityImages.fromUpscaleRequest")(function* (request: UpscaleRequest) { - if ((request.images?.length ?? 0) === 0) - return yield* ProviderShared.invalidRequest(`${upscaleRoute.name} upscale requires the source image in images`) - return yield* form( - upscaleRoute, - { prompt: request.prompt }, - mergeJsonRecords(request.providerOptions, request.http?.body), - request.images, - ) -}) - -// --------------------------------------------------------------------------- -// 6. Response decoding -// --------------------------------------------------------------------------- - -const decodeImageDocument = (identity: MediaProtocol.Identity) => { - const decode = identity.decodeJson(ImageDocument) - return Effect.fn("StabilityImages.decodeImage")(function* (response: HttpClientResponse.HttpClientResponse) { - const output = yield* decode(response) - const document = output.value - const data = document.image ?? document.result - if (data === undefined) return yield* output.invalid(`${identity.name} returned no image`) - const image = yield* MediaInput.decodedAsset(output.invalid, `${identity.name} result`, data, undefined) - return new ImageResponse({ - images: [image], - providerMetadata: { stability: { seed: document.seed, finishReason: document.finish_reason } }, - }) - }) -} - -const decodeResponse = decodeImageDocument(route) -const decodeUpscaleImage = decodeImageDocument(upscaleRoute) - -const decodeStart = upscaleRoute.decodeStarted(Started, (value) => ({ - token: { id: value.id }, - snapshot: { id: value.id, status: "queued" }, -})) - -// `/v2beta/results/{id}` answers 202 while in progress and 200 with the finished image document. -const decodeStatus = (response: HttpClientResponse.HttpClientResponse, context: MediaProtocol.PollContext) => - Effect.succeed({ - id: context.token.id, - status: response.status === 202 ? ("running" as const) : ("completed" as const), - }) - -const decodeUpscaleResult = Effect.fn("StabilityImages.decodeUpscaleResult")(function* ( - response: HttpClientResponse.HttpClientResponse, - context: MediaProtocol.PollContext, -) { - if (response.status === 202) { - const output = yield* upscaleRoute.text(response) - return yield* output.pending(context.token.id) - } - return yield* decodeUpscaleImage(response) -}) - -// --------------------------------------------------------------------------- -// 7. Protocol and route -// --------------------------------------------------------------------------- - -export const protocol = MediaProtocol.inline(route, { - unsupported: ["resolution"], - body: { from: fromRequest }, - response: { decode: decodeResponse }, -}) - -export const upscaleProtocol = MediaProtocol.queued(upscaleRoute, { - token: Token, - unsupported: ["n", "aspect", "resolution"], - start: { body: { from: fromUpscaleRequest }, decode: decodeStart }, - status: { path: (token) => `${RESULTS_PATH}/${token.id}`, decode: decodeStatus }, - result: { path: (token) => `${RESULTS_PATH}/${token.id}`, decode: decodeUpscaleResult }, -}) - -export const model = (input: MediaRoute.ModelInput) => - ImageModel.fromRoute( - { - protocol, - baseURL: DEFAULT_BASE_URL, - headers: HEADERS, - path: ({ request }) => `/v2beta/stable-image/generate/${endpoint(request.model.id)}`, - }, - input, - ) - -export const upscaleModel = (input: Omit) => - ImageModel.fromRoute( - { - protocol: upscaleProtocol, - baseURL: DEFAULT_BASE_URL, - headers: HEADERS, - // Only the creative upscaler is asynchronous; fast and conservative answer inline. - path: `/v2beta/stable-image/upscale/${UPSCALE_MODEL}`, - }, - { ...input, id: UPSCALE_MODEL }, - ) - -export const StabilityImages = { - protocol, - upscaleProtocol, - model, - upscaleModel, -} as const diff --git a/packages/ai/src/protocols/utils/fal-queue.ts b/packages/ai/src/protocols/utils/fal-queue.ts deleted file mode 100644 index 02f5c5bb4646..000000000000 --- a/packages/ai/src/protocols/utils/fal-queue.ts +++ /dev/null @@ -1,91 +0,0 @@ -import { Effect, Schema } from "effect" -import type { HttpClientResponse } from "effect/http" -import type { Status } from "../../generation.js" -import type { Media } from "../../media.js" -import { MediaProtocol } from "../../route/media-protocol.js" -import type { AIError } from "../../schema/index.js" -import { ProviderShared, optionalNull } from "../shared.js" - -export const DEFAULT_BASE_URL = "https://queue.fal.run" - -/** fal hands back absolute follow-up URLs on submit; they are authoritative for status, result, and cancel. */ -export const Token = Schema.Struct({ - requestID: Schema.String, - statusURL: Schema.String, - responseURL: Schema.String, - cancelURL: Schema.String, -}) -export type Token = Schema.Schema.Type - -const StartResponse = Schema.Struct({ - request_id: Schema.String, - status_url: Schema.String, - response_url: Schema.String, - cancel_url: Schema.String, - queue_position: optionalNull(Schema.Number), -}) - -const QueueStatus = Schema.Struct({ - status: Schema.String, - queue_position: optionalNull(Schema.Number), - error: optionalNull(Schema.Unknown), -}) - -const STATUS = { - IN_QUEUE: "queued", - IN_PROGRESS: "running", - COMPLETED: "completed", -} as const satisfies Record - -// fal accepts public URLs and data URIs; there is no provider file handle to forward. -export const mediaUrl = (asset: Media.Asset, name: string) => - ProviderShared.mediaReference(asset, undefined, name).pipe(Effect.map((reference) => reference.value)) - -export const protocol = ( - route: MediaProtocol.Identity, - input: { - readonly unsupported?: ReadonlyArray - readonly from: (request: Request) => Effect.Effect - readonly decodeResult: ( - response: HttpClientResponse.HttpClientResponse, - context: MediaProtocol.PollContext, - ) => Effect.Effect - }, -) => { - const decodeQueueStatus = route.decodeJson(QueueStatus) - return MediaProtocol.queued(route, { - token: Token, - unsupported: input.unsupported, - start: { - body: { from: input.from }, - decode: route.decodeStarted(StartResponse, (value) => ({ - token: { - requestID: value.request_id, - statusURL: value.status_url, - responseURL: value.response_url, - cancelURL: value.cancel_url, - }, - snapshot: { id: value.request_id, status: "queued", position: value.queue_position ?? undefined }, - })), - }, - status: { - path: (token) => token.statusURL, - decode: Effect.fn("FalQueue.decodeStatus")(function* (response, context) { - const output = yield* decodeQueueStatus(response) - const decoded = output.value - const status = yield* MediaProtocol.status(STATUS, decoded.status, output) - // fal reports request failures as COMPLETED with an `error`; the response endpoint carries the details. - const failed = status === "completed" && decoded.error !== undefined && decoded.error !== null - return { - id: context.token.requestID, - status: failed ? "failed" : status, - position: status === "queued" ? (decoded.queue_position ?? undefined) : undefined, - } - }), - }, - result: { path: (token) => token.responseURL, decode: input.decodeResult }, - cancel: { method: "PUT", path: (token) => token.cancelURL }, - }) -} - -export * as FalQueue from "./fal-queue.js" diff --git a/packages/ai/src/protocols/venice-chat.ts b/packages/ai/src/protocols/venice-chat.ts index 3fe448b1f9c1..d61f7848a880 100644 --- a/packages/ai/src/protocols/venice-chat.ts +++ b/packages/ai/src/protocols/venice-chat.ts @@ -60,7 +60,7 @@ const ToolCall = Schema.Struct({ const Assistant = Schema.StructWithRest( Schema.Struct({ ...OpenAIChat.OpenAIChatMessage.cases.assistant.schema.fields, - tool_calls: optionalArray(ToolCall), + tool_calls: optionalArray(Schema.Union([ToolCall, OpenAIChat.OpenAIChatAssistantCustomToolCall])), thought_signature: Schema.optional(Schema.String), }), [JsonObject], diff --git a/packages/ai/src/protocols/xai-images.ts b/packages/ai/src/protocols/xai-images.ts index 4c97e6124609..ab79256d3cfc 100644 --- a/packages/ai/src/protocols/xai-images.ts +++ b/packages/ai/src/protocols/xai-images.ts @@ -20,6 +20,7 @@ export const EDIT_PATH = "/images/edits" /** Provider-native options. Common fields (`n`, `aspect`, `resolution`, `images`) live on the request. */ export type XAIImageOptions = { + /** Defaults to `b64_json`; `url` returns a short-lived hosted URL instead. */ readonly responseFormat?: OpenString<"url" | "b64_json"> readonly response_format?: OpenString<"url" | "b64_json"> } & Record @@ -47,13 +48,12 @@ const XAIImageResponse = Schema.Struct({ // --------------------------------------------------------------------------- const nativeOptions = (options: XAIImageOptions | undefined) => { - if (!options) return undefined - const { responseFormat, ...native } = options - return { response_format: responseFormat, ...native } + const { responseFormat, ...native } = options ?? {} + return { response_format: responseFormat ?? "b64_json", ...native } } /** xAI renders `1k` or `2k`; other tiers use the nearest one. */ -const resolution = (request: Request) => { +export const resolution = (request: { readonly resolution?: string }) => { if (request.resolution === undefined) return undefined return (ImageSizing.tier(request.resolution) ?? 1) < 1.5 ? "1k" : "2k" } @@ -133,4 +133,5 @@ export const model = (input: MediaRoute.ModelInput) => export const XAIImages = { protocol, model, + resolution, } as const diff --git a/packages/ai/src/protocols/xai-responses.ts b/packages/ai/src/protocols/xai-responses.ts index 5a580cd8b48b..d7e2ec8d79dc 100644 --- a/packages/ai/src/protocols/xai-responses.ts +++ b/packages/ai/src/protocols/xai-responses.ts @@ -5,6 +5,7 @@ import { OpenResponses } from "./open-responses.js" import { JsonObject, optionalNull, ProviderShared } from "./shared.js" import { ResponsesHostedTools } from "./utils/responses-hosted-tools.js" import { ResponsesCompaction } from "./utils/responses-compaction.js" +import { OpenAIFreeform } from "./openai-freeform.js" const ADAPTER = "xai-responses" const NAME = "xAI Responses" @@ -115,7 +116,7 @@ export const protocol = Protocol.make({ }) export const compact = ResponsesCompaction.make(adapter, (request) => - OpenResponses.lowerTools(ProviderShared.flattenTools(request.tools), adapter), + OpenResponses.lowerTools(ProviderShared.flattenTools(request.tools), adapter, OpenAIFreeform.tools(request)), ) export * as XAIResponses from "./xai-responses.js" diff --git a/packages/ai/src/provider-error.ts b/packages/ai/src/provider-error.ts index e0d04a7f677e..e9c697c8e726 100644 --- a/packages/ai/src/provider-error.ts +++ b/packages/ai/src/provider-error.ts @@ -178,8 +178,9 @@ const AUTH_TEXT = /incorrect api key provided/i const RATE_LIMIT_TEXT = /rate increased too quickly|rate[-_\s]?limit|too[_\s]?many[_\s]?requests/i // Only consulted on 429, where throttles and account caps share a status. // Z.ai reports balance, plan expiry, plan limits, and plan model access on 429. +// Cerebras reports its per-minute token throttle as `token_quota_exceeded`; that is a rate limit. const QUOTA_TEXT = - /insufficient[-_\s]?(?:quota|balance)|quota[-_\s]?exceeded|budget exceeded|usage limit|limit exhausted|package has expired|plan does not yet include/i + /insufficient[-_\s]?(?:quota|balance)|(? LanguageModel } +/** A provider's `model` export. Settings are optional when every key is optional. */ +export type Model< + ProviderSettings extends Settings = Settings, + Options extends ProviderOptions = ProviderOptions, + Compact extends CompactionOperations | undefined = CompactionOperations | undefined, +> = ( + modelID: string, + ...settings: {} extends ProviderSettings ? [settings?: ProviderSettings] : [settings: ProviderSettings] +) => LanguageModel + export * as ProviderPackage from "./provider-package.js" diff --git a/packages/ai/src/providers/alibaba.ts b/packages/ai/src/providers/alibaba.ts index 0d1a0c403431..c8de8ea6db46 100644 --- a/packages/ai/src/providers/alibaba.ts +++ b/packages/ai/src/providers/alibaba.ts @@ -120,16 +120,13 @@ export const configure = (input: Config) => { export const provider = { id, configure } -export const model: ProviderPackage.Definition["model"] = (id, input) => - configure(config(input)).chat(id) -export const messagesModel: ProviderPackage.Definition< - Settings, - MessagesOptionsInput ->["model"] = (id, input) => configure(config(input)).messages(id) -export const responsesModel: ProviderPackage.Definition< - Settings, - ResponsesOptionsInput ->["model"] = (id, input) => configure(config(input)).responses(id) +export const model: ProviderPackage.Model = (id, input) => configure(config(input)).chat(id) +export const messagesModel: ProviderPackage.Model, MessagesOptionsInput> = (id, input) => + configure(config(input)).messages(id) +export const responsesModel: ProviderPackage.Model, ResponsesOptionsInput> = ( + id, + input, +) => configure(config(input)).responses(id) export const imageModel = (id: string, settings: Settings) => { const input = config(settings) return configure(input).image(id, input.providerOptions) diff --git a/packages/ai/src/providers/amazon-bedrock-mantle.ts b/packages/ai/src/providers/amazon-bedrock-mantle.ts index 7e051828137a..f14328cc0aa4 100644 --- a/packages/ai/src/providers/amazon-bedrock-mantle.ts +++ b/packages/ai/src/providers/amazon-bedrock-mantle.ts @@ -19,6 +19,12 @@ export type Config = Omit & { readonly apiKey?: string /** `sigv4` ignores `apiKey` fallbacks from the environment; `bearer` requires a token. */ readonly auth?: "bearer" | "sigv4" + /** + * Mantle serves each model under one path prefix and rejects it on the others. Responses and Chat default to + * `https://bedrock-mantle..api.aws/v1`, which serves open-weight models such as `openai.gpt-oss-120b`. + * Others, including GPT models such as `openai.gpt-5.4`, need `.../openai/v1`; each AWS model card lists the base + * URL under Programmatic Access. Messages defaults to `.../anthropic/v1`. + */ readonly baseURL?: string /** Static SigV4 credentials. When omitted the AWS default credential chain resolves them per request. */ readonly credentials?: Credentials @@ -32,6 +38,7 @@ export type Settings = ProviderPackage.Set Options & { readonly apiKey?: string readonly auth?: "bearer" | "sigv4" + /** See {@link Config.baseURL}: GPT models such as `openai.gpt-5.4` need `https://bedrock-mantle..api.aws/openai/v1`. */ readonly baseURL?: string readonly credentials?: Credentials readonly profile?: string @@ -157,7 +164,7 @@ const fromSettings = ({ region, topP, ...providerOptions -}: Settings) => +}: Settings = {}) => configure({ apiKey, auth, @@ -171,16 +178,12 @@ const fromSettings = ({ region, }) -export const chatModel: ProviderPackage.Definition["model"] = ( +export const chatModel: ProviderPackage.Model = (modelID, settings) => + fromSettings(settings).chat(modelID) +export const messagesModel: ProviderPackage.Model = ( modelID, settings, -) => fromSettings(settings).chat(modelID) -export const messagesModel: ProviderPackage.Definition< - MessagesSettings, - AnthropicMessages.ProviderOptionsInput ->["model"] = (modelID, settings) => fromSettings(settings).messages(modelID) -export const responsesModel: ProviderPackage.Definition["model"] = ( - modelID, - settings, -) => fromSettings(settings).responses(modelID) +) => fromSettings(settings).messages(modelID) +export const responsesModel: ProviderPackage.Model = (modelID, settings) => + fromSettings(settings).responses(modelID) export const model = responsesModel diff --git a/packages/ai/src/providers/amazon-bedrock.ts b/packages/ai/src/providers/amazon-bedrock.ts index 4d7ea8595337..27f1edf88eda 100644 --- a/packages/ai/src/providers/amazon-bedrock.ts +++ b/packages/ai/src/providers/amazon-bedrock.ts @@ -64,9 +64,9 @@ export const configure = (input: Config = {}) => { } export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, auth, baseURL, credentials, profile, region, topP, headers, body, ...providerOptions }, + { apiKey, auth, baseURL, credentials, profile, region, topP, headers, body, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/anthropic-compatible.ts b/packages/ai/src/providers/anthropic-compatible.ts index 598ad78ab4af..7dac4d5ff207 100644 --- a/packages/ai/src/providers/anthropic-compatible.ts +++ b/packages/ai/src/providers/anthropic-compatible.ts @@ -62,7 +62,7 @@ export const provider = { configure, } -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, { apiKey, authToken, baseURL, body, headers, provider, ...providerOptions }, ) => { diff --git a/packages/ai/src/providers/anthropic.ts b/packages/ai/src/providers/anthropic.ts index 9c226e9f3bbb..eabff31d4f85 100644 --- a/packages/ai/src/providers/anthropic.ts +++ b/packages/ai/src/providers/anthropic.ts @@ -52,9 +52,9 @@ export const configure = (input: Config = {}) => { } export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, authToken, baseURL, body, headers, ...providerOptions }, + { apiKey, authToken, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => { if (apiKey !== undefined && authToken !== undefined) throw new ProviderConfigurationError({ diff --git a/packages/ai/src/providers/azure.ts b/packages/ai/src/providers/azure.ts index 025ae57aa26f..50e6d8213f28 100644 --- a/packages/ai/src/providers/azure.ts +++ b/packages/ai/src/providers/azure.ts @@ -25,7 +25,7 @@ const RESPONSES_WEBSOCKET_ROTATE_AFTER_MS = 55 * 60 * 1000 // (helper builds the URL) or `baseURL` directly. type AzureURL = AtLeastOne<{ readonly resourceName: string; readonly baseURL: string }> -export type LanguageModelOptions = AzureURL & +export type Config = AzureURL & RouteDefaultsInput & ProviderAuthOption<"optional"> & { readonly apiVersion?: string @@ -33,7 +33,6 @@ export type LanguageModelOptions = AzureURL & readonly useDeploymentBasedUrls?: boolean readonly providerOptions?: OpenAIProviderOptionsInput } -export type Config = LanguageModelOptions export type Settings = ProviderPackage.Settings & OpenAIProviderOptionsInput & @@ -195,15 +194,13 @@ const config = ({ throw new ProviderConfigurationError({ provider: id, message: "Azure requires resourceName or baseURL" }) } -export const responsesModel: ProviderPackage.Definition< +export const responsesModel: ProviderPackage.Model< Settings, OpenAIProviderOptionsInput, typeof responsesRoute.compact ->["model"] = (modelID, settings) => configure(config(settings)).responses(modelID) -export const chatModel: ProviderPackage.Definition["model"] = ( - modelID, - settings, -) => configure(config(settings)).chat(modelID) +> = (modelID, settings) => configure(config(settings)).responses(modelID) +export const chatModel: ProviderPackage.Model = (modelID, settings) => + configure(config(settings)).chat(modelID) export const imageModel = (modelID: string, settings: Settings) => { const input = config(settings) return configure(input).image(modelID, input.providerOptions) diff --git a/packages/ai/src/providers/baseten.ts b/packages/ai/src/providers/baseten.ts index d6e9b5bdcb5f..326b13f8dbce 100644 --- a/packages/ai/src/providers/baseten.ts +++ b/packages/ai/src/providers/baseten.ts @@ -12,12 +12,11 @@ import type { OpenAIProviderOptionsInput } from "./openai-options.js" export const id = ProviderID.make("baseten") const baseURL = "https://inference.baseten.co/v1" -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: OpenAIProviderOptionsInput } - export interface BasetenDecisionOptions { readonly [key: string]: unknown readonly max_len?: number @@ -53,7 +52,7 @@ const decisionProtocol = DecisionRoute.protocol({ }, }) -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const auth = AuthOptions.bearer(input, "BASETEN_API_KEY") const configured = route.with({ @@ -84,14 +83,14 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() export const decision = provider.decision -export const model: ProviderPackage.Definition["model"] = (modelID, settings) => +export const model: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).model(modelID) -export const decisionModel = (modelID: string, settings: Settings) => { +export const decisionModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).decision(modelID, input.providerOptions) } -function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings) { +function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}) { return { apiKey, baseURL, diff --git a/packages/ai/src/providers/black-forest-labs.ts b/packages/ai/src/providers/black-forest-labs.ts deleted file mode 100644 index 163de984ef91..000000000000 --- a/packages/ai/src/providers/black-forest-labs.ts +++ /dev/null @@ -1,36 +0,0 @@ -import { Auth } from "../route/auth.js" -import type { ProviderAuthOption } from "../route/auth-options.js" -import { MediaRoute } from "../route/media.js" -import { type HttpOptions, ProviderID, type ModelID } from "../schema/index.js" -import { BlackForestLabsImages } from "../protocols/bfl-images.js" - -export type { BlackForestLabsImageOptions } from "../protocols/bfl-images.js" - -export const id = ProviderID.make("black-forest-labs") - -export type Config = ProviderAuthOption<"optional"> & { - /** `https://api.eu.bfl.ai` or `https://api.us.bfl.ai` pin inference to one region. */ - readonly baseURL?: string - readonly headers?: Record - readonly http?: HttpOptions.Input -} - -const auth = (options: ProviderAuthOption<"optional">) => { - if ("auth" in options && options.auth) return options.auth - return Auth.optional("apiKey" in options ? options.apiKey : undefined, "apiKey") - .orElse(Auth.config("BFL_API_KEY")) - .pipe(Auth.header("x-key")) -} - -export const configure = (input: Config = {}) => { - const media = MediaRoute.deployment(input, auth(input)) - const image = (modelID: string | ModelID) => BlackForestLabsImages.model({ ...media, id: modelID }) - return { - id, - image, - configure, - } -} - -export const provider = configure() -export const image = provider.image diff --git a/packages/ai/src/providers/cerebras.ts b/packages/ai/src/providers/cerebras.ts index 5eceba9970ea..85ca4d2214ea 100644 --- a/packages/ai/src/providers/cerebras.ts +++ b/packages/ai/src/providers/cerebras.ts @@ -9,7 +9,7 @@ import type { OpenAIProviderOptionsInput } from "./openai-options.js" export const id = ProviderID.make("cerebras") const baseURL = "https://api.cerebras.ai/v1" -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: OpenAIProviderOptionsInput @@ -32,7 +32,7 @@ export const route = Route.make({ export const routes = [route] -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const configured = route.with({ ...defaults, @@ -56,9 +56,9 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/cloudflare-ai-gateway.ts b/packages/ai/src/providers/cloudflare-ai-gateway.ts index dd7a6700656f..cc4fc000ab5a 100644 --- a/packages/ai/src/providers/cloudflare-ai-gateway.ts +++ b/packages/ai/src/providers/cloudflare-ai-gateway.ts @@ -27,7 +27,7 @@ type GatewayOptions = { readonly collectLog?: boolean } -export type LanguageModelOptions = GatewayURL & +export type Config = GatewayURL & GatewayOptions & Omit & ProviderAuthOption<"optional"> & { @@ -94,12 +94,12 @@ export const route = OpenAIChat.route.with({ export const routes = [responsesRoute, messagesRoute, route] -const credential = (input: LanguageModelOptions) => +const credential = (input: Config) => Auth.optional(input.gatewayApiKey ?? ("apiKey" in input ? input.apiKey : undefined), "apiKey") .orElse(Auth.config(authEnvVars[0])) .orElse(Auth.config(authEnvVars[1])) -const headers = (input: LanguageModelOptions) => ({ +const headers = (input: Config) => ({ ...(input.metadata === undefined ? {} : { "cf-aig-metadata": encodeJson(input.metadata) }), ...(input.cacheTtl === undefined ? {} : { "cf-aig-cache-ttl": String(input.cacheTtl) }), ...(input.cacheKey === undefined ? {} : { "cf-aig-cache-key": input.cacheKey }), @@ -108,7 +108,7 @@ const headers = (input: LanguageModelOptions) => ({ ...input.headers, }) -export const configure = (input: LanguageModelOptions) => { +export const configure = (input: Config) => { const custom = "auth" in input && input.auth ? input.auth : undefined const rest = { endpoint: { baseURL: baseURL(input) }, @@ -162,7 +162,7 @@ export const configure = (input: LanguageModelOptions) => { export const provider = { id, configure } -export const model: ProviderPackage.Definition["model"] = (modelID, settings) => +export const model: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).model(modelID) export const decisionModel = (modelID: string, settings: Settings) => { const input = config(settings) diff --git a/packages/ai/src/providers/cloudflare-workers-ai.ts b/packages/ai/src/providers/cloudflare-workers-ai.ts index 10664e38eac1..aa9b173afcc8 100644 --- a/packages/ai/src/providers/cloudflare-workers-ai.ts +++ b/packages/ai/src/providers/cloudflare-workers-ai.ts @@ -18,7 +18,7 @@ type WorkersAIURL = AtLeastOne<{ readonly baseURL: string }> -export type LanguageModelOptions = WorkersAIURL & +export type Config = WorkersAIURL & Omit & ProviderAuthOption<"optional"> & { readonly providerOptions?: OpenAIProviderOptionsInput @@ -64,7 +64,7 @@ export const route = Route.make({ export const routes = [route] -export const configure = (input: LanguageModelOptions) => { +export const configure = (input: Config) => { const { accountId: _accountId, apiKey: _apiKey, auth: _auth, baseURL: _baseURL, ...defaults } = input const auth = AuthOptions.bearer(input, authEnvVars) const configured = route.with({ ...defaults, endpoint: { baseURL: baseURL(input) }, auth }) @@ -95,7 +95,7 @@ export const configure = (input: LanguageModelOptions) => { export const provider = { id, configure } -export const model: ProviderPackage.Definition["model"] = (modelID, settings) => +export const model: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).model(modelID) export const imageModel = (modelID: string, settings: Settings) => { const input = config(settings) diff --git a/packages/ai/src/providers/cohere.ts b/packages/ai/src/providers/cohere.ts index 114b766bf3eb..ebc8c6a968af 100644 --- a/packages/ai/src/providers/cohere.ts +++ b/packages/ai/src/providers/cohere.ts @@ -10,7 +10,7 @@ export const id = ProviderID.make("cohere") const COMPATIBILITY_BASE_URL = "https://api.cohere.ai/compatibility/v1" export type ChatOptionsInput = { readonly reasoningEffort?: OpenString<"none" | "high"> } export type ProviderOptions = CohereChat.ProviderOptionsInput & ChatOptionsInput -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: ProviderOptions @@ -29,7 +29,7 @@ export const chatRoute = Route.make({ }) export const routes = [route, chatRoute] -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL, ...defaults } = input const auth = AuthOptions.bearer(input, "COHERE_API_KEY") const native = route.with({ ...defaults, auth, endpoint: { baseURL: baseURL ?? CohereChat.DEFAULT_BASE_URL } }) @@ -50,9 +50,9 @@ export const configure = (input: LanguageModelOptions = {}) => { } } export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/cohere/chat.ts b/packages/ai/src/providers/cohere/chat.ts index 5bcc7224d57c..aaaf950cce24 100644 --- a/packages/ai/src/providers/cohere/chat.ts +++ b/packages/ai/src/providers/cohere/chat.ts @@ -3,9 +3,9 @@ import { Cohere } from "../cohere.js" export type Settings = Cohere.Settings -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => Cohere.configure({ apiKey, diff --git a/packages/ai/src/providers/deepinfra.ts b/packages/ai/src/providers/deepinfra.ts index 583c72e5f119..32328b825a55 100644 --- a/packages/ai/src/providers/deepinfra.ts +++ b/packages/ai/src/providers/deepinfra.ts @@ -9,7 +9,7 @@ import type { OpenAIProviderOptionsInput } from "./openai-options.js" export const id = ProviderID.make("deepinfra") const baseURL = "https://api.deepinfra.com/v1/openai" -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: OpenAIProviderOptionsInput @@ -32,7 +32,7 @@ export const route = Route.make({ export const routes = [route] -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const root = endpoint?.replace(/\/+$/, "") const configured = route.with({ @@ -59,9 +59,9 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/deepseek.ts b/packages/ai/src/providers/deepseek.ts index 2f0448dcebdf..dd62eb9ebe5f 100644 --- a/packages/ai/src/providers/deepseek.ts +++ b/packages/ai/src/providers/deepseek.ts @@ -9,7 +9,7 @@ import type { OpenAIProviderOptionsInput } from "./openai-options.js" export const id = ProviderID.make("deepseek") const baseURL = "https://api.deepseek.com/v1" -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: OpenAIProviderOptionsInput @@ -32,7 +32,7 @@ export const route = Route.make({ export const routes = [route] -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const configured = route.with({ ...defaults, @@ -52,9 +52,9 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/digitalocean.ts b/packages/ai/src/providers/digitalocean.ts index 61468cf84df6..5905a28bb0ac 100644 --- a/packages/ai/src/providers/digitalocean.ts +++ b/packages/ai/src/providers/digitalocean.ts @@ -1,6 +1,7 @@ import type { ProviderPackage } from "../provider-package.js" import { OpenAIChat } from "../protocols/openai-chat.js" import { OpenAIImages } from "../protocols/openai-images.js" +import { OpenResponses } from "../protocols/open-responses.js" import { SystemOne } from "../protocols/system-one.js" import { cacheControl } from "../protocols/utils/cache.js" import { AuthOptions, type ProviderAuthOption } from "../route/auth-options.js" @@ -10,17 +11,19 @@ import { MediaRoute } from "../route/media.js" import { Protocol } from "../route/protocol.js" import { ProviderID, type ModelID, type ProviderOptions } from "../schema/index.js" import type { OpenAIProviderOptionsInput } from "./openai-options.js" +import type { OpenResponsesProviderOptionsInput } from "./open-responses-options.js" export const id = ProviderID.make("digitalocean") const baseURL = "https://inference.do-ai.run/v1" -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string - readonly providerOptions?: OpenAIProviderOptionsInput + readonly providerOptions?: OpenAIProviderOptionsInput | OpenResponsesProviderOptionsInput } -export type Settings = ProviderPackage.Settings & OpenAIProviderOptionsInput & { readonly apiKey?: string } +export type Settings = ProviderPackage.Settings & + Options & { readonly apiKey?: string } export const protocol = Protocol.make({ id: "digitalocean-chat", @@ -40,16 +43,24 @@ export const route = Route.make({ framing: OpenAIChat.framing, }) -export const routes = [route] +const responsesRoute = Route.make({ + id: "digitalocean-responses", + provider: id, + providerMetadataKey: "digitalocean", + protocol: OpenResponses.protocol, + endpoint: Endpoint.path("/responses", { baseURL }), + transport: OpenResponses.httpTransport, + defaults: { providerOptions: { store: false, include: ["reasoning.encrypted_content"] } }, +}) + +export const routes = [route, responsesRoute] -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const auth = AuthOptions.bearer(input, ["DIGITALOCEAN_ACCESS_TOKEN", "DIGITALOCEAN_API_KEY", "DO_INFERENCE_API_KEY"]) - const configured = route.with({ - ...defaults, - endpoint: { baseURL: endpoint ?? baseURL }, - auth, - }) + const options = { ...defaults, endpoint: { baseURL: endpoint ?? baseURL }, auth } + const configured = route.with(options) + const configuredResponses = responsesRoute.with(options) const decisionRoute = SystemOne.route.with({ provider: id, providerMetadataKey: "digitalocean", @@ -73,6 +84,8 @@ export const configure = (input: LanguageModelOptions = {}) => { supportsPromptCacheKey: true, }, }), + responses: (modelID: string | ModelID) => + configuredResponses.model({ id: modelID }), image, decision, configure, @@ -82,19 +95,24 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() export const decision = provider.decision export const image = provider.image +export const responses = provider.responses -export const model: ProviderPackage.Definition["model"] = (modelID, settings) => +export const model: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).model(modelID) -export const imageModel = (modelID: string, settings: Settings) => { +export const responsesModel: ProviderPackage.Model< + Settings, + OpenResponsesProviderOptionsInput +> = (modelID, settings) => configure(config(settings)).responses(modelID) +export const imageModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).image(modelID, input.providerOptions) } -export const decisionModel = (modelID: string, settings: Settings) => { +export const decisionModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).decision(modelID, input.providerOptions) } -function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings) { +function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}) { return { apiKey, baseURL, diff --git a/packages/ai/src/providers/digitalocean/responses.ts b/packages/ai/src/providers/digitalocean/responses.ts new file mode 100644 index 000000000000..16900e8e5cef --- /dev/null +++ b/packages/ai/src/providers/digitalocean/responses.ts @@ -0,0 +1,4 @@ +import type { OpenResponsesProviderOptionsInput } from "../open-responses-options.js" +import type { DigitalOcean } from "../digitalocean.js" +export { responsesModel as model } from "../digitalocean.js" +export type Settings = DigitalOcean.Settings diff --git a/packages/ai/src/providers/fal.ts b/packages/ai/src/providers/fal.ts deleted file mode 100644 index a94452b3b85f..000000000000 --- a/packages/ai/src/providers/fal.ts +++ /dev/null @@ -1,39 +0,0 @@ -import { Auth } from "../route/auth.js" -import type { ProviderAuthOption } from "../route/auth-options.js" -import { MediaRoute } from "../route/media.js" -import { type HttpOptions, ProviderID, type ModelID } from "../schema/index.js" -import { FalImages } from "../protocols/fal-images.js" -import { FalVideo } from "../protocols/fal-video.js" - -export type { FalImageOptions } from "../protocols/fal-images.js" -export type { FalVideoOptions } from "../protocols/fal-video.js" - -export const id = ProviderID.make("fal") - -export type Config = ProviderAuthOption<"optional"> & { - readonly baseURL?: string - readonly headers?: Record - readonly http?: HttpOptions.Input -} - -// fal authenticates with `Authorization: Key ` rather than a bearer token. -const auth = (options: ProviderAuthOption<"optional">) => { - if ("auth" in options && options.auth) return options.auth - return Auth.optional("apiKey" in options ? options.apiKey : undefined, "apiKey") - .orElse(Auth.config("FAL_KEY")) - .pipe(Auth.scheme("Key")) -} - -export const configure = (input: Config = {}) => { - const media = MediaRoute.deployment(input, auth(input)) - return { - id, - image: (modelID: string | ModelID) => FalImages.model({ ...media, id: modelID }), - video: (modelID: string | ModelID) => FalVideo.model({ ...media, id: modelID }), - configure, - } -} - -export const provider = configure() -export const image = provider.image -export const video = provider.video diff --git a/packages/ai/src/providers/fireworks.ts b/packages/ai/src/providers/fireworks.ts index df1d741a2d89..1cc6ce81cbdd 100644 --- a/packages/ai/src/providers/fireworks.ts +++ b/packages/ai/src/providers/fireworks.ts @@ -9,7 +9,7 @@ import type { OpenAIProviderOptionsInput } from "./openai-options.js" export const id = ProviderID.make("fireworks") const baseURL = "https://api.fireworks.ai/inference/v1" -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: OpenAIProviderOptionsInput @@ -32,7 +32,7 @@ export const route = Route.make({ export const routes = [route] -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const configured = route.with({ ...defaults, @@ -49,9 +49,9 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/google-vertex-chat.ts b/packages/ai/src/providers/google-vertex-chat.ts index d9126732752e..b47a26b57ae8 100644 --- a/packages/ai/src/providers/google-vertex-chat.ts +++ b/packages/ai/src/providers/google-vertex-chat.ts @@ -74,9 +74,9 @@ export const provider = { configure, } -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }, + { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }: Settings = {}, ) => { if (apiKey !== undefined) throw new ProviderConfigurationError({ provider: id, message: "Google Vertex Chat does not support API keys" }) diff --git a/packages/ai/src/providers/google-vertex-interactions.ts b/packages/ai/src/providers/google-vertex-interactions.ts index 08f8fcb6d3e0..39e1b0040f1b 100644 --- a/packages/ai/src/providers/google-vertex-interactions.ts +++ b/packages/ai/src/providers/google-vertex-interactions.ts @@ -84,9 +84,9 @@ export const provider = { configure, } -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }, + { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }: Settings = {}, ) => { if (apiKey !== undefined && accessToken !== undefined) throw new ProviderConfigurationError({ diff --git a/packages/ai/src/providers/google-vertex-messages.ts b/packages/ai/src/providers/google-vertex-messages.ts index 56a0106fe86a..c5dbb22ece9b 100644 --- a/packages/ai/src/providers/google-vertex-messages.ts +++ b/packages/ai/src/providers/google-vertex-messages.ts @@ -104,9 +104,9 @@ export const provider = { configure, } -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }, + { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }: Settings = {}, ) => { if (apiKey !== undefined) throw new ProviderConfigurationError({ provider: id, message: "Google Vertex Messages does not support API keys" }) diff --git a/packages/ai/src/providers/google-vertex-mistral.ts b/packages/ai/src/providers/google-vertex-mistral.ts index 7bca01e54e49..e5db172b4d3c 100644 --- a/packages/ai/src/providers/google-vertex-mistral.ts +++ b/packages/ai/src/providers/google-vertex-mistral.ts @@ -90,9 +90,9 @@ export const provider = { configure, } -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }, + { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }: Settings = {}, ) => { if (apiKey !== undefined) throw new ProviderConfigurationError({ provider: id, message: "Google Vertex Mistral does not support API keys" }) diff --git a/packages/ai/src/providers/google-vertex-responses.ts b/packages/ai/src/providers/google-vertex-responses.ts index fcac5e15a4fb..f943054604fc 100644 --- a/packages/ai/src/providers/google-vertex-responses.ts +++ b/packages/ai/src/providers/google-vertex-responses.ts @@ -75,9 +75,9 @@ export const provider = { configure, } -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }, + { accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }: Settings = {}, ) => { if (apiKey !== undefined) throw new ProviderConfigurationError({ provider: id, message: "Google Vertex Responses does not support API keys" }) diff --git a/packages/ai/src/providers/google-vertex.ts b/packages/ai/src/providers/google-vertex.ts index 0d36ce9265dd..ffff60709986 100644 --- a/packages/ai/src/providers/google-vertex.ts +++ b/packages/ai/src/providers/google-vertex.ts @@ -136,14 +136,14 @@ export const provider = { id, configure, } -export const model: ProviderPackage.Definition["model"] = (modelID, settings) => +export const model: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).model(modelID) -export const imageModel = (modelID: string, settings: Settings) => { +export const imageModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).image(modelID, input.providerOptions) } -function config({ accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }: Settings) { +function config({ accessToken, apiKey, baseURL, body, headers, location, project, ...providerOptions }: Settings = {}) { if (apiKey !== undefined && accessToken !== undefined) throw new ProviderConfigurationError({ provider: id, diff --git a/packages/ai/src/providers/google.ts b/packages/ai/src/providers/google.ts index 63d2b94deb1e..84ef23e32584 100644 --- a/packages/ai/src/providers/google.ts +++ b/packages/ai/src/providers/google.ts @@ -70,14 +70,14 @@ export const configure = (input: Config = {}) => { } export const provider = configure() -export const model: ProviderPackage.Definition["model"] = (modelID, settings) => +export const model: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).model(modelID) -export const imageModel = (modelID: string, settings: Settings) => { +export const imageModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).image(modelID, input.providerOptions) } -function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings) { +function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}) { return { apiKey, baseURL, diff --git a/packages/ai/src/providers/google/interactions.ts b/packages/ai/src/providers/google/interactions.ts index 679ffa4752c3..313431256ee2 100644 --- a/packages/ai/src/providers/google/interactions.ts +++ b/packages/ai/src/providers/google/interactions.ts @@ -8,9 +8,9 @@ export type Settings = ProviderPackage.Settings & readonly baseURL?: string } -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/groq.ts b/packages/ai/src/providers/groq.ts index e9048262b744..5b0584808d9f 100644 --- a/packages/ai/src/providers/groq.ts +++ b/packages/ai/src/providers/groq.ts @@ -20,7 +20,7 @@ export type ProviderOptions = Pick & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: ProviderOptions @@ -71,7 +71,7 @@ export const route = Route.make({ framing: OpenAIChat.framing, }) -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const configured = route.with({ ...defaults, @@ -96,9 +96,9 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/index.ts b/packages/ai/src/providers/index.ts index 794abd089169..b944c9373ad3 100644 --- a/packages/ai/src/providers/index.ts +++ b/packages/ai/src/providers/index.ts @@ -6,7 +6,6 @@ export * as AmazonBedrockMantle from "./amazon-bedrock-mantle.js" export * as AssemblyAI from "./assemblyai.js" export * as Azure from "./azure.js" export * as Baseten from "./baseten.js" -export * as BlackForestLabs from "./black-forest-labs.js" export * as Cartesia from "./cartesia.js" export * as Cerebras from "./cerebras.js" export * as Cohere from "./cohere.js" @@ -17,7 +16,6 @@ export * as Deepgram from "./deepgram.js" export * as DeepSeek from "./deepseek.js" export * as DigitalOcean from "./digitalocean.js" export * as ElevenLabs from "./elevenlabs.js" -export * as Fal from "./fal.js" export * as Fireworks from "./fireworks.js" export * as Google from "./google.js" export * as GoogleVertex from "./google-vertex.js" @@ -36,9 +34,7 @@ export * as OpenAICompatible from "./openai-compatible.js" export * as OpenAICompatibleResponses from "./openai-compatible-responses.js" export * as OpenCode from "./opencode.js" export * as OpenRouter from "./openrouter.js" -export * as Replicate from "./replicate.js" export * as Runway from "./runway.js" -export * as Stability from "./stability.js" export * as TogetherAI from "./togetherai.js" export * as TypeSafeAI from "./typesafe-ai.js" export * as VercelAIGateway from "./vercel-ai-gateway.js" diff --git a/packages/ai/src/providers/meta.ts b/packages/ai/src/providers/meta.ts index 8186c7c73ad8..eecbb8125479 100644 --- a/packages/ai/src/providers/meta.ts +++ b/packages/ai/src/providers/meta.ts @@ -74,7 +74,7 @@ export const imageGeneration = (options: ImageGenerationOptions = {}) => }, }) -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: ProviderOptionsInput @@ -118,7 +118,7 @@ const messagesRoute = Route.make({ export const routes = [responsesRoute, chatRoute, messagesRoute] -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const options = { ...defaults, @@ -151,20 +151,18 @@ export const chat = provider.chat export const messages = provider.messages export const image = provider.image -export const model: ProviderPackage.Definition["model"] = ( - modelID, - settings, -) => fromSettings(settings).responses(modelID) +export const model: ProviderPackage.Model = (modelID, settings) => + fromSettings(settings).responses(modelID) -export const chatModel: ProviderPackage.Definition["model"] = ( - modelID, - settings, -) => fromSettings(settings).chat(modelID) +export const chatModel: ProviderPackage.Model = (modelID, settings) => + fromSettings(settings).chat(modelID) -export const messagesModel: ProviderPackage.Definition["model"] = (modelID, settings) => +export const messagesModel: ProviderPackage.Model = (modelID, settings) => fromSettings(settings).messages(modelID) -function fromSettings({ apiKey, baseURL, body, headers, ...providerOptions }: Settings) { +export const imageModel = (modelID: string, settings?: Settings) => fromSettings(settings).image(modelID) + +function fromSettings({ apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}) { return configure({ apiKey, baseURL, diff --git a/packages/ai/src/providers/meta/images.ts b/packages/ai/src/providers/meta/images.ts new file mode 100644 index 000000000000..1c33f162e2a6 --- /dev/null +++ b/packages/ai/src/providers/meta/images.ts @@ -0,0 +1,2 @@ +export { imageModel as model } from "../meta.js" +export type { Settings } from "../meta.js" diff --git a/packages/ai/src/providers/minimax.ts b/packages/ai/src/providers/minimax.ts index 1a5594bc238d..18c69016199c 100644 --- a/packages/ai/src/providers/minimax.ts +++ b/packages/ai/src/providers/minimax.ts @@ -1,6 +1,7 @@ import { Effect, Schema } from "effect" import type { ProviderPackage } from "../provider-package.js" import { AnthropicMessages } from "../protocols/anthropic-messages.js" +import { MiniMaxImages, type MiniMaxImageOptions } from "../protocols/minimax-images.js" import { OpenAIChat } from "../protocols/openai-chat.js" import { OpenResponses } from "../protocols/open-responses.js" import { ProviderShared } from "../protocols/shared.js" @@ -8,8 +9,9 @@ import { AuthOptions, type ProviderAuthOption } from "../route/auth-options.js" import { Route, type RouteDefaultsInput } from "../route/client.js" import { Endpoint } from "../route/endpoint.js" import { Framing } from "../route/framing.js" +import { MediaRoute } from "../route/media.js" import { Protocol } from "../route/protocol.js" -import { ProviderID, type LLMRequest, type ModelID } from "../schema/index.js" +import { ProviderID, type LLMRequest, type ModelID, type ProviderOptions } from "../schema/index.js" export const id = ProviderID.make("minimax") @@ -46,6 +48,8 @@ export type Settings = ProviderPackage.Settings readonly baseURL?: string } +export type { MiniMaxImageOptions } + const ChatOptions = Schema.Struct({ thinking: Schema.optional(Schema.Struct({ type: Schema.String })), reasoningSplit: Schema.optional(Schema.Boolean), @@ -106,10 +110,11 @@ export const routes = [messagesRoute, chatRoute, responsesRoute] export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL, ...rest } = input + const auth = AuthOptions.bearer(input, "MINIMAX_API_KEY") const defaults = { ...rest, endpoint: baseURL === undefined ? undefined : { baseURL }, - auth: AuthOptions.bearer(input, "MINIMAX_API_KEY"), + auth, } const messages = (modelID: string | ModelID) => messagesRoute.with(defaults).model({ id: modelID }) @@ -120,25 +125,34 @@ export const configure = (input: Config = {}) => { }) const responses = (modelID: string | ModelID) => responsesRoute.with(defaults).model({ id: modelID }) - return { id, model: messages, messages, chat, responses, configure } + const media = MediaRoute.deployment(input, auth) + const image = (modelID: string | ModelID, providerOptions?: ProviderOptions) => + MiniMaxImages.model({ ...media, id: modelID, providerOptions }) + return { id, model: messages, messages, chat, responses, image, configure } } export const provider = configure() -export const model: ProviderPackage.Definition, MessagesOptionsInput>["model"] = ( - modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, -) => - configure({ +export const model: ProviderPackage.Model, MessagesOptionsInput> = (modelID, settings) => + configure(config(settings)).model(modelID) +export const imageModel = (modelID: string, settings?: Settings) => { + const input = config(settings) + return configure(input).image(modelID, input.providerOptions) +} + +export const messages = provider.messages +export const chat = provider.chat +export const responses = provider.responses +export const image = provider.image + +function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings<{}> = {}) { + return { apiKey, baseURL, headers, http: body === undefined ? undefined : { body }, providerOptions, - }).model(modelID) - -export const messages = provider.messages -export const chat = provider.chat -export const responses = provider.responses + } +} export * as MiniMax from "./minimax.js" diff --git a/packages/ai/src/providers/minimax/chat.ts b/packages/ai/src/providers/minimax/chat.ts index 49ad52e1e4f0..2dea92192a4d 100644 --- a/packages/ai/src/providers/minimax/chat.ts +++ b/packages/ai/src/providers/minimax/chat.ts @@ -3,9 +3,9 @@ import { MiniMax } from "../minimax.js" export type Settings = MiniMax.Settings -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => MiniMax.configure({ apiKey, diff --git a/packages/ai/src/providers/minimax/images.ts b/packages/ai/src/providers/minimax/images.ts new file mode 100644 index 000000000000..784753d1c09c --- /dev/null +++ b/packages/ai/src/providers/minimax/images.ts @@ -0,0 +1,4 @@ +import type { MiniMax } from "../minimax.js" + +export { imageModel as model } from "../minimax.js" +export type Settings = MiniMax.Settings diff --git a/packages/ai/src/providers/minimax/responses.ts b/packages/ai/src/providers/minimax/responses.ts index 855e6b0971cd..d64975d0f630 100644 --- a/packages/ai/src/providers/minimax/responses.ts +++ b/packages/ai/src/providers/minimax/responses.ts @@ -3,9 +3,9 @@ import { MiniMax } from "../minimax.js" export type Settings = MiniMax.Settings -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => MiniMax.configure({ apiKey, diff --git a/packages/ai/src/providers/mistral.ts b/packages/ai/src/providers/mistral.ts index f080aded3625..efe22cfb7670 100644 --- a/packages/ai/src/providers/mistral.ts +++ b/packages/ai/src/providers/mistral.ts @@ -8,7 +8,7 @@ export const id = ProviderID.make("mistral") export type ProviderOptions = MistralChat.ProviderOptionsInput -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: ProviderOptions @@ -23,7 +23,7 @@ export type Settings = ProviderPackage.Settings & export const route = MistralChat.route export const routes = [route] -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL, ...defaults } = input const configured = route.with({ ...defaults, @@ -39,9 +39,9 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/moonshot.ts b/packages/ai/src/providers/moonshot.ts index cffa99ebfbec..c408afe828c3 100644 --- a/packages/ai/src/providers/moonshot.ts +++ b/packages/ai/src/providers/moonshot.ts @@ -133,9 +133,9 @@ export const chat = provider.chat export const messages = provider.messages export const responses = provider.responses -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/moonshot/messages.ts b/packages/ai/src/providers/moonshot/messages.ts index 61cce0428fd5..3976fd9fcefd 100644 --- a/packages/ai/src/providers/moonshot/messages.ts +++ b/packages/ai/src/providers/moonshot/messages.ts @@ -3,9 +3,9 @@ import { Moonshot } from "../moonshot.js" export type Settings = Moonshot.Settings -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => Moonshot.configure({ apiKey, diff --git a/packages/ai/src/providers/moonshot/responses.ts b/packages/ai/src/providers/moonshot/responses.ts index cb784f597199..546c17b5413b 100644 --- a/packages/ai/src/providers/moonshot/responses.ts +++ b/packages/ai/src/providers/moonshot/responses.ts @@ -3,9 +3,9 @@ import { Moonshot } from "../moonshot.js" export type Settings = Moonshot.Settings -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => Moonshot.configure({ apiKey, diff --git a/packages/ai/src/providers/openai-compatible-responses.ts b/packages/ai/src/providers/openai-compatible-responses.ts index fc7216cda44c..1b0e318ef139 100644 --- a/packages/ai/src/providers/openai-compatible-responses.ts +++ b/packages/ai/src/providers/openai-compatible-responses.ts @@ -46,7 +46,7 @@ export const provider = { configure, } -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, { apiKey, baseURL, body, headers, provider, ...providerOptions }, ) => diff --git a/packages/ai/src/providers/openai-compatible.ts b/packages/ai/src/providers/openai-compatible.ts index c3db022c044b..7b604a58fe78 100644 --- a/packages/ai/src/providers/openai-compatible.ts +++ b/packages/ai/src/providers/openai-compatible.ts @@ -1,4 +1,4 @@ -import { ProviderID, type ModelID, type ProviderOptions } from "../schema/index.js" +import { mergeProviderOptions, ProviderID, type ModelID, type ProviderOptions } from "../schema/index.js" import { OpenAICompatibleChat } from "../protocols/openai-compatible-chat.js" import { OpenAIImages } from "../protocols/openai-images.js" import { MediaRoute } from "../route/media.js" @@ -9,7 +9,7 @@ import type { OpenAIProviderOptionsInput } from "./openai-options.js" export const id = ProviderID.make("openai-compatible") -type GenericModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly provider?: string readonly baseURL: string @@ -25,7 +25,7 @@ export type Settings = ProviderPackage.Settings & export const routes = [OpenAICompatibleChat.route] -export const configure = (input: GenericModelOptions) => { +export const configure = (input: Config) => { const provider = input.provider ?? "openai-compatible" const { provider: _, baseURL, apiKey: _apiKey, auth: _auth, ...rest } = input const auth = AuthOptions.bearer(input, []) @@ -39,8 +39,18 @@ export const configure = (input: GenericModelOptions) => { return { id: ProviderID.make(provider), model: (modelID: string | ModelID) => route.model({ id: modelID }), + // Many compatible hosts default to hosted URLs. GPT Image models always return bytes and reject the field; a + // proxy serving one under another name can drop the default with `response_format: null`. image: (modelID: string | ModelID, providerOptions?: ProviderOptions) => - OpenAIImages.model({ ...media, id: modelID, provider, providerOptions }), + OpenAIImages.model({ + ...media, + id: modelID, + provider, + providerOptions: mergeProviderOptions( + /gpt-image|chatgpt-image/.test(modelID) ? undefined : { response_format: "b64_json" }, + providerOptions, + ), + }), configure, } } @@ -50,7 +60,7 @@ export const provider = { configure, } -export const model: ProviderPackage.Definition["model"] = (modelID, settings) => +export const model: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).model(modelID) export const imageModel = (modelID: string, settings: Settings) => { const input = config(settings) diff --git a/packages/ai/src/providers/openai.ts b/packages/ai/src/providers/openai.ts index 6298a0072767..b08747b3f8ba 100644 --- a/packages/ai/src/providers/openai.ts +++ b/packages/ai/src/providers/openai.ts @@ -116,8 +116,10 @@ export const configure = (input: Config = {}) => { input.queryParams === undefined ? undefined : new HttpOptions({ query: input.queryParams }), ), } + // The ChatGPT backend (ChatGPT sign-in) rejects multipart image edits with "Unsupported content type". + const imageInput = media.baseURL?.startsWith("https://chatgpt.com/") ? "json-edits" : undefined const image = (modelID: string | ModelID, providerOptions?: ProviderOptions) => - OpenAIImages.model({ ...media, id: modelID, providerOptions }) + OpenAIImages.model({ ...media, id: modelID, providerOptions, imageInput }) const speech = (modelID: string | ModelID) => OpenAISpeech.model({ ...media, id: modelID }) const transcription = (modelID: string | ModelID) => OpenAITranscription.model({ ...media, id: modelID }) const decisionRoute = OpenAIDecisions.route.with({ @@ -153,7 +155,7 @@ const config = ({ project, queryParams, ...providerOptions -}: Settings): Config => { +}: Settings = {}): Config => { const headers = { ...(organization === undefined ? {} : { "OpenAI-Organization": organization }), ...(project === undefined ? {} : { "OpenAI-Project": project }), @@ -169,23 +171,21 @@ const config = ({ } } -export const model: ProviderPackage.Definition< +export const model: ProviderPackage.Model< Settings, OpenAIProviderOptionsInput, typeof OpenAIResponses.route.compact ->["model"] = (modelID, settings) => { +> = (modelID, settings) => { return configure(config(settings)).responses(modelID) } -export const chatModel: ProviderPackage.Definition["model"] = ( - modelID, - settings, -) => configure(config(settings)).chat(modelID) -export const imageModel = (modelID: string, settings: Settings) => { +export const chatModel: ProviderPackage.Model = (modelID, settings) => + configure(config(settings)).chat(modelID) +export const imageModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).image(modelID, input.providerOptions) } -export const decisionModel = (modelID: string, settings: Settings) => { +export const decisionModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).decision(modelID, input.providerOptions) } diff --git a/packages/ai/src/providers/opencode.ts b/packages/ai/src/providers/opencode.ts index 29a4ca36e776..4523e1ba047e 100644 --- a/packages/ai/src/providers/opencode.ts +++ b/packages/ai/src/providers/opencode.ts @@ -6,7 +6,7 @@ import { SystemOne } from "../protocols/system-one.js" export const id = ProviderID.make("opencode") const baseURL = "https://opencode.ai/inference/systemone/v1" -export type Options = ProviderAuthOption<"optional"> & { +export type Config = ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly headers?: Record readonly http?: HttpOptions.Input @@ -14,7 +14,7 @@ export type Options = ProviderAuthOption<"optional"> & { export type Settings = ProviderPackage.Settings & { readonly apiKey?: string } -export const configure = (input: Options = {}) => { +export const configure = (input: Config = {}) => { const route = SystemOne.route.with({ provider: id, providerMetadataKey: "opencode", @@ -32,7 +32,7 @@ export const configure = (input: Options = {}) => { export const provider = configure() export const decision = provider.decision -export const decisionModel = (modelID: string, { apiKey, baseURL, body, headers, ...providerOptions }: Settings) => +export const decisionModel = (modelID: string, { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}) => configure({ apiKey, baseURL, headers, http: body === undefined ? undefined : { body } }).decision( modelID, providerOptions, diff --git a/packages/ai/src/providers/openrouter.ts b/packages/ai/src/providers/openrouter.ts index e4a83be41f90..09c042a98e8b 100644 --- a/packages/ai/src/providers/openrouter.ts +++ b/packages/ai/src/providers/openrouter.ts @@ -6,11 +6,13 @@ import { AuthOptions, type ProviderAuthOption } from "../route/auth-options.js" import { ProviderID, type ModelID, type OpenString, type ProviderOptions } from "../schema/index.js" import type { ProviderPackage } from "../provider-package.js" import { SystemOne } from "../protocols/system-one.js" -import { OpenAIImages } from "../protocols/openai-images.js" +import { OpenAIImages, type OpenAIImageSizing } from "../protocols/openai-images.js" import { MediaRoute } from "../route/media.js" import { OpenAIChat } from "../protocols/openai-chat.js" +import { OpenResponses } from "../protocols/open-responses.js" import { cacheControl } from "../protocols/utils/cache.js" import { isRecord, JsonObject, lenient, ProviderShared } from "../protocols/shared.js" +import type { OpenResponsesProviderOptionsInput } from "./open-responses-options.js" export const id = ProviderID.make("openrouter") const baseURL = "https://openrouter.ai/api/v1" @@ -80,14 +82,14 @@ export interface OpenRouterDecisionOptions { readonly user?: string } -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string - readonly providerOptions?: OpenRouterProviderOptionsInput + readonly providerOptions?: OpenRouterProviderOptionsInput | OpenResponsesProviderOptionsInput } -export type Settings = ProviderPackage.Settings & - OpenRouterProviderOptionsInput & { +export type Settings = ProviderPackage.Settings & + Options & { readonly apiKey?: string readonly baseURL?: string } @@ -174,6 +176,21 @@ const bodyOptions = (body: OpenAIChat.OpenAIChatBody, input: unknown, maxTokens: } } +const IMAGE_RESOLUTIONS = new Set(["512", "768", "1K", "1.5K", "2K", "4K"]) + +// A pixel `size` renders at the upstream's own tier (Gemini 2K comes back as 4K) and FLUX 3 rejects it, so sizing goes +// out as an aspect ratio and a resolution tier. Values OpenRouter doesn't list are left out. +const imageSizing: OpenAIImageSizing = (request) => { + const resolution = request.resolution + ?.toUpperCase() + .replace(/^0\.5K$/, "512") + .replace(/^0\.75K$/, "768") + return { + aspect_ratio: request.aspect, + resolution: resolution !== undefined && IMAGE_RESOLUTIONS.has(resolution) ? resolution : undefined, + } +} + export const route = Route.make({ id: ADAPTER, provider: id, @@ -183,20 +200,24 @@ export const route = Route.make({ framing: OpenAIChat.framing, }) -export const routes = [route] +const responsesRoute = Route.make({ + id: "openrouter-responses", + provider: id, + providerMetadataKey: "openrouter", + protocol: OpenResponses.protocol, + endpoint: Endpoint.path("/responses", { baseURL }), + transport: OpenResponses.httpTransport, + defaults: { providerOptions: { store: false, include: ["reasoning.encrypted_content"] } }, +}) -const configuredRoute = (input: LanguageModelOptions) => { - const { apiKey: _, auth: _auth, baseURL: endpoint, ...rest } = input - return route.with({ - ...rest, - endpoint: { baseURL: endpoint ?? baseURL }, - auth: AuthOptions.bearer(input, "OPENROUTER_API_KEY"), - }) -} +export const routes = [route, responsesRoute] -export const configure = (input: LanguageModelOptions = {}) => { - const route = configuredRoute(input) +export const configure = (input: Config = {}) => { + const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const auth = AuthOptions.bearer(input, "OPENROUTER_API_KEY") + const options = { ...defaults, endpoint: { baseURL: endpoint ?? baseURL }, auth } + const chatRoute = route.with(options) + const configuredResponses = responsesRoute.with(options) const decisionRoute = SystemOne.route.with({ provider: id, providerMetadataKey: "openrouter", @@ -207,7 +228,14 @@ export const configure = (input: LanguageModelOptions = {}) => { }) const media = MediaRoute.deployment({ ...input, baseURL: input.baseURL ?? baseURL }, auth) const image = (modelID: string | ModelID, providerOptions?: ProviderOptions) => - OpenAIImages.model({ ...media, id: modelID, provider: id, providerOptions }) + OpenAIImages.model({ + ...media, + id: modelID, + provider: id, + providerOptions, + sizing: imageSizing, + imageInput: "references", + }) const decision = (modelID: string | ModelID, providerOptions?: ProviderOptions) => decisionRoute.model({ id: modelID, @@ -217,7 +245,9 @@ export const configure = (input: LanguageModelOptions = {}) => { return { id, model: (modelID: string | ModelID) => - route.model({ id: modelID, compatibility: { supportsPromptCacheKey: true } }), + chatRoute.model({ id: modelID, compatibility: { supportsPromptCacheKey: true } }), + responses: (modelID: string | ModelID) => + configuredResponses.model({ id: modelID }), image, decision, configure, @@ -227,20 +257,23 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() export const decision = provider.decision export const image = provider.image -export const model: ProviderPackage.Definition["model"] = ( - modelID, - settings, -) => configure(config(settings)).model(modelID) -export const imageModel = (modelID: string, settings: Settings) => { +export const responses = provider.responses +export const model: ProviderPackage.Model = (modelID, settings) => + configure(config(settings)).model(modelID) +export const responsesModel: ProviderPackage.Model< + Settings, + OpenResponsesProviderOptionsInput +> = (modelID, settings) => configure(config(settings)).responses(modelID) +export const imageModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).image(modelID, input.providerOptions) } -export const decisionModel = (modelID: string, settings: Settings) => { +export const decisionModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).decision(modelID, input.providerOptions) } -function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings) { +function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}) { return { apiKey, baseURL, @@ -249,3 +282,5 @@ function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings providerOptions, } } + +export * as OpenRouter from "./openrouter.js" diff --git a/packages/ai/src/providers/openrouter/responses.ts b/packages/ai/src/providers/openrouter/responses.ts new file mode 100644 index 000000000000..34a9c7f2e13b --- /dev/null +++ b/packages/ai/src/providers/openrouter/responses.ts @@ -0,0 +1,4 @@ +import type { OpenResponsesProviderOptionsInput } from "../open-responses-options.js" +import type { OpenRouter } from "../openrouter.js" +export { responsesModel as model } from "../openrouter.js" +export type Settings = OpenRouter.Settings diff --git a/packages/ai/src/providers/replicate.ts b/packages/ai/src/providers/replicate.ts deleted file mode 100644 index e65f1c28f411..000000000000 --- a/packages/ai/src/providers/replicate.ts +++ /dev/null @@ -1,30 +0,0 @@ -import { AuthOptions, type ProviderAuthOption } from "../route/auth-options.js" -import { MediaRoute } from "../route/media.js" -import { type HttpOptions, ProviderID, type ModelID } from "../schema/index.js" -import { ReplicateImages } from "../protocols/replicate-images.js" - -export type { ReplicateImageOptions } from "../protocols/replicate-images.js" - -export const id = ProviderID.make("replicate") - -export type Config = ProviderAuthOption<"optional"> & { - readonly baseURL?: string - /** `{ Prefer: "wait=60" }` holds the submission open until the prediction finishes (up to 60 seconds). */ - readonly headers?: Record - readonly http?: HttpOptions.Input -} - -const auth = (options: ProviderAuthOption<"optional">) => AuthOptions.bearer(options, "REPLICATE_API_TOKEN") - -export const configure = (input: Config = {}) => { - const media = MediaRoute.deployment(input, auth(input)) - const image = (modelID: string | ModelID) => ReplicateImages.model({ ...media, id: modelID }) - return { - id, - image, - configure, - } -} - -export const provider = configure() -export const image = provider.image diff --git a/packages/ai/src/providers/stability.ts b/packages/ai/src/providers/stability.ts deleted file mode 100644 index 120cea8ae2fd..000000000000 --- a/packages/ai/src/providers/stability.ts +++ /dev/null @@ -1,30 +0,0 @@ -import { AuthOptions, type ProviderAuthOption } from "../route/auth-options.js" -import { MediaRoute } from "../route/media.js" -import { type HttpOptions, ProviderID, type ModelID } from "../schema/index.js" -import { StabilityImages } from "../protocols/stability-images.js" - -export type { StabilityImageOptions, StabilityUpscaleOptions } from "../protocols/stability-images.js" - -export const id = ProviderID.make("stability") - -export type Config = ProviderAuthOption<"optional"> & { - readonly baseURL?: string - readonly headers?: Record - readonly http?: HttpOptions.Input -} - -const auth = (options: ProviderAuthOption<"optional">) => AuthOptions.bearer(options, "STABILITY_API_KEY") - -export const configure = (input: Config = {}) => { - const media = MediaRoute.deployment(input, auth(input)) - return { - id, - image: (modelID: string | ModelID) => StabilityImages.model({ ...media, id: modelID }), - upscale: () => StabilityImages.upscaleModel(media), - configure, - } -} - -export const provider = configure() -export const image = provider.image -export const upscale = provider.upscale diff --git a/packages/ai/src/providers/togetherai.ts b/packages/ai/src/providers/togetherai.ts index bd35b72f5783..8e7de7e94a5d 100644 --- a/packages/ai/src/providers/togetherai.ts +++ b/packages/ai/src/providers/togetherai.ts @@ -9,7 +9,7 @@ import type { OpenAIProviderOptionsInput } from "./openai-options.js" export const id = ProviderID.make("togetherai") const baseURL = "https://api.together.xyz/v1" -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: OpenAIProviderOptionsInput @@ -32,7 +32,7 @@ export const route = Route.make({ export const routes = [route] -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const configured = route.with({ ...defaults, @@ -52,9 +52,9 @@ export const configure = (input: LanguageModelOptions = {}) => { export const provider = configure() -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/typesafe-ai.ts b/packages/ai/src/providers/typesafe-ai.ts index e5b9476881e7..a32f5a434dfa 100644 --- a/packages/ai/src/providers/typesafe-ai.ts +++ b/packages/ai/src/providers/typesafe-ai.ts @@ -7,7 +7,7 @@ import { typesafeEvaluation } from "./typesafe-evaluation.js" export const id = ProviderID.make("typesafe-ai") const baseURL = "https://api.typesafe.ai/v1" -export type Options = ProviderAuthOption<"optional"> & { +export type Config = ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly headers?: Record readonly http?: HttpOptions.Input @@ -15,7 +15,7 @@ export type Options = ProviderAuthOption<"optional"> & { export type Settings = ProviderPackage.Settings & { readonly apiKey?: string } -export const configure = (input: Options = {}) => { +export const configure = (input: Config = {}) => { const route = SystemOne.route.with({ provider: id, providerMetadataKey: "typesafe", @@ -42,7 +42,7 @@ export const configure = (input: Options = {}) => { export const provider = configure() export const decision = provider.decision -export const decisionModel = (modelID: string, { apiKey, baseURL, body, headers, ...providerOptions }: Settings) => +export const decisionModel = (modelID: string, { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}) => configure({ apiKey, baseURL, headers, http: body === undefined ? undefined : { body } }).decision( modelID, providerOptions, diff --git a/packages/ai/src/providers/venice.ts b/packages/ai/src/providers/venice.ts index e4a3510603cd..ecce69894b6d 100644 --- a/packages/ai/src/providers/venice.ts +++ b/packages/ai/src/providers/venice.ts @@ -1,10 +1,12 @@ import type { ProviderPackage } from "../provider-package.js" import { VeniceChat } from "../protocols/venice-chat.js" import { OpenAIChat } from "../protocols/openai-chat.js" +import { OpenResponses } from "../protocols/open-responses.js" import { AuthOptions, type ProviderAuthOption } from "../route/auth-options.js" import { Route, type RouteDefaultsInput } from "../route/client.js" import { Endpoint } from "../route/endpoint.js" import { ProviderID, type ModelID } from "../schema/index.js" +import type { OpenResponsesProviderOptionsInput } from "./open-responses-options.js" export const id = ProviderID.make("venice") export type ChatOptionsInput = VeniceChat.OptionsInput @@ -12,51 +14,76 @@ export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly queryParams?: Readonly> - readonly providerOptions?: ChatOptionsInput + readonly providerOptions?: ChatOptionsInput | OpenResponsesProviderOptionsInput } -export type Settings = ProviderPackage.Settings & - ChatOptionsInput & { +export type Settings = ProviderPackage.Settings & + Options & { readonly apiKey?: string readonly baseURL?: string readonly queryParams?: Readonly> } +const baseURL = "https://api.venice.ai/api/v1" + const route = Route.make({ id: "venice-chat", provider: id, providerMetadataKey: "venice", protocol: VeniceChat.protocol, - endpoint: Endpoint.path("/chat/completions", { baseURL: "https://api.venice.ai/api/v1" }), + endpoint: Endpoint.path("/chat/completions", { baseURL }), framing: OpenAIChat.framing, }) -export const routes = [route] +const responsesRoute = Route.make({ + id: "venice-responses", + provider: id, + providerMetadataKey: "venice", + protocol: OpenResponses.protocol, + endpoint: Endpoint.path("/responses", { baseURL }), + transport: OpenResponses.httpTransport, + defaults: { providerOptions: { store: false, include: ["reasoning.encrypted_content"] } }, +}) +export const routes = [route, responsesRoute] export const configure = (input: Config = {}) => { - const { apiKey: _apiKey, auth: _auth, baseURL, queryParams, ...rest } = input + const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, queryParams, ...rest } = input + const options = { + ...rest, + endpoint: { baseURL: endpoint ?? baseURL, query: queryParams }, + auth: AuthOptions.bearer(input, "VENICE_API_KEY"), + } const chat = (modelID: string | ModelID) => - route - .with({ - ...rest, - endpoint: { baseURL: baseURL ?? route.endpoint.baseURL, query: queryParams }, - auth: AuthOptions.bearer(input, "VENICE_API_KEY"), - }) - .model({ id: modelID, compatibility: VeniceChat.compatibility }) - return { id, model: chat, chat, configure } + route.with(options).model({ id: modelID, compatibility: VeniceChat.compatibility }) + const responses = (modelID: string | ModelID) => + responsesRoute.with(options).model({ id: modelID }) + return { id, model: chat, chat, responses, configure } } export const provider = configure() export const chat = provider.chat -export const model: ProviderPackage.Definition["model"] = ( - modelID, - { apiKey, baseURL, queryParams, body, headers, ...providerOptions }, -) => - configure({ +export const responses = provider.responses +export const model: ProviderPackage.Model = (modelID, settings) => + configure(config(settings)).model(modelID) +export const responsesModel: ProviderPackage.Model< + Settings, + OpenResponsesProviderOptionsInput +> = (modelID, settings) => configure(config(settings)).responses(modelID) + +function config({ + apiKey, + baseURL, + queryParams, + body, + headers, + ...providerOptions +}: Settings = {}) { + return { apiKey, baseURL, queryParams, headers, http: body === undefined ? undefined : { body }, providerOptions, - }).model(modelID) + } +} export * as Venice from "./venice.js" diff --git a/packages/ai/src/providers/venice/responses.ts b/packages/ai/src/providers/venice/responses.ts new file mode 100644 index 000000000000..ea598885b79d --- /dev/null +++ b/packages/ai/src/providers/venice/responses.ts @@ -0,0 +1,4 @@ +import type { OpenResponsesProviderOptionsInput } from "../open-responses-options.js" +import type { Venice } from "../venice.js" +export { responsesModel as model } from "../venice.js" +export type Settings = Venice.Settings diff --git a/packages/ai/src/providers/vercel-ai-gateway.ts b/packages/ai/src/providers/vercel-ai-gateway.ts index f461f5caaf3a..d87a1fd51187 100644 --- a/packages/ai/src/providers/vercel-ai-gateway.ts +++ b/packages/ai/src/providers/vercel-ai-gateway.ts @@ -3,7 +3,8 @@ import { AnthropicMessages } from "../protocols/anthropic-messages.js" import { OpenAIChat } from "../protocols/openai-chat.js" import { OpenResponses } from "../protocols/open-responses.js" import { OpenAIDecisions } from "../protocols/openai-decisions.js" -import { OpenAIImages } from "../protocols/openai-images.js" +import { OpenAIImages, type OpenAIImageSizing } from "../protocols/openai-images.js" +import { XAIImages } from "../protocols/xai-images.js" import { ProviderShared } from "../protocols/shared.js" import { gatewayProtocol } from "../protocols/utils/gateway-protocol.js" import type { ProviderPackage } from "../provider-package.js" @@ -98,7 +99,7 @@ export type ProviderOptionsInput = OpenResponsesProviderOptionsInput & readonly cacheAnchorItems?: number } -export type Options = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: ProviderOptionsInput @@ -211,7 +212,15 @@ const chatRoute = route({ export const routes = [messagesRoute, responsesRoute, chatRoute] -export const configure = (input: Options = {}) => { +// The Gateway passes `size` through to most image models, but Grok ignores it and renders 1024x1024; it only reads +// sizing from `providerOptions.xai`. +const imageSizing: OpenAIImageSizing = (request) => { + if (!/^(spacexai|xai)\//.test(request.model.id)) return OpenAIImages.pixelSize(request) + if (request.aspect === undefined && request.resolution === undefined) return undefined + return { providerOptions: { xai: { aspect_ratio: request.aspect, resolution: XAIImages.resolution(request) } } } +} + +export const configure = (input: Config = {}) => { const { apiKey: _apiKey, auth: _auth, baseURL: endpoint, ...defaults } = input const configured = { ...defaults, @@ -238,7 +247,7 @@ export const configure = (input: Options = {}) => { } const media = MediaRoute.deployment({ ...input, baseURL: configured.endpoint.baseURL }, configured.auth) const image = (modelID: string | ModelID, providerOptions?: ProviderOptions) => - OpenAIImages.model({ ...media, id: modelID, provider: id, providerOptions }) + OpenAIImages.model({ ...media, id: modelID, provider: id, providerOptions, sizing: imageSizing }) const decisionRoute = OpenAIDecisions.route.with({ provider: id, endpoint: { baseURL: configured.endpoint.baseURL }, @@ -258,26 +267,24 @@ export const responses = provider.responses export const chat = provider.chat export const image = provider.image -export const model: ProviderPackage.Definition["model"] = (modelID, settings) => +export const model: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).model(modelID) -export const messagesModel: ProviderPackage.Definition["model"] = (modelID, settings) => +export const messagesModel: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).messages(modelID) -export const responsesModel: ProviderPackage.Definition["model"] = ( - modelID, - settings, -) => configure(config(settings)).responses(modelID) -export const chatModel: ProviderPackage.Definition["model"] = (modelID, settings) => +export const responsesModel: ProviderPackage.Model = (modelID, settings) => + configure(config(settings)).responses(modelID) +export const chatModel: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).chat(modelID) -export const imageModel = (modelID: string, settings: Settings) => { +export const imageModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).image(modelID, input.providerOptions) } -export const decisionModel = (modelID: string, settings: Settings) => { +export const decisionModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).decision(modelID, input.providerOptions) } -function config({ apiKey, baseURL, headers, body, ...providerOptions }: Settings) { +function config({ apiKey, baseURL, headers, body, ...providerOptions }: Settings = {}) { return { apiKey, baseURL, diff --git a/packages/ai/src/providers/xai.ts b/packages/ai/src/providers/xai.ts index d8559e026922..879b83916241 100644 --- a/packages/ai/src/providers/xai.ts +++ b/packages/ai/src/providers/xai.ts @@ -17,7 +17,7 @@ const baseURL = "https://api.x.ai/v1" export type XAIProviderOptionsInput = OpenAIOptionsInput & XAIResponses.OptionsInput & { readonly contextManagement?: never } -export type LanguageModelOptions = Omit & +export type Config = Omit & ProviderAuthOption<"optional"> & { readonly baseURL?: string readonly providerOptions?: XAIProviderOptionsInput @@ -68,7 +68,7 @@ export const routes = [responsesRoute, chatRoute] const auth = (options: ProviderAuthOption<"optional">) => AuthOptions.bearer(options, "XAI_API_KEY") -const configuredResponsesRoute = (input: LanguageModelOptions) => { +const configuredResponsesRoute = (input: Config) => { const { apiKey: _, auth: _auth, baseURL: endpoint, ...rest } = input return responsesRoute.with({ ...rest, @@ -77,7 +77,7 @@ const configuredResponsesRoute = (input: LanguageModelOptions) => { }) } -const configuredChatRoute = (input: LanguageModelOptions) => { +const configuredChatRoute = (input: Config) => { const { apiKey: _, auth: _auth, baseURL: endpoint, ...rest } = input return chatRoute.with({ ...rest, @@ -86,7 +86,7 @@ const configuredChatRoute = (input: LanguageModelOptions) => { }) } -export const configure = (input: LanguageModelOptions = {}) => { +export const configure = (input: Config = {}) => { const responsesRoute = configuredResponsesRoute(input) const chatRoute = configuredChatRoute(input) const responses = (modelID: string | ModelID) => responsesRoute.model({ id: modelID }) @@ -105,17 +105,16 @@ export const configure = (input: LanguageModelOptions = {}) => { } export const provider = configure() -export const model: ProviderPackage.Definition< - Settings, - XAIProviderOptionsInput, - typeof responsesRoute.compact ->["model"] = (modelID, settings) => configure(config(settings)).model(modelID) -export const imageModel = (modelID: string, settings: Settings) => { +export const model: ProviderPackage.Model = ( + modelID, + settings, +) => configure(config(settings)).model(modelID) +export const imageModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).image(modelID, input.providerOptions) } -function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings) { +function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}) { return { apiKey, baseURL, diff --git a/packages/ai/src/providers/zai-coding-plan.ts b/packages/ai/src/providers/zai-coding-plan.ts index c1888912e0ea..e5cc88c57c8a 100644 --- a/packages/ai/src/providers/zai-coding-plan.ts +++ b/packages/ai/src/providers/zai-coding-plan.ts @@ -80,9 +80,9 @@ export const chat = provider.chat export const messages = provider.messages export const responses = provider.responses -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => configure({ apiKey, diff --git a/packages/ai/src/providers/zai-coding-plan/messages.ts b/packages/ai/src/providers/zai-coding-plan/messages.ts index 290e8fb2ebf6..932d1086fd5a 100644 --- a/packages/ai/src/providers/zai-coding-plan/messages.ts +++ b/packages/ai/src/providers/zai-coding-plan/messages.ts @@ -3,9 +3,9 @@ import { ZAICodingPlan } from "../zai-coding-plan.js" export type Settings = ZAICodingPlan.Settings -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => ZAICodingPlan.configure({ apiKey, diff --git a/packages/ai/src/providers/zai-coding-plan/responses.ts b/packages/ai/src/providers/zai-coding-plan/responses.ts index 616584ca7a25..41d380f58d2d 100644 --- a/packages/ai/src/providers/zai-coding-plan/responses.ts +++ b/packages/ai/src/providers/zai-coding-plan/responses.ts @@ -3,9 +3,9 @@ import { ZAICodingPlan } from "../zai-coding-plan.js" export type Settings = ZAICodingPlan.Settings -export const model: ProviderPackage.Definition["model"] = ( +export const model: ProviderPackage.Model = ( modelID, - { apiKey, baseURL, body, headers, ...providerOptions }, + { apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}, ) => ZAICodingPlan.configure({ apiKey, diff --git a/packages/ai/src/providers/zai.ts b/packages/ai/src/providers/zai.ts index 1185f73bbede..f579a2988741 100644 --- a/packages/ai/src/providers/zai.ts +++ b/packages/ai/src/providers/zai.ts @@ -66,14 +66,14 @@ export const provider = configure() export const image = provider.image export const chat = provider.chat -export const model: ProviderPackage.Definition["model"] = (modelID, settings) => +export const model: ProviderPackage.Model = (modelID, settings) => configure(config(settings)).model(modelID) -export const imageModel = (modelID: string, settings: Settings) => { +export const imageModel = (modelID: string, settings?: Settings) => { const input = config(settings) return configure(input).image(modelID, input.providerOptions) } -function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings) { +function config({ apiKey, baseURL, body, headers, ...providerOptions }: Settings = {}) { return { apiKey, baseURL, diff --git a/packages/ai/src/route/auth.ts b/packages/ai/src/route/auth.ts index e3192903d207..324eb5407024 100644 --- a/packages/ai/src/route/auth.ts +++ b/packages/ai/src/route/auth.ts @@ -139,7 +139,7 @@ export function bearerHeader(name: string, source?: Secret | Credential) { return render(source) } -/** `Authorization: ` for providers whose scheme is not `Bearer`, such as fal's `Key`. */ +/** `Authorization: ` for providers whose scheme is not `Bearer`, such as Deepgram's `Token`. */ export function scheme(name: string): (source: Secret | Credential) => Definition export function scheme(name: string, source: Secret | Credential): Definition export function scheme(name: string, source?: Secret | Credential) { diff --git a/packages/ai/src/route/media-protocol.ts b/packages/ai/src/route/media-protocol.ts index 1aa55156cf42..ea73cdb79923 100644 --- a/packages/ai/src/route/media-protocol.ts +++ b/packages/ai/src/route/media-protocol.ts @@ -91,19 +91,17 @@ export interface Started { /** * A follow-up call's inputs: the decoded token and the auth headers the route sent, so a protocol can attach them - * to output URLs that require the same credentials to download (Veo). `materialize` downloads an output through the - * route's executor, for URLs that expire too soon to hand back (BFL). + * to output URLs that require the same credentials to download (Veo). */ export interface PollContext { readonly token: Token readonly auth: Record - readonly materialize: (asset: Media.Asset) => Effect.Effect } /** * Submit, then poll. `start` posts the body to the route endpoint; `status`, `result`, and `cancel` are follow-up * calls addressed by the token. Paths are relative to the route base URL unless the provider hands back absolute - * URLs (fal `status_url`), in which case they are used verbatim. `result` is always its own GET: providers that + * URLs, in which case they are used verbatim. `result` is always its own GET: providers that * return the output inside the status body (Veo, xAI, Runway) point `result.path` at the status path and decode the * same document, so `Generation.await` and `Video.resume(...).await()` behave identically everywhere. */ diff --git a/packages/ai/src/route/media.ts b/packages/ai/src/route/media.ts index 0cfaedfa9e96..96bb36b1aea3 100644 --- a/packages/ai/src/route/media.ts +++ b/packages/ai/src/route/media.ts @@ -2,11 +2,10 @@ import { Duration, Effect, Schedule, Schema, Stream } from "effect" import { Headers, HttpClientRequest, type HttpClientResponse } from "effect/http" import { Auth, type AuthInput } from "./auth.js" import { Endpoint } from "./endpoint.js" -import { RequestExecutorService, type Interface } from "./executor-service.js" +import type { Interface } from "./executor-service.js" import { RequestExecutor } from "./executor.js" import { MediaProtocol } from "./media-protocol.js" import { Generation, isTerminal } from "../generation.js" -import type { Media } from "../media.js" import { isRetryable } from "../provider-error.js" import { AIError, @@ -189,8 +188,6 @@ export const queued = ( const encodeToken = Schema.encodeSync(protocol.token) const generationRoute = (token: Token, http: HttpOptions | undefined, execute: Execute) => { - const materialize = (asset: Media.Asset) => - asset.materialize().pipe(Effect.provideService(RequestExecutorService, { execute })) // Only the GET exchange retries: a decoded terminal failure (`output.ended`) can be a `ProviderInternal` too, and // re-reading it would spin until the caller's deadline. const poll = (operation: { @@ -202,7 +199,7 @@ export const queued = ( }) => transport.call("GET", operation.path(token), http, execute).pipe( Effect.retry({ schedule: READ_RETRY, while: isRetryable }), - Effect.flatMap((sent) => operation.decode(sent.response, { token, auth: sent.auth, materialize })), + Effect.flatMap((sent) => operation.decode(sent.response, { token, auth: sent.auth })), ) const status = poll(protocol.status) const cancel = protocol.cancel @@ -393,7 +390,7 @@ const makeTransport = ( }), /** Bodiless follow-up call (status, result, cancel) with the same auth and headers as `submit`. */ call: (method: AuthInput["method"], path: string, http: HttpOptions | undefined, execute: Execute) => { - // Provider-issued absolute URLs (fal `status_url`) are used as-is; everything else resolves against the base. + // Provider-issued absolute URLs are used as-is; everything else resolves against the base. const url = withQuery(/^https?:\/\//.test(path) ? new URL(path) : baseURL(path), http?.query) for (const [key, value] of Object.entries(input.endpoint.query ?? {})) url.searchParams.set(key, value) return send({ method, url, headers: Headers.fromInput(http?.headers), request: { http } }, execute) diff --git a/packages/ai/src/schema/messages.ts b/packages/ai/src/schema/messages.ts index 6fb5cc60e555..677f91b8d8f3 100644 --- a/packages/ai/src/schema/messages.ts +++ b/packages/ai/src/schema/messages.ts @@ -288,11 +288,23 @@ export namespace Message { make({ role: "tool", content: ["type" in result ? result : ToolResultPart.make(result)] }) } +/** + * Raw-text wire encoding for a tool with exactly one required string parameter. Models that accept the format + * write that parameter's value directly instead of JSON arguments; calls still decode to the normal object input. + */ +export const Freeform = Schema.Union([ + Schema.Struct({ type: Schema.Literal("text") }), + Schema.Struct({ type: Schema.Literal("regex"), pattern: Schema.String }), + Schema.Struct({ type: Schema.Literal("lark"), grammar: Schema.String }), +]).annotate({ identifier: "LLM.Freeform" }) +export type Freeform = Schema.Schema.Type + const toolDefinitionFields = { name: Schema.String, description: Schema.String, inputSchema: JsonSchema, outputSchema: Schema.optional(JsonSchema), + freeform: Schema.optional(Freeform), cache: Schema.optional(CacheHint), metadata: Schema.optional(Schema.Record(Schema.String, Schema.Unknown)), native: Schema.optional(Schema.Record(Schema.String, Schema.Unknown)), @@ -314,6 +326,15 @@ export namespace ToolDefinition { /** Normalize tool definition input into the canonical `ToolDefinition` class. */ export const make = (input: Input) => (input instanceof ToolDefinition ? input : new ToolDefinition(input)) + + /** The parameter a freeform call fills: the input schema's only property, when it is a required string. */ + export const freeformField = (schema: JsonSchema) => { + const properties = Object.entries(Schema.is(JsonSchema)(schema.properties) ? schema.properties : {}) + if (properties.length !== 1) return undefined + const [name, property] = properties[0] + if (!Schema.is(JsonSchema)(property) || property.type !== "string") return undefined + return Array.isArray(schema.required) && schema.required.includes(name) ? name : undefined + } } export type ToolNamespace = { diff --git a/packages/ai/src/testing.ts b/packages/ai/src/testing.ts index f7807d7b8f82..ffa6d6d8ac18 100644 --- a/packages/ai/src/testing.ts +++ b/packages/ai/src/testing.ts @@ -1,5 +1,10 @@ export * as TestLLM from "./testing.js" export { compileRequest } from "./route/client.js" +export { TestDecision } from "./testing/decision.js" +export { TestImage } from "./testing/image.js" +export { TestSpeech } from "./testing/speech.js" +export { TestTranscription } from "./testing/transcription.js" +export { TestVideo } from "./testing/video.js" import { LLMClient, @@ -19,7 +24,8 @@ import { type ProviderMetadata, type UsageInput, } from "./schema/index.js" -import { Context, Deferred, Effect, Latch, Layer, Queue, Scope, Stream } from "effect" +import { Context, Effect, Layer, Stream } from "effect" +import { TestScript } from "./testing/script.js" export type Response = | readonly LLMEvent[] @@ -27,32 +33,17 @@ export type Response = | CompactionResponse | CompactionCheckpointResponse -export type Gate = Readonly<{ started: Effect.Effect; release: Effect.Effect }> +export type Gate = TestScript.Gate type ClientInterface = Context.Service.Shape export type Responder = (request: LLMRequest) => Response -export interface TestInterface extends ClientInterface { - /** Returns a snapshot of requests observed at execution time. */ - readonly requests: () => Effect.Effect - readonly push: (...responses: readonly Response[]) => Effect.Effect - /** Replaces the fallback without changing queued responses. */ - readonly always: (response: Response) => Effect.Effect - /** Answers requests after the one-shot queue is exhausted; receives the original request. */ - readonly serve: (responder: Responder) => Effect.Effect - /** Waits for request arrivals, not output or completion. */ - readonly wait: (count: number) => Effect.Effect - readonly gate: () => Effect.Effect -} +export interface TestInterface extends ClientInterface, TestScript.Controls {} export class Test extends Context.Service()("@opencode/ai/TestLLM/Test") {} -export interface LayerOptions { - readonly transformRequest?: (request: LLMRequest) => LLMRequest - /** Used after the one-shot response queue is exhausted. Omit to defect on unexpected requests. */ - readonly fallback?: Response -} +export type LayerOptions = TestScript.Options export const complete = ( options: { @@ -101,35 +92,10 @@ export const hangAfter = (...events: readonly LLMEvent[]) => Stream.concat(Strea const make = (options: LayerOptions) => Effect.sync(() => { - const requests: LLMRequest[] = [] - const responses: Response[] = [] - let started = Deferred.makeUnsafe() - let fallback: Response | Responder | undefined = options.fallback - let activeGate: { readonly started: Queue.Queue; readonly release: Latch.Latch } | undefined - const wait = (count: number): Effect.Effect => - Effect.suspend(() => - requests.length >= count ? Effect.void : Deferred.await(started).pipe(Effect.andThen(wait(count))), - ) - - const take = (request: LLMRequest) => - Effect.suspend(() => { - const count = requests.push(options.transformRequest?.(request) ?? request) - const waiting = started - started = Deferred.makeUnsafe() - const gate = activeGate - try { - const response = responses.shift() ?? (typeof fallback === "function" ? fallback(request) : fallback) - if (!response) return Effect.die(new Error(`TestLLM has no response for request ${count}`)) - if (!gate) return Effect.succeed(response) - return Queue.offer(gate.started, undefined).pipe(Effect.andThen(gate.release.await), Effect.as(response)) - } finally { - // Waiters can resume synchronously; assign the reply and gate before notifying them. - Deferred.doneUnsafe(waiting, Effect.void) - } - }) + const script = TestScript.make("TestLLM", options) const stream: ClientInterface["stream"] = (request) => Stream.unwrap( - take(request).pipe( + script.take(request).pipe( Effect.map((response) => { if (response instanceof CompactionResponse || response instanceof CompactionCheckpointResponse) return Stream.die("TestLLM generation requires an event response") @@ -149,7 +115,7 @@ const make = (options: LayerOptions) => request: LLMRequest, options?: EndpointCompactOptions | TriggerCompactOptions, ): Effect.Effect { - return take(request).pipe( + return script.take(request).pipe( Effect.flatMap((response): Effect.Effect => { if (options?.mechanism === "trigger") return response instanceof CompactionCheckpointResponse @@ -162,6 +128,7 @@ const make = (options: LayerOptions) => ) } return Test.of({ + ...script.controls, compact, stream, generate: (request) => @@ -173,36 +140,6 @@ const make = (options: LayerOptions) => return Effect.die("TestLLM response ended without a terminal finish event") }), ), - requests: () => Effect.sync(() => [...requests]), - push: (...input) => - Effect.sync(() => { - responses.push(...input) - }), - always: (response) => - Effect.sync(() => { - fallback = response - }), - serve: (responder) => - Effect.sync(() => { - fallback = responder - }), - wait, - gate: () => - Effect.gen(function* () { - const gate = { - started: yield* Effect.acquireRelease(Queue.unbounded(), Queue.shutdown), - release: yield* Latch.make(), - } - activeGate = gate - const release = Effect.sync(() => { - if (activeGate === gate) activeGate = undefined - }).pipe(Effect.andThen(gate.release.open), Effect.asVoid) - yield* Effect.addFinalizer(() => release) - return { - started: Queue.take(gate.started), - release, - } - }), }) }) diff --git a/packages/ai/src/testing/decision.ts b/packages/ai/src/testing/decision.ts new file mode 100644 index 000000000000..b44681b6db66 --- /dev/null +++ b/packages/ai/src/testing/decision.ts @@ -0,0 +1,38 @@ +import { Context, Effect, Layer } from "effect" +import { DecisionClient, type Interface } from "../decision-client.js" +import type { DecisionRequestFor, DecisionResponse, DecisionResponseFor } from "../decision.js" +import { AIError } from "../schema/index.js" +import { TestScript } from "./script.js" + +/** Returned as scripted, without checking its answers against the request's questions. */ +export type Response = DecisionResponse | AIError + +export interface TestInterface extends Interface, TestScript.Controls {} + +export class Test extends Context.Service()("@opencode/ai/TestDecision/Test") {} + +export type LayerOptions = TestScript.Options + +/** Provides one shared implementation under `DecisionClient.Service` and `TestDecision.Test`. */ +export const testLayer = (options: LayerOptions = {}) => + Layer.effectContext( + Effect.sync(() => { + const script = TestScript.make("TestDecision", options) + const client = Test.of({ + ...script.controls, + generate: (request) => + script + .take(request) + .pipe( + Effect.flatMap((response) => + response instanceof AIError + ? Effect.fail(response) + : Effect.succeed(response as DecisionResponseFor), + ), + ), + }) + return Context.make(DecisionClient.Service, client).pipe(Context.add(Test, client)) + }), + ) + +export * as TestDecision from "./decision.js" diff --git a/packages/ai/src/testing/image.ts b/packages/ai/src/testing/image.ts new file mode 100644 index 000000000000..c557df8988da --- /dev/null +++ b/packages/ai/src/testing/image.ts @@ -0,0 +1,23 @@ +import { Context } from "effect" +import { ImageClient } from "../image-client.js" +import type { ImageEvent, ImageRequestFor, ImageResponse } from "../image.js" +import { TestMedia } from "./media.js" +import type { TestScript } from "./script.js" + +export type Response = TestMedia.Response + +export interface TestInterface extends TestMedia.TestInterface {} + +export class Test extends Context.Service()("@opencode/ai/TestImage/Test") {} + +export type LayerOptions = TestScript.Options + +/** Provides one shared implementation under `ImageClient.Service` and `TestImage.Test`. */ +export const testLayer = (options: LayerOptions = {}) => + TestMedia.testLayer(ImageClient.Service, Test, { + name: "TestImage", + responseEvents: ImageClient.responseEvents, + options, + }) + +export * as TestImage from "./image.js" diff --git a/packages/ai/src/testing/media.ts b/packages/ai/src/testing/media.ts new file mode 100644 index 000000000000..5fadc319a717 --- /dev/null +++ b/packages/ai/src/testing/media.ts @@ -0,0 +1,60 @@ +import { Context, Effect, Layer, Stream } from "effect" +import { Generation } from "../generation.js" +import type { MediaClient } from "../media-client.js" +import { AIError } from "../schema/index.js" +import { TestScript } from "./script.js" + +/** A scripted reply: the response every operation returns, or the error it fails with. */ +export type Response = Value | AIError + +export interface TestInterface, Event, Value> + extends MediaClient.Interface, + TestScript.Controls> {} + +/** + * Builds one media test client. `stream` expands the response like an inline route, and `start` returns an already + * finished generation whose token `resume` accepts. + */ +export const testLayer = , Event, Value>( + service: Context.Service>, + test: Context.Service>, + input: { + readonly name: string + readonly responseEvents: (response: Value) => ReadonlyArray + readonly options: TestScript.Options> + }, +) => + Layer.effectContext( + Effect.sync(() => { + const script = TestScript.make(input.name, input.options) + const generations = new Map>() + const result = (response: Response) => + response instanceof AIError ? Effect.fail(response) : Effect.succeed(response) + const completed = (id: string, response: Response) => { + const snapshot = { id, status: response instanceof AIError ? "failed" : "completed" } as const + return new Generation({ status: Effect.succeed(snapshot), result: result(response) }, id, snapshot) + } + const generate = (request: Req) => script.take(request).pipe(Effect.flatMap(result)) + const client = test.of({ + ...script.controls, + generate, + stream: (request) => Stream.fromIterableEffect(Effect.map(generate(request), input.responseEvents)), + start: (request) => + script.take(request).pipe( + Effect.map((response) => { + const id = `${input.name}-${generations.size + 1}` + generations.set(id, response) + return completed(id, response) + }), + ), + resume: (_model, token) => { + const response = typeof token === "string" ? generations.get(token) : undefined + if (response === undefined) return Effect.die(new Error(`${input.name} has no generation ${String(token)}`)) + return Effect.succeed(completed(String(token), response)) + }, + }) + return Context.make(service, client).pipe(Context.add(test, client)) + }), + ) + +export * as TestMedia from "./media.js" diff --git a/packages/ai/src/testing/script.ts b/packages/ai/src/testing/script.ts new file mode 100644 index 000000000000..cea342beb8bb --- /dev/null +++ b/packages/ai/src/testing/script.ts @@ -0,0 +1,89 @@ +import { Deferred, Effect, Latch, Queue, Scope } from "effect" + +export type Gate = Readonly<{ started: Effect.Effect; release: Effect.Effect }> + +export interface Controls { + /** Returns a snapshot of requests observed at execution time. */ + readonly requests: () => Effect.Effect + readonly push: (...responses: readonly Response[]) => Effect.Effect + /** Replaces the fallback without changing queued responses. */ + readonly always: (response: Response) => Effect.Effect + /** Answers requests after the one-shot queue is exhausted; receives the original request. */ + readonly serve: (responder: (request: Request) => Response) => Effect.Effect + /** Waits for request arrivals, not output or completion. */ + readonly wait: (count: number) => Effect.Effect + readonly gate: () => Effect.Effect +} + +export interface Options { + readonly transformRequest?: (request: Request) => Request + /** Used after the one-shot response queue is exhausted. Omit to defect on unexpected requests. */ + readonly fallback?: Response +} + +/** The response queue, fallback, request log, and gates shared by every test client. */ +export const make = (name: string, options: Options) => { + const requests: Request[] = [] + const responses: Response[] = [] + let started = Deferred.makeUnsafe() + const initial = options.fallback + let fallback: ((request: Request) => Response) | undefined = initial === undefined ? undefined : () => initial + let activeGate: { readonly started: Queue.Queue; readonly release: Latch.Latch } | undefined + const wait = (count: number): Effect.Effect => + Effect.suspend(() => + requests.length >= count ? Effect.void : Deferred.await(started).pipe(Effect.andThen(wait(count))), + ) + + const take = (request: Request) => + Effect.suspend(() => { + const count = requests.push(options.transformRequest?.(request) ?? request) + const waiting = started + started = Deferred.makeUnsafe() + const gate = activeGate + try { + const response = responses.shift() ?? fallback?.(request) + if (!response) return Effect.die(new Error(`${name} has no response for request ${count}`)) + if (!gate) return Effect.succeed(response) + return Queue.offer(gate.started, undefined).pipe(Effect.andThen(gate.release.await), Effect.as(response)) + } finally { + // Waiters can resume synchronously; assign the reply and gate before notifying them. + Deferred.doneUnsafe(waiting, Effect.void) + } + }) + + const controls: Controls = { + requests: () => Effect.sync(() => [...requests]), + push: (...input) => + Effect.sync(() => { + responses.push(...input) + }), + always: (response) => + Effect.sync(() => { + fallback = () => response + }), + serve: (responder) => + Effect.sync(() => { + fallback = responder + }), + wait, + gate: () => + Effect.gen(function* () { + const gate = { + started: yield* Effect.acquireRelease(Queue.unbounded(), Queue.shutdown), + release: yield* Latch.make(), + } + activeGate = gate + const release = Effect.sync(() => { + if (activeGate === gate) activeGate = undefined + }).pipe(Effect.andThen(gate.release.open), Effect.asVoid) + yield* Effect.addFinalizer(() => release) + return { + started: Queue.take(gate.started), + release, + } + }), + } + return { take, controls } +} + +export * as TestScript from "./script.js" diff --git a/packages/ai/src/testing/speech.ts b/packages/ai/src/testing/speech.ts new file mode 100644 index 000000000000..0c8e6af8a77c --- /dev/null +++ b/packages/ai/src/testing/speech.ts @@ -0,0 +1,23 @@ +import { Context } from "effect" +import { SpeechClient } from "../speech-client.js" +import type { SpeechEvent, SpeechRequestFor, SpeechResponse } from "../speech.js" +import { TestMedia } from "./media.js" +import type { TestScript } from "./script.js" + +export type Response = TestMedia.Response + +export interface TestInterface extends TestMedia.TestInterface {} + +export class Test extends Context.Service()("@opencode/ai/TestSpeech/Test") {} + +export type LayerOptions = TestScript.Options + +/** Provides one shared implementation under `SpeechClient.Service` and `TestSpeech.Test`. */ +export const testLayer = (options: LayerOptions = {}) => + TestMedia.testLayer(SpeechClient.Service, Test, { + name: "TestSpeech", + responseEvents: SpeechClient.responseEvents, + options, + }) + +export * as TestSpeech from "./speech.js" diff --git a/packages/ai/src/testing/transcription.ts b/packages/ai/src/testing/transcription.ts new file mode 100644 index 000000000000..1f2cf3efd16b --- /dev/null +++ b/packages/ai/src/testing/transcription.ts @@ -0,0 +1,24 @@ +import { Context } from "effect" +import { TranscriptionClient } from "../transcription-client.js" +import type { TranscriptionEvent, TranscriptionRequestFor, TranscriptionResponse } from "../transcription.js" +import { TestMedia } from "./media.js" +import type { TestScript } from "./script.js" + +export type Response = TestMedia.Response + +export interface TestInterface + extends TestMedia.TestInterface {} + +export class Test extends Context.Service()("@opencode/ai/TestTranscription/Test") {} + +export type LayerOptions = TestScript.Options + +/** Provides one shared implementation under `TranscriptionClient.Service` and `TestTranscription.Test`. */ +export const testLayer = (options: LayerOptions = {}) => + TestMedia.testLayer(TranscriptionClient.Service, Test, { + name: "TestTranscription", + responseEvents: TranscriptionClient.responseEvents, + options, + }) + +export * as TestTranscription from "./transcription.js" diff --git a/packages/ai/src/testing/video.ts b/packages/ai/src/testing/video.ts new file mode 100644 index 000000000000..a6bd73fa1193 --- /dev/null +++ b/packages/ai/src/testing/video.ts @@ -0,0 +1,23 @@ +import { Context } from "effect" +import { VideoClient } from "../video-client.js" +import type { VideoEvent, VideoRequestFor, VideoResponse } from "../video.js" +import { TestMedia } from "./media.js" +import type { TestScript } from "./script.js" + +export type Response = TestMedia.Response + +export interface TestInterface extends TestMedia.TestInterface {} + +export class Test extends Context.Service()("@opencode/ai/TestVideo/Test") {} + +export type LayerOptions = TestScript.Options + +/** Provides one shared implementation under `VideoClient.Service` and `TestVideo.Test`. */ +export const testLayer = (options: LayerOptions = {}) => + TestMedia.testLayer(VideoClient.Service, Test, { + name: "TestVideo", + responseEvents: VideoClient.responseEvents, + options, + }) + +export * as TestVideo from "./video.js" diff --git a/packages/ai/src/tool.ts b/packages/ai/src/tool.ts index 46eab97d44ff..9fd9da30f25c 100644 --- a/packages/ai/src/tool.ts +++ b/packages/ai/src/tool.ts @@ -1,11 +1,12 @@ import { Effect, JsonSchema, Schema } from "effect" import { Tool } from "@opencode/schema/tool" import type { + Freeform, ToolCallPart, ToolDefinition as ToolDefinitionClass, ToolOutput as ToolOutputType, } from "./schema/index.js" -import { ToolDefinition, ToolFailure, ToolOutput } from "./schema/index.js" +import { ToolDefinition, ToolFailure, ToolOutput, type ToolDefinitionInput } from "./schema/index.js" import { isRecord } from "./utils/record.js" /** @@ -35,6 +36,23 @@ export type ToolToModelOutput, Success extend input: ToolModelOutputInput, Success["Encoded"]>, ) => ReadonlyArray +type FreeformField = { + [K in keyof T]-?: [Exclude] extends [never] + ? {} extends Pick + ? never + : T[K] extends string + ? K + : never + : never +}[keyof T] + +/** `Freeform` when the parameters are exactly one required string field, otherwise `undefined`. */ +export type FreeformOption> = [ + FreeformField>, +] extends [never] + ? undefined + : Freeform + /** * A type-safe LLM tool. Each tool bundles its own description, parameter * Schema and success Schema. The execute handler is optional: omit it when you @@ -87,6 +105,7 @@ type TypedToolConfig = { readonly description: string readonly parameters: ToolSchema readonly success: ToolSchema + readonly freeform?: Freeform readonly execute?: ToolExecute, ToolSchema> readonly toModelOutput?: ToolToModelOutput, ToolSchema> readonly toStructuredOutput?: (output: unknown) => unknown @@ -96,6 +115,7 @@ type DynamicToolConfig = { readonly description: string readonly jsonSchema: JsonSchema.JsonSchema readonly outputSchema?: JsonSchema.JsonSchema + readonly freeform?: Freeform readonly execute?: (params: unknown, context?: ToolExecuteContext) => Effect.Effect readonly toModelOutput?: (input: ToolModelOutputInput) => ReadonlyArray readonly toStructuredOutput?: (output: unknown) => unknown @@ -136,6 +156,7 @@ export function make, Success extends ToolSch readonly description: string readonly parameters: Parameters readonly success: Success + readonly freeform?: FreeformOption readonly execute: ToolExecute readonly toModelOutput?: ToolToModelOutput readonly toStructuredOutput?: (output: Success["Encoded"]) => unknown @@ -144,6 +165,7 @@ export function make, Success extends ToolSch readonly description: string readonly parameters: Parameters readonly success: Success + readonly freeform?: FreeformOption readonly execute?: undefined readonly toModelOutput?: ToolToModelOutput readonly toStructuredOutput?: (output: Success["Encoded"]) => unknown @@ -152,6 +174,7 @@ export function make(config: { readonly description: string readonly jsonSchema: JsonSchema.JsonSchema readonly outputSchema?: JsonSchema.JsonSchema + readonly freeform?: Freeform readonly execute: (params: unknown, context?: ToolExecuteContext) => Effect.Effect readonly toModelOutput?: (input: ToolModelOutputInput) => ReadonlyArray readonly toStructuredOutput?: (output: unknown) => unknown @@ -160,6 +183,7 @@ export function make(config: { readonly description: string readonly jsonSchema: JsonSchema.JsonSchema readonly outputSchema?: JsonSchema.JsonSchema + readonly freeform?: Freeform readonly execute?: undefined readonly toModelOutput?: (input: ToolModelOutputInput) => ReadonlyArray readonly toStructuredOutput?: (output: unknown) => unknown @@ -178,11 +202,12 @@ export function make(config: TypedToolConfig | DynamicToolConfig): AnyTool { _project: (parameters, id, output) => project(config.toModelOutput, config.toStructuredOutput, parameters, id, output), _legacyResult: config.toModelOutput === undefined && config.toStructuredOutput === undefined, - _definition: new ToolDefinition({ + _definition: definition({ name: "", description: config.description, inputSchema: config.jsonSchema, outputSchema: config.outputSchema, + freeform: config.freeform, }), } } @@ -198,11 +223,12 @@ export function make(config: TypedToolConfig | DynamicToolConfig): AnyTool { _project: (parameters, id, output) => project(config.toModelOutput, config.toStructuredOutput, parameters, id, output), _legacyResult: false, - _definition: new ToolDefinition({ + _definition: definition({ name: "", description: config.description, inputSchema: emptyInputJsonSchema(config.parameters) ?? toJsonSchema(config.parameters), outputSchema: toJsonSchema(config.success), + freeform: config.freeform, }), } } @@ -228,6 +254,7 @@ export const toDefinitions = (tools: Tools): ReadonlyArray description: item._definition.description, inputSchema: item._definition.inputSchema, outputSchema: item._definition.outputSchema, + freeform: item._definition.freeform, }), ) @@ -247,6 +274,12 @@ export const emptyInputJsonSchema = (schema: Schema.Top): JsonSchema.JsonSchema return { ...rest, type: "object", properties: {}, additionalProperties: false } } +const definition = (input: ToolDefinitionInput) => { + if (input.freeform !== undefined && ToolDefinition.freeformField(input.inputSchema) === undefined) + throw new Error("A freeform tool needs exactly one parameter, a required string") + return new ToolDefinition(input) +} + const annotationKeywords = new Set(["title", "description", "default", "examples", "readOnly", "writeOnly"]) const toJsonSchema = (schema: Schema.Top): JsonSchema.JsonSchema => { diff --git a/packages/ai/test/exports.test.ts b/packages/ai/test/exports.test.ts index 0605645b0770..dce07d590055 100644 --- a/packages/ai/test/exports.test.ts +++ b/packages/ai/test/exports.test.ts @@ -24,7 +24,6 @@ import { Alibaba, AssemblyAI, Baseten, - BlackForestLabs, Cartesia, CloudflareAIGateway, CloudflareWorkersAI, @@ -32,17 +31,15 @@ import { DeepSeek, DigitalOcean, ElevenLabs, - Fal, Fireworks, Google, Meta, + MiniMax, OpenCode, OpenAI, OpenAICompatible, OpenRouter, - Replicate, Runway, - Stability, TypeSafeAI, VercelAIGateway, XAI, @@ -163,22 +160,12 @@ describe("public exports", () => { expect(Google.provider.image).toBe(Google.image) expect(XAI.configure({ apiKey: "fixture" }).image("grok-imagine-image").route.id).toBe("xai-images") expect(XAI.provider.image).toBe(XAI.image) - expect(Fal.configure({ apiKey: "fixture" }).image("fal-ai/flux/dev").route.id).toBe("fal-images") - expect(Fal.provider.image).toBe(Fal.image) - expect(BlackForestLabs.configure({ apiKey: "fixture" }).image("flux-2-pro").route.id).toBe("bfl-images") - expect(BlackForestLabs.provider.image).toBe(BlackForestLabs.image) - expect(Replicate.configure({ apiKey: "fixture" }).image("black-forest-labs/flux-schnell").route.id).toBe( - "replicate-images", - ) - expect(Replicate.provider.image).toBe(Replicate.image) - expect(Stability.configure({ apiKey: "fixture" }).image("sd3.5-large").route.id).toBe("stability-images") - expect(Stability.provider.image).toBe(Stability.image) - expect(Stability.configure({ apiKey: "fixture" }).upscale().route.id).toBe("stability-upscale") - expect(Stability.provider.upscale).toBe(Stability.upscale) expect(Meta.configure({ apiKey: "fixture" }).image("muse-image").route.id).toBe("meta-images") expect(Meta.provider.image).toBe(Meta.image) expect(ZAI.configure({ apiKey: "fixture" }).image("glm-image").route.id).toBe("zai-images") expect(ZAI.provider.image).toBe(ZAI.image) + expect(MiniMax.configure({ apiKey: "fixture" }).image("image-01").route.id).toBe("minimax-images") + expect(MiniMax.provider.image).toBe(MiniMax.image) expect(Alibaba.configure({ region: "ap-southeast-1", apiKey: "fixture" }).image("qwen-image-2.0").route.id).toBe( "alibaba-images", ) @@ -193,8 +180,6 @@ describe("public exports", () => { expect(XAI.provider.video).toBe(XAI.video) expect(Google.configure({ apiKey: "fixture" }).video("veo-3.1-generate-preview").route.id).toBe("google-video") expect(Google.provider.video).toBe(Google.video) - expect(Fal.configure({ apiKey: "fixture" }).video("fal-ai/veo3.1").route.id).toBe("fal-video") - expect(Fal.provider.video).toBe(Fal.video) expect(Runway.configure({ apiKey: "fixture" }).video("gen4.5").route.id).toBe("runway-video") expect(Runway.provider.video).toBe(Runway.video) expect(OpenAI.configure({ apiKey: "fixture" }).speech("gpt-4o-mini-tts").route.id).toBe("openai-speech") diff --git a/packages/ai/test/fixtures/recordings/bfl-images/submits-resumes-and-polls-an-image.json b/packages/ai/test/fixtures/recordings/bfl-images/submits-resumes-and-polls-an-image.json deleted file mode 100644 index 4c08993a38c5..000000000000 --- a/packages/ai/test/fixtures/recordings/bfl-images/submits-resumes-and-polls-an-image.json +++ /dev/null @@ -1,81 +0,0 @@ -{ - "version": 1, - "metadata": { - "tags": [ - "prefix:bfl-images", - "provider:black-forest-labs", - "protocol:bfl-images" - ], - "name": "bfl-images/submits-resumes-and-polls-an-image", - "recordedAt": "2026-09-23T18:35:19.533Z" - }, - "interactions": [ - { - "transport": "http", - "request": { - "method": "POST", - "url": "https://api.bfl.ai/v1/flux-2-klein-4b", - "headers": { - "content-type": "application/json" - }, - "body": "{\"prompt\":\"A simple flat black circle centered on a plain white background.\",\"width\":512,\"height\":512,\"output_format\":\"jpeg\"}" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"id\":\"300fb5e7-2179-4fc6-ad66-baf54d63a0b9\",\"polling_url\":\"https://api.us7.bfl.ai/v1/get_result?id=300fb5e7-2179-4fc6-ad66-baf54d63a0b9\",\"cost\":1.4000000000000001,\"input_mp\":0.0,\"output_mp\":0.25}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://api.us7.bfl.ai/v1/get_result?id=300fb5e7-2179-4fc6-ad66-baf54d63a0b9", - "headers": {}, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"id\":\"300fb5e7-2179-4fc6-ad66-baf54d63a0b9\",\"status\":\"Ready\",\"result\":{\"start_time\":1790188515.8340044,\"prompt\":\"A simple flat black circle centered on a plain white background.\",\"seed\":2405439392,\"sample\":\"https://delivery.us7.bfl.ai/durable/2026092318/f38c2861-47eb-458b-b842-7ae976fcab2f/d5/516741622f69bd/622f69bdcfca483eb0885d90c411b8fd/sample.jpeg?se=2026-09-23T18%3A45%3A16Z&sp=r&sv=2026-02-06&sr=b&rsct=image/jpeg&sig=K1/Dx738h5xNn5KhkaFjDlo5hnBOhg4w%2BqMjoUYtao4%3D\"},\"progress\":null,\"details\":null,\"preview\":null}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://api.us7.bfl.ai/v1/get_result?id=300fb5e7-2179-4fc6-ad66-baf54d63a0b9", - "headers": {}, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"id\":\"300fb5e7-2179-4fc6-ad66-baf54d63a0b9\",\"status\":\"Ready\",\"result\":{\"start_time\":1790188515.8340044,\"prompt\":\"A simple flat black circle centered on a plain white background.\",\"seed\":2405439392,\"sample\":\"https://delivery.us7.bfl.ai/durable/2026092318/f38c2861-47eb-458b-b842-7ae976fcab2f/d5/516741622f69bd/622f69bdcfca483eb0885d90c411b8fd/sample.jpeg?se=2026-09-23T18%3A45%3A16Z&sp=r&sv=2026-02-06&sr=b&rsct=image/jpeg&sig=K1/Dx738h5xNn5KhkaFjDlo5hnBOhg4w%2BqMjoUYtao4%3D\"},\"progress\":null,\"details\":null,\"preview\":null}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://delivery.us7.bfl.ai/durable/2026092318/f38c2861-47eb-458b-b842-7ae976fcab2f/d5/516741622f69bd/622f69bdcfca483eb0885d90c411b8fd/sample.jpeg?se=2026-09-23T18%3A45%3A16Z&sp=r&sv=2026-02-06&sr=b&rsct=image%2Fjpeg&sig=%5BREDACTED%5D", - "headers": {}, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "image/jpeg" - }, - "body": "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", - "bodyEncoding": "base64" - } - } - ] -} diff --git a/packages/ai/test/fixtures/recordings/digitalocean-responses/calls-a-freeform-text-tool.json b/packages/ai/test/fixtures/recordings/digitalocean-responses/calls-a-freeform-text-tool.json new file mode 100644 index 000000000000..47be8dcf599c --- /dev/null +++ b/packages/ai/test/fixtures/recordings/digitalocean-responses/calls-a-freeform-text-tool.json @@ -0,0 +1,35 @@ +{ + "version": 1, + "metadata": { + "model": "openai-gpt-5.4-mini", + "tags": [ + "prefix:digitalocean-responses", + "provider:digitalocean", + "protocol:open-responses", + "tool", + "freeform" + ], + "name": "digitalocean-responses/calls-a-freeform-text-tool", + "recordedAt": "2026-10-28T19:12:33.087Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://inference.do-ai.run/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai-gpt-5.4-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"Use the run tool to execute exactly this code: print(1)\"}]}],\"stream\":true,\"max_output_tokens\":256,\"store\":false,\"include\":[\"reasoning.encrypted_content\"],\"tools\":[{\"type\":\"custom\",\"name\":\"run\",\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"}}],\"tool_choice\":\"required\"}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream" + }, + "body": "event: response.created\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":null,\"created_at\":1793214752,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMDhjZTk4MTAxZTgyZjBjNDAxNmFlMjQ5MjA1MzQwODdkMThiODIzODhkOGQ3MTkyOGI=\",\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":256,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"in_progress\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"required\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"},\"name\":\"run\",\"type\":\"custom\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"user\":null},\"sequence_number\":0,\"type\":\"response.created\"}\n\nevent: response.in_progress\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":null,\"created_at\":1793214752,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMDhjZTk4MTAxZTgyZjBjNDAxNmFlMjQ5MjA1MzQwODdkMThiODIzODhkOGQ3MTkyOGI=\",\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":256,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"in_progress\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"required\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"},\"name\":\"run\",\"type\":\"custom\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"user\":null},\"sequence_number\":1,\"type\":\"response.in_progress\"}\n\nevent: response.output_item.added\ndata: {\"item\":{\"call_id\":\"call_sWc2e3FDzcDHuWrTq7MMLsdv\",\"id\":\"ctc_08ce98101e82f0c4016ae24920ec5c87d193d7d24ac4d7b5d2\",\"input\":\"\",\"name\":\"run\",\"status\":\"in_progress\",\"type\":\"custom_tool_call\"},\"output_index\":0,\"sequence_number\":2,\"type\":\"response.output_item.added\"}\n\nevent: response.custom_tool_call_input.delta\ndata: {\"delta\":\"print\",\"item_id\":\"ctc_08ce98101e82f0c4016ae24920ec5c87d193d7d24ac4d7b5d2\",\"obfuscation\":\"PP2eqt19ql4\",\"output_index\":0,\"sequence_number\":3,\"type\":\"response.custom_tool_call_input.delta\"}\n\nevent: response.custom_tool_call_input.delta\ndata: {\"delta\":\"(\",\"item_id\":\"ctc_08ce98101e82f0c4016ae24920ec5c87d193d7d24ac4d7b5d2\",\"obfuscation\":\"V93JUappuJM529d\",\"output_index\":0,\"sequence_number\":4,\"type\":\"response.custom_tool_call_input.delta\"}\n\nevent: response.custom_tool_call_input.delta\ndata: {\"delta\":\"1\",\"item_id\":\"ctc_08ce98101e82f0c4016ae24920ec5c87d193d7d24ac4d7b5d2\",\"obfuscation\":\"zFU25alVZZzFk83\",\"output_index\":0,\"sequence_number\":5,\"type\":\"response.custom_tool_call_input.delta\"}\n\nevent: response.custom_tool_call_input.delta\ndata: {\"delta\":\")\",\"item_id\":\"ctc_08ce98101e82f0c4016ae24920ec5c87d193d7d24ac4d7b5d2\",\"obfuscation\":\"PUSdHmBdTngU5K9\",\"output_index\":0,\"sequence_number\":6,\"type\":\"response.custom_tool_call_input.delta\"}\n\nevent: response.custom_tool_call_input.done\ndata: {\"input\":\"print(1)\",\"item_id\":\"ctc_08ce98101e82f0c4016ae24920ec5c87d193d7d24ac4d7b5d2\",\"output_index\":0,\"sequence_number\":7,\"type\":\"response.custom_tool_call_input.done\"}\n\nevent: response.output_item.done\ndata: {\"item\":{\"call_id\":\"call_sWc2e3FDzcDHuWrTq7MMLsdv\",\"id\":\"ctc_08ce98101e82f0c4016ae24920ec5c87d193d7d24ac4d7b5d2\",\"input\":\"print(1)\",\"name\":\"run\",\"status\":\"completed\",\"type\":\"custom_tool_call\"},\"output_index\":0,\"sequence_number\":8,\"type\":\"response.output_item.done\"}\n\nevent: response.completed\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":1793214753,\"created_at\":1793214752,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMDhjZTk4MTAxZTgyZjBjNDAxNmFlMjQ5MjA1MzQwODdkMThiODIzODhkOGQ3MTkyOGI=\",\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":256,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[{\"call_id\":\"call_sWc2e3FDzcDHuWrTq7MMLsdv\",\"id\":\"ctc_08ce98101e82f0c4016ae24920ec5c87d193d7d24ac4d7b5d2\",\"input\":\"print(1)\",\"name\":\"run\",\"status\":\"completed\",\"type\":\"custom_tool_call\"}],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"completed\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"required\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"},\"name\":\"run\",\"type\":\"custom\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":{\"cost\":null,\"input_tokens\":64,\"input_tokens_details\":{\"audio_tokens\":null,\"cache_write_tokens\":0,\"cached_tokens\":0,\"text_tokens\":null},\"output_tokens\":14,\"output_tokens_details\":{\"reasoning_tokens\":0,\"text_tokens\":null},\"total_tokens\":78},\"user\":null},\"sequence_number\":9,\"type\":\"response.completed\"}\n\n" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/digitalocean-responses/continues-a-tool-call.json b/packages/ai/test/fixtures/recordings/digitalocean-responses/continues-a-tool-call.json new file mode 100644 index 000000000000..b98204264e66 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/digitalocean-responses/continues-a-tool-call.json @@ -0,0 +1,53 @@ +{ + "version": 1, + "metadata": { + "model": "openai-gpt-5.4-mini", + "tags": [ + "prefix:digitalocean-responses", + "provider:digitalocean", + "protocol:open-responses", + "tool", + "tool-loop" + ], + "name": "digitalocean-responses/continues-a-tool-call", + "recordedAt": "2026-10-28T19:12:05.871Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://inference.do-ai.run/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai-gpt-5.4-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"What is the weather in Paris?\"}]}],\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"stream\":true,\"max_output_tokens\":256,\"store\":false,\"include\":[\"reasoning.encrypted_content\"],\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}]}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream" + }, + "body": "event: response.created\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":null,\"created_at\":1793214723,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMDAzMWEyNjllOTEwNzU0MjAxNmFlMjQ5MDNkMTU4ODdkMTkzM2RlMzY1ZWEyYTdiNTA=\",\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"in_progress\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"additionalProperties\":false,\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"type\":\"object\"},\"strict\":false,\"type\":\"function\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"user\":null},\"sequence_number\":0,\"type\":\"response.created\"}\n\nevent: response.in_progress\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":null,\"created_at\":1793214723,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMDAzMWEyNjllOTEwNzU0MjAxNmFlMjQ5MDNkMTU4ODdkMTkzM2RlMzY1ZWEyYTdiNTA=\",\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"in_progress\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"additionalProperties\":false,\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"type\":\"object\"},\"strict\":false,\"type\":\"function\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"user\":null},\"sequence_number\":1,\"type\":\"response.in_progress\"}\n\nevent: response.output_item.added\ndata: {\"item\":{\"arguments\":\"\",\"call_id\":\"call_vjbwbCiWRxwHDUuuGaOR3wCv\",\"id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"name\":\"get_weather\",\"status\":\"in_progress\",\"type\":\"function_call\"},\"output_index\":0,\"sequence_number\":2,\"type\":\"response.output_item.added\"}\n\nevent: response.function_call_arguments.delta\ndata: {\"delta\":\"{\\\"\",\"item_id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"obfuscation\":\"EyXTC075Cwch2U\",\"output_index\":0,\"sequence_number\":3,\"type\":\"response.function_call_arguments.delta\"}\n\nevent: response.function_call_arguments.delta\ndata: {\"delta\":\"city\",\"item_id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"obfuscation\":\"7cLP17DBHdYe\",\"output_index\":0,\"sequence_number\":4,\"type\":\"response.function_call_arguments.delta\"}\n\nevent: response.function_call_arguments.delta\ndata: {\"delta\":\"\\\":\\\"\",\"item_id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"obfuscation\":\"KjEklJKBVkhYN\",\"output_index\":0,\"sequence_number\":5,\"type\":\"response.function_call_arguments.delta\"}\n\nevent: response.function_call_arguments.delta\ndata: {\"delta\":\"Paris\",\"item_id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"obfuscation\":\"KSugf7OaYwf\",\"output_index\":0,\"sequence_number\":6,\"type\":\"response.function_call_arguments.delta\"}\n\nevent: response.function_call_arguments.delta\ndata: {\"delta\":\"\\\"}\",\"item_id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"obfuscation\":\"xW7CxNvXlmCkV1\",\"output_index\":0,\"sequence_number\":7,\"type\":\"response.function_call_arguments.delta\"}\n\nevent: response.function_call_arguments.done\ndata: {\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\",\"item_id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"output_index\":0,\"sequence_number\":8,\"type\":\"response.function_call_arguments.done\"}\n\nevent: response.output_item.done\ndata: {\"item\":{\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\",\"call_id\":\"call_vjbwbCiWRxwHDUuuGaOR3wCv\",\"id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"name\":\"get_weather\",\"status\":\"completed\",\"type\":\"function_call\"},\"output_index\":0,\"sequence_number\":9,\"type\":\"response.output_item.done\"}\n\nevent: response.completed\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":1793214724,\"created_at\":1793214723,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMDAzMWEyNjllOTEwNzU0MjAxNmFlMjQ5MDNkMTU4ODdkMTkzM2RlMzY1ZWEyYTdiNTA=\",\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[{\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\",\"call_id\":\"call_vjbwbCiWRxwHDUuuGaOR3wCv\",\"id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"name\":\"get_weather\",\"status\":\"completed\",\"type\":\"function_call\"}],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"completed\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"additionalProperties\":false,\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"type\":\"object\"},\"strict\":false,\"type\":\"function\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":{\"cost\":null,\"input_tokens\":67,\"input_tokens_details\":{\"audio_tokens\":null,\"cache_write_tokens\":0,\"cached_tokens\":0,\"text_tokens\":null},\"output_tokens\":18,\"output_tokens_details\":{\"reasoning_tokens\":0,\"text_tokens\":null},\"total_tokens\":85},\"user\":null},\"sequence_number\":10,\"type\":\"response.completed\"}\n\n" + } + }, + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://inference.do-ai.run/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai-gpt-5.4-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"What is the weather in Paris?\"}]},{\"type\":\"function_call\",\"id\":\"fc_0031a269e9107542016ae249045c3c87d19f19bd114c7ae0f4\",\"call_id\":\"call_vjbwbCiWRxwHDUuuGaOR3wCv\",\"name\":\"get_weather\",\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\"},{\"type\":\"function_call_output\",\"call_id\":\"call_vjbwbCiWRxwHDUuuGaOR3wCv\",\"output\":\"{\\\"temperature\\\":22,\\\"condition\\\":\\\"sunny\\\"}\"}],\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"stream\":true,\"max_output_tokens\":256,\"store\":false,\"include\":[\"reasoning.encrypted_content\"],\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}]}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream" + }, + "body": "event: response.created\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":null,\"created_at\":1793214725,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMDAzMWEyNjllOTEwNzU0MjAxNmFlMjQ5MDRmNjkwODdkMWIyMWU5ZjJjZDRlZjg0MDg=\",\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"in_progress\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"additionalProperties\":false,\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"type\":\"object\"},\"strict\":false,\"type\":\"function\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"user\":null},\"sequence_number\":0,\"type\":\"response.created\"}\n\nevent: response.in_progress\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":null,\"created_at\":1793214725,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMDAzMWEyNjllOTEwNzU0MjAxNmFlMjQ5MDRmNjkwODdkMWIyMWU5ZjJjZDRlZjg0MDg=\",\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"in_progress\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"additionalProperties\":false,\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"type\":\"object\"},\"strict\":false,\"type\":\"function\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"user\":null},\"sequence_number\":1,\"type\":\"response.in_progress\"}\n\nevent: response.output_item.added\ndata: {\"item\":{\"content\":[],\"id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"phase\":\"final_answer\",\"role\":\"assistant\",\"status\":\"in_progress\",\"type\":\"message\"},\"output_index\":0,\"sequence_number\":2,\"type\":\"response.output_item.added\"}\n\nevent: response.content_part.added\ndata: {\"content_index\":0,\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"output_index\":0,\"part\":{\"annotations\":[],\"logprobs\":[],\"text\":\"\",\"type\":\"output_text\"},\"sequence_number\":3,\"type\":\"response.content_part.added\"}\n\nevent: response.output_text.delta\ndata: {\"content_index\":0,\"delta\":\"Paris\",\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"logprobs\":[],\"obfuscation\":\"rCSbF2261qu\",\"output_index\":0,\"sequence_number\":4,\"type\":\"response.output_text.delta\"}\n\nevent: response.output_text.delta\ndata: {\"content_index\":0,\"delta\":\" is\",\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"logprobs\":[],\"obfuscation\":\"Cn4joNPCkdJTI\",\"output_index\":0,\"sequence_number\":5,\"type\":\"response.output_text.delta\"}\n\nevent: response.output_text.delta\ndata: {\"content_index\":0,\"delta\":\" \",\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"logprobs\":[],\"obfuscation\":\"JTpY6k5gYmA8oTA\",\"output_index\":0,\"sequence_number\":6,\"type\":\"response.output_text.delta\"}\n\nevent: response.output_text.delta\ndata: {\"content_index\":0,\"delta\":\"22\",\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"logprobs\":[],\"obfuscation\":\"xtsTjJla0gL0mB\",\"output_index\":0,\"sequence_number\":7,\"type\":\"response.output_text.delta\"}\n\nevent: response.output_text.delta\ndata: {\"content_index\":0,\"delta\":\"°C\",\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"logprobs\":[],\"obfuscation\":\"GHVg5XzNoaA6zR\",\"output_index\":0,\"sequence_number\":8,\"type\":\"response.output_text.delta\"}\n\nevent: response.output_text.delta\ndata: {\"content_index\":0,\"delta\":\" and\",\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"logprobs\":[],\"obfuscation\":\"T8yOkykxKY7E\",\"output_index\":0,\"sequence_number\":9,\"type\":\"response.output_text.delta\"}\n\nevent: response.output_text.delta\ndata: {\"content_index\":0,\"delta\":\" sunny\",\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"logprobs\":[],\"obfuscation\":\"qD511IM3AU\",\"output_index\":0,\"sequence_number\":10,\"type\":\"response.output_text.delta\"}\n\nevent: response.output_text.delta\ndata: {\"content_index\":0,\"delta\":\".\",\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"logprobs\":[],\"obfuscation\":\"XqvgV7JYfjsYXd6\",\"output_index\":0,\"sequence_number\":11,\"type\":\"response.output_text.delta\"}\n\nevent: response.output_text.done\ndata: {\"content_index\":0,\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"logprobs\":[],\"output_index\":0,\"sequence_number\":12,\"text\":\"Paris is 22°C and sunny.\",\"type\":\"response.output_text.done\"}\n\nevent: response.content_part.done\ndata: {\"content_index\":0,\"item_id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"output_index\":0,\"part\":{\"annotations\":[],\"logprobs\":[],\"text\":\"Paris is 22°C and sunny.\",\"type\":\"output_text\"},\"sequence_number\":13,\"type\":\"response.content_part.done\"}\n\nevent: response.output_item.done\ndata: {\"item\":{\"content\":[{\"annotations\":[],\"logprobs\":[],\"text\":\"Paris is 22°C and sunny.\",\"type\":\"output_text\"}],\"id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"phase\":\"final_answer\",\"role\":\"assistant\",\"status\":\"completed\",\"type\":\"message\"},\"output_index\":0,\"sequence_number\":14,\"type\":\"response.output_item.done\"}\n\nevent: response.completed\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":1793214725,\"created_at\":1793214725,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMDAzMWEyNjllOTEwNzU0MjAxNmFlMjQ5MDRmNjkwODdkMWIyMWU5ZjJjZDRlZjg0MDg=\",\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[{\"content\":[{\"annotations\":[],\"logprobs\":[],\"text\":\"Paris is 22°C and sunny.\",\"type\":\"output_text\"}],\"id\":\"msg_0031a269e9107542016ae24905a30887d1b8fb7fd9990f5510\",\"phase\":\"final_answer\",\"role\":\"assistant\",\"status\":\"completed\",\"type\":\"message\"}],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"completed\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"additionalProperties\":false,\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"type\":\"object\"},\"strict\":false,\"type\":\"function\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":{\"cost\":null,\"input_tokens\":106,\"input_tokens_details\":{\"audio_tokens\":null,\"cache_write_tokens\":0,\"cached_tokens\":0,\"text_tokens\":null},\"output_tokens\":12,\"output_tokens_details\":{\"reasoning_tokens\":0,\"text_tokens\":null},\"total_tokens\":118},\"user\":null},\"sequence_number\":15,\"type\":\"response.completed\"}\n\n" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/digitalocean-responses/streams-text.json b/packages/ai/test/fixtures/recordings/digitalocean-responses/streams-text.json new file mode 100644 index 000000000000..5f2c5a69deec --- /dev/null +++ b/packages/ai/test/fixtures/recordings/digitalocean-responses/streams-text.json @@ -0,0 +1,35 @@ +{ + "version": 1, + "metadata": { + "model": "openai-gpt-5.4-mini", + "tags": [ + "prefix:digitalocean-responses", + "provider:digitalocean", + "protocol:open-responses", + "text", + "usage" + ], + "name": "digitalocean-responses/streams-text", + "recordedAt": "2026-10-28T19:12:03.314Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://inference.do-ai.run/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai-gpt-5.4-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"Reply exactly: OK\"}]}],\"stream\":true,\"max_output_tokens\":64,\"store\":false,\"include\":[\"reasoning.encrypted_content\"]}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream" + }, + "body": "event: response.created\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":null,\"created_at\":1793214722,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMGYxOGI1NWRlNjUzOTczODAxNmFlMjQ5MDI2N2EwODdkMTk3MGNjMTY3ODE3YzgwN2Q=\",\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":64,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"in_progress\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"user\":null},\"sequence_number\":0,\"type\":\"response.created\"}\n\nevent: response.in_progress\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":null,\"created_at\":1793214722,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMGYxOGI1NWRlNjUzOTczODAxNmFlMjQ5MDI2N2EwODdkMTk3MGNjMTY3ODE3YzgwN2Q=\",\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":64,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"in_progress\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"user\":null},\"sequence_number\":1,\"type\":\"response.in_progress\"}\n\nevent: response.output_item.added\ndata: {\"item\":{\"content\":[],\"id\":\"msg_0f18b55de6539738016ae24902e92487d1ab56c41d7b779f47\",\"phase\":\"final_answer\",\"role\":\"assistant\",\"status\":\"in_progress\",\"type\":\"message\"},\"output_index\":0,\"sequence_number\":2,\"type\":\"response.output_item.added\"}\n\nevent: response.content_part.added\ndata: {\"content_index\":0,\"item_id\":\"msg_0f18b55de6539738016ae24902e92487d1ab56c41d7b779f47\",\"output_index\":0,\"part\":{\"annotations\":[],\"logprobs\":[],\"text\":\"\",\"type\":\"output_text\"},\"sequence_number\":3,\"type\":\"response.content_part.added\"}\n\nevent: response.output_text.delta\ndata: {\"content_index\":0,\"delta\":\"OK\",\"item_id\":\"msg_0f18b55de6539738016ae24902e92487d1ab56c41d7b779f47\",\"logprobs\":[],\"obfuscation\":\"dVydsXBv0XG9C7\",\"output_index\":0,\"sequence_number\":4,\"type\":\"response.output_text.delta\"}\n\nevent: response.output_text.done\ndata: {\"content_index\":0,\"item_id\":\"msg_0f18b55de6539738016ae24902e92487d1ab56c41d7b779f47\",\"logprobs\":[],\"output_index\":0,\"sequence_number\":5,\"text\":\"OK\",\"type\":\"response.output_text.done\"}\n\nevent: response.content_part.done\ndata: {\"content_index\":0,\"item_id\":\"msg_0f18b55de6539738016ae24902e92487d1ab56c41d7b779f47\",\"output_index\":0,\"part\":{\"annotations\":[],\"logprobs\":[],\"text\":\"OK\",\"type\":\"output_text\"},\"sequence_number\":6,\"type\":\"response.content_part.done\"}\n\nevent: response.output_item.done\ndata: {\"item\":{\"content\":[{\"annotations\":[],\"logprobs\":[],\"text\":\"OK\",\"type\":\"output_text\"}],\"id\":\"msg_0f18b55de6539738016ae24902e92487d1ab56c41d7b779f47\",\"phase\":\"final_answer\",\"role\":\"assistant\",\"status\":\"completed\",\"type\":\"message\"},\"output_index\":0,\"sequence_number\":7,\"type\":\"response.output_item.done\"}\n\nevent: response.completed\ndata: {\"response\":{\"access_programs\":null,\"background\":false,\"completed_at\":1793214722,\"created_at\":1793214722,\"error\":null,\"frequency_penalty\":0,\"id\":\"resp_bGl0ZWxsbTpjdXN0b21fbGxtX3Byb3ZpZGVyOm9wZW5haTttb2RlbF9pZDpOb25lO3Jlc3BvbnNlX2lkOnJlc3BfMGYxOGI1NWRlNjUzOTczODAxNmFlMjQ5MDI2N2EwODdkMTk3MGNjMTY3ODE3YzgwN2Q=\",\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":64,\"max_tool_calls\":null,\"metadata\":{},\"model\":\"openai-gpt-5.4-mini\",\"moderation\":null,\"object\":\"response\",\"output\":[{\"content\":[{\"annotations\":[],\"logprobs\":[],\"text\":\"OK\",\"type\":\"output_text\"}],\"id\":\"msg_0f18b55de6539738016ae24902e92487d1ab56c41d7b779f47\",\"phase\":\"final_answer\",\"role\":\"assistant\",\"status\":\"completed\",\"type\":\"message\"}],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_key\":\"afd53c3349400d1f29bd8b39deab817ee68b2a3b76df72001f78d5c99783623f\",\"prompt_cache_retention\":\"in_memory\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":null},\"safety_identifier\":\"39160981\",\"service_tier\":\"default\",\"status\":\"completed\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":{\"cost\":null,\"input_tokens\":10,\"input_tokens_details\":{\"audio_tokens\":null,\"cache_write_tokens\":0,\"cached_tokens\":0,\"text_tokens\":null},\"output_tokens\":5,\"output_tokens_details\":{\"reasoning_tokens\":0,\"text_tokens\":null},\"total_tokens\":15},\"user\":null},\"sequence_number\":8,\"type\":\"response.completed\"}\n\n" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/fal-images/generates-an-image.json b/packages/ai/test/fixtures/recordings/fal-images/generates-an-image.json deleted file mode 100644 index d35633c4acc5..000000000000 --- a/packages/ai/test/fixtures/recordings/fal-images/generates-an-image.json +++ /dev/null @@ -1,97 +0,0 @@ -{ - "version": 1, - "metadata": { - "tags": [ - "prefix:fal-images", - "provider:fal", - "protocol:fal-images" - ], - "name": "fal-images/generates-an-image", - "recordedAt": "2026-09-23T18:36:11.260Z" - }, - "interactions": [ - { - "transport": "http", - "request": { - "method": "POST", - "url": "https://queue.fal.run/fal-ai/flux/schnell", - "headers": { - "content-type": "application/json" - }, - "body": "{\"prompt\":\"A simple flat black circle centered on a plain white background.\",\"image_size\":{\"width\":512,\"height\":512},\"output_format\":\"jpeg\"}" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_QUEUE\",\"request_id\":\"01a0cf8d-9819-7c23-bc59-e9b9082f35ed\",\"response_url\":\"https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed\",\"status_url\":\"https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed/cancel\",\"logs\":null,\"metrics\":{},\"queue_position\":0}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_PROGRESS\",\"request_id\":\"01a0cf8d-9819-7c23-bc59-e9b9082f35ed\",\"response_url\":\"https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed\",\"status_url\":\"https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed/cancel\",\"logs\":null,\"metrics\":{}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"COMPLETED\",\"request_id\":\"01a0cf8d-9819-7c23-bc59-e9b9082f35ed\",\"response_url\":\"https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed\",\"status_url\":\"https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed/cancel\",\"logs\":null,\"metrics\":{\"inference_time\":1.3969998359680176}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/flux/requests/01a0cf8d-9819-7c23-bc59-e9b9082f35ed", - "headers": {}, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"images\":[{\"url\":\"https://v3b.fal.media/files/b/0aab9c67/7XBZAmhDFD5aoWpV57enh.jpg\",\"width\":512,\"height\":512,\"content_type\":\"image/jpeg\"}],\"timings\":{\"inference\":0.6745331909623928},\"seed\":416590379,\"has_nsfw_concepts\":[false],\"prompt\":\"A simple flat black circle centered on a plain white background.\"}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://v3b.fal.media/files/b/0aab9c67/7XBZAmhDFD5aoWpV57enh.jpg", - "headers": {}, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "image/jpeg" - }, - "body": "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", - "bodyEncoding": "base64" - } - } - ] -} diff --git a/packages/ai/test/fixtures/recordings/fal-video/generates-a-video.json b/packages/ai/test/fixtures/recordings/fal-video/generates-a-video.json deleted file mode 100644 index 6263ed861b0b..000000000000 --- a/packages/ai/test/fixtures/recordings/fal-video/generates-a-video.json +++ /dev/null @@ -1,193 +0,0 @@ -{ - "version": 1, - "metadata": { - "tags": [ - "prefix:fal-video", - "provider:fal", - "protocol:fal-video" - ], - "name": "fal-video/generates-a-video", - "recordedAt": "2026-09-22T19:44:17.974Z" - }, - "interactions": [ - { - "transport": "http", - "request": { - "method": "POST", - "url": "https://queue.fal.run/fal-ai/veo3.1/fast", - "headers": { - "content-type": "application/json" - }, - "body": "{\"prompt\":\"A single red balloon drifting slowly upward against a clear blue sky.\",\"aspect_ratio\":\"16:9\",\"resolution\":\"720p\",\"duration\":\"4s\"}" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_QUEUE\",\"request_id\":\"01a0caa4-a17b-77c3-975e-9b0834029934\",\"response_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934\",\"status_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/cancel\",\"logs\":null,\"metrics\":{},\"queue_position\":0}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_PROGRESS\",\"request_id\":\"01a0caa4-a17b-77c3-975e-9b0834029934\",\"response_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934\",\"status_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/cancel\",\"logs\":null,\"metrics\":{}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_PROGRESS\",\"request_id\":\"01a0caa4-a17b-77c3-975e-9b0834029934\",\"response_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934\",\"status_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/cancel\",\"logs\":null,\"metrics\":{}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_PROGRESS\",\"request_id\":\"01a0caa4-a17b-77c3-975e-9b0834029934\",\"response_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934\",\"status_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/cancel\",\"logs\":null,\"metrics\":{}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_PROGRESS\",\"request_id\":\"01a0caa4-a17b-77c3-975e-9b0834029934\",\"response_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934\",\"status_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/cancel\",\"logs\":null,\"metrics\":{}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_PROGRESS\",\"request_id\":\"01a0caa4-a17b-77c3-975e-9b0834029934\",\"response_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934\",\"status_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/cancel\",\"logs\":null,\"metrics\":{}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_PROGRESS\",\"request_id\":\"01a0caa4-a17b-77c3-975e-9b0834029934\",\"response_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934\",\"status_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/cancel\",\"logs\":null,\"metrics\":{}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"IN_PROGRESS\",\"request_id\":\"01a0caa4-a17b-77c3-975e-9b0834029934\",\"response_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934\",\"status_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/cancel\",\"logs\":null,\"metrics\":{}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status", - "headers": {}, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"status\":\"COMPLETED\",\"request_id\":\"01a0caa4-a17b-77c3-975e-9b0834029934\",\"response_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934\",\"status_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/status\",\"cancel_url\":\"https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934/cancel\",\"logs\":null,\"metrics\":{\"inference_time\":64.22699999809265}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://queue.fal.run/fal-ai/veo3.1/requests/01a0caa4-a17b-77c3-975e-9b0834029934", - "headers": {}, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"video\":{\"url\":\"https://v3b.fal.media/files/b/0aab7c40/SFAKz44kJxtSIVUnDg45I_4fe3d787675a44968e5735d1ec448cb6.mp4\",\"content_type\":\"video/mp4\",\"file_name\":\"4fe3d787675a44968e5735d1ec448cb6.mp4\",\"file_size\":711680}}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://v3b.fal.media/files/b/0aab7c40/SFAKz44kJxtSIVUnDg45I_4fe3d787675a44968e5735d1ec448cb6.mp4", - "headers": {}, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "video/mp4" - }, - "body": "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", - "bodyEncoding": "base64" - } - } - ] -} diff --git a/packages/ai/test/fixtures/recordings/minimax-images/generates-an-image.json b/packages/ai/test/fixtures/recordings/minimax-images/generates-an-image.json new file mode 100644 index 000000000000..7dc896d00930 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/minimax-images/generates-an-image.json @@ -0,0 +1,32 @@ +{ + "version": 1, + "metadata": { + "tags": [ + "prefix:minimax-images", + "provider:minimax", + "protocol:minimax-images" + ], + "name": "minimax-images/generates-an-image", + "recordedAt": "2026-10-28T14:31:36.981Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://api.minimax.io/v1/image_generation", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"image-01\",\"prompt\":\"A simple flat red circle centered on a plain white background.\",\"width\":512,\"height\":512,\"response_format\":\"base64\"}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "application/json; charset=utf-8" + }, + "body": "{\"id\":\"07313a409af3baeeaff6248b2369f641\",\"data\":{\"image_base64\":[\"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\"]},\"metadata\":{\"failed_count\":\"0\",\"success_count\":\"1\"},\"base_resp\":{\"status_code\":0,\"status_msg\":\"success\"}}" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/minimax-images/generates-from-a-subject-reference.json b/packages/ai/test/fixtures/recordings/minimax-images/generates-from-a-subject-reference.json new file mode 100644 index 000000000000..72fec3003016 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/minimax-images/generates-from-a-subject-reference.json @@ -0,0 +1,32 @@ +{ + "version": 1, + "metadata": { + "tags": [ + "prefix:minimax-images", + "provider:minimax", + "protocol:minimax-images" + ], + "name": "minimax-images/generates-from-a-subject-reference", + "recordedAt": "2026-10-28T14:31:50.310Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://api.minimax.io/v1/image_generation", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"image-01\",\"prompt\":\"The same woman reading a book in a quiet library, soft window light.\",\"subject_reference\":[{\"type\":\"character\",\"image_file\":\"https://cdn.hailuoai.com/prod/2025-08-12-17/video_cover/1754990600020238321-411603868533342214-cover.jpg\"}],\"width\":512,\"height\":512,\"response_format\":\"base64\"}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "application/json; charset=utf-8" + }, + "body": "{\"id\":\"07313a49e806dfa36070e1a1438027e6\",\"data\":{\"image_base64\":[\"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\"]},\"metadata\":{\"failed_count\":\"0\",\"success_count\":\"1\"},\"base_resp\":{\"status_code\":0,\"status_msg\":\"success\"}}" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/openrouter-images/edits-an-image-through-input-references.json b/packages/ai/test/fixtures/recordings/openrouter-images/edits-an-image-through-input-references.json new file mode 100644 index 000000000000..a7dba0978346 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/openrouter-images/edits-an-image-through-input-references.json @@ -0,0 +1,32 @@ +{ + "version": 1, + "metadata": { + "tags": [ + "prefix:openrouter-images", + "provider:openrouter", + "protocol:openai-images" + ], + "name": "openrouter-images/edits-an-image-through-input-references", + "recordedAt": "2026-10-29T01:09:45.628Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://openrouter.ai/api/v1/images/generations", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai/gpt-image-1-mini\",\"prompt\":\"Keep the simple shape and change it from black to bright green.\",\"input_references\":[{\"type\":\"image_url\",\"image_url\":{\"url\":\"data:image/jpeg;base64,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\"}}],\"aspect_ratio\":\"1:1\",\"resolution\":\"1K\",\"output_compression\":10,\"output_format\":\"jpeg\",\"quality\":\"low\"}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "application/json" + }, + "body": "{\"created\":1793236185,\"data\":[{\"b64_json\":\"/9j/4AAQSkZJRgABAQAAAQABAAD/61wsSlACEQAAAAEAAFwianVtYgAAAB5qdW1kYzJwYQARABCAAACqADibcQNjMnBhAAAAW/xqdW1iAAAAR2p1bWRjMm1hABEAEIAAAKoAOJtxA3VybjpjMnBhOmU2NWRkOGExLWQ0NTMtNDIwYy1iN2ZkLTFkMTY3NTVhNDc4NQAAAAw3anVtYgAAAClqdW1kYzJhcwARABCAAACqADibcQNjMnBhLmFzc2VydGlvbnMAAAAJ0Wp1bWIAAAA7anVtZEDLDDK7ikidpwsq1vR/Q2kTYzJwYS5pY29uAAAAABhjMnNofVyDkPddb9mrx5ELY6HYmwAAABdiZmRiAGltYWdlL3N2Zyt4bWwAAAAJd2JpZGI8c3ZnIHdpZHRoPSI3MTYiIGhlaWdodD0iNzE2IiB2aWV3Qm94PSIwIDAgNzE2IDcxNiIgZmlsbD0ibm9uZSIgeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzIwMDAvc3ZnIj4KPHBhdGggZD0iTTUwOC43NDkgMzE3LjM5OUM1MTYuNzc3IDI4Ny4zMTQgNTA4Ljk5MSAyNTMuODg0IDQ4NS4zODkgMjMwLjI4MkM0NjEuNzg4IDIwNi42ODEgNDI4LjM2IDE5OC44OTUgMzk4LjI3MyAyMDYuOTIzQzM3Ni4yMzEgMTg0LjkyOCAzNDMuMzkgMTc0Ljk1NiAzMTEuMTQ4IDE4My41OTZDMjc4LjkwNiAxOTIuMjM0IDI1NS40NSAyMTcuMjkyIDI0Ny4zNiAyNDcuMzYxQzIxNy4yOTEgMjU1LjQ1MSAxOTIuMjMzIDI3OC45MSAxODMuNTk1IDMxMS4xNDlDMTc0Ljk1NyAzNDMuMzkxIDE4NC45MjcgMzc2LjIzMiAyMDYuOTI0IDM5OC4yNzRDMTk4Ljg5NiA0MjguMzU5IDIwNi42ODMgNDYxLjc4OSAyMzAuMjg0IDQ4NS4zOTFDMjUzLjg4NSA1MDguOTkyIDI4Ny4zMTMgNTE2Ljc3OSAzMTcuNDAxIDUwOC43NUMzMzkuNDQyIDUzMC43NDUgMzcyLjI4NiA1NDAuNzE3IDQwNC41MjUgNTMyLjA3OUM0MzYuNzY3IDUyMy40NDEgNDYwLjIyMyA0OTguMzg0IDQ2OC4zMTMgNDY4LjMxNUM0OTguMzgzIDQ2MC4yMjQgNTIzLjQ0IDQzNi43NjYgNTMyLjA3OCA0MDQuNTI2QzU0MC43MTYgMzcyLjI4NSA1MzAuNzQ3IDMzOS40NDMgNTA4Ljc0OSAzMTcuNDAyVjMxNy4zOTlaTTQ3MC44OTkgMjQ0Ljc3NkM0ODYuODkyIDI2MC43NyA0OTMuNDg4IDI4Mi42MDEgNDkwLjY4NyAzMDMuNDEyTDQxNS41NzcgMjYwLjA0NkM0MTIuNDExIDI1OC4yMTggNDA4LjUwOSAyNTguMjE4IDQwNS4zNDUgMjYwLjA0NkwzMTcuNDAxIDMxMC44MlYyNzcuNTI2QzMxNy40MDEgMjc1LjE5MSAzMTguNjUyIDI3My4wMDUgMzIwLjY3NiAyNzEuODM3TDM4Ny42NDQgMjMzLjE3NEM0MTQuMTc4IDIxOC4zNTMgNDQ4LjM0NiAyMjIuMjIzIDQ3MC45MDEgMjQ0Ljc3Nkg0NzAuODk5Wk0zNTcuODM3IDMxMS4xNDRMMzk4LjI3NSAzMzQuNDkxVjM4MS4xODVMMzU3LjgzNyA0MDQuNTMyTDMxNy4zOTggMzgxLjE4NVYzMzQuNDkxTDM1Ny44MzcgMzExLjE0NFpNMjY0Ljc3NiAyNjkuNjkzQzI2NS4yMDcgMjM5LjMwNSAyODUuNjQ0IDIxMS42NDkgMzE2LjQ1MyAyMDMuMzkzQzMzOC4zIDE5Ny41NCAzNjAuNTA1IDIwMi43NDQgMzc3LjEyNyAyMTUuNTczTDMwMi4wMTQgMjU4LjkzN0MyOTguODQ4IDI2MC43NjQgMjk2Ljg5OCAyNjQuMTQ0IDI5Ni44OTggMjY3Ljc5OFYzNjkuMzQ2TDI2OC4wNjUgMzUyLjY5OUMyNjYuMDQzIDM1MS41MzEgMjY0Ljc3NiAzNDkuMzUzIDI2NC43NzYgMzQ3LjAxN1YyNjkuNjkxVjI2OS42OTNaTTIwMy4zOTEgMzE2LjQ1NEMyMDkuMjQ0IDI5NC42MDggMjI0Ljg1NCAyNzcuOTc4IDI0NC4yNzYgMjY5Ljk5OVYzNTYuNzNDMjQ0LjI3NiAzNjAuMzg0IDI0Ni4yMjYgMzYzLjc2MyAyNDkuMzkyIDM2NS41OTFMMzM3LjMzNyA0MTYuMzY1TDMwOC41MDMgNDMzLjAxM0MzMDYuNDgxIDQzNC4xODEgMzAzLjk2MSA0MzQuMTg4IDMwMS45MzkgNDMzLjAyTDIzNC45NzEgMzk0LjM1N0MyMDguODY4IDM3OC43ODkgMTk1LjEzOCAzNDcuMjYxIDIwMy4zOTEgMzE2LjQ1NFpNMjQ0Ljc3NSA0NzAuOUMyMjguNzgxIDQ1NC45MDYgMjIyLjE4NiA0MzMuMDc1IDIyNC45ODYgNDEyLjI2NEwzMDAuMDk2IDQ1NS42M0MzMDMuMjYzIDQ1Ny40NTcgMzA3LjE2NCA0NTcuNDU3IDMxMC4zMjggNDU1LjYzTDM5OC4yNzMgNDA0Ljg1NlY0MzguMTQ5QzM5OC4yNzMgNDQwLjQ4NSAzOTcuMDIyIDQ0Mi42NzEgMzk0Ljk5NyA0NDMuODM5TDMyOC4wMjkgNDgyLjUwMkMzMDEuNDk1IDQ5Ny4zMjIgMjY3LjMyNyA0OTMuNDUyIDI0NC43NzIgNDcwLjlIMjQ0Ljc3NVpNNDUwLjg5NyA0NDUuOTgyQzQ1MC40NjYgNDc2LjM3MSA0MzAuMDI5IDUwNC4wMjcgMzk5LjIyIDUxMi4yODNDMzc3LjM3MyA1MTguMTM2IDM1NS4xNjggNTEyLjkzMiAzMzguNTQ3IDUwMC4xMDJMNDEzLjY1OSA0NTYuNzM4QzQxNi44MjYgNDU0LjkxMSA0MTguNzc1IDQ1MS41MzIgNDE4Ljc3NSA0NDcuODc3VjM0Ni4zMjlMNDQ3LjYwOSAzNjIuOTc3QzQ0OS42MzEgMzY0LjE0NSA0NTAuODk3IDM2Ni4zMjMgNDUwLjg5NyAzNjguNjU5VjQ0NS45ODVWNDQ1Ljk4MlpNNTEyLjI4MiAzOTkuMjIxQzUwNi40MjkgNDIxLjA2OCA0OTAuODE5IDQzNy42OTcgNDcxLjM5NyA0NDUuNjc2VjM1OC45NDZDNDcxLjM5NyAzNTUuMjkyIDQ2OS40NDggMzUxLjkxMiA0NjYuMjgxIDM1MC4wODVMMzc4LjMzNiAyOTkuMzExTDQwNy4xNyAyODIuNjYzQzQwOS4xOTIgMjgxLjQ5NSA0MTEuNzEyIDI4MS40ODcgNDEzLjczNCAyODIuNjU1TDQ4MC43MDIgMzIxLjMxOEM1MDYuODA1IDMzNi44ODcgNTIwLjUzNiAzNjguNDE1IDUxMi4yODIgMzk5LjIyMVoiIGZpbGw9ImJsYWNrIi8+Cjwvc3ZnPgoAAAFyanVtYgAAAEFqdW1kY2JvcgARABCAAACqADibcRNjMnBhLmFjdGlvbnMudjIAAAAAGGMyc2hgUQfQ9kfRoAarUzELpc5XAAABKWNib3KiZ2FjdGlvbnOCpGZhY3Rpb25sYzJwYS5jcmVhdGVkZHdoZW7AeB4yMDI2LTEwLTI5VDAxOjA5OjQ0LjcwMjAwMTgyNlptc29mdHdhcmVBZ2VudKJkbmFtZWNBUElndmVyc2lvbnBncHQtaW1hZ2UtMS1taW5pcWRpZ2l0YWxTb3VyY2VUeXBleEZodHRwOi8vY3YuaXB0Yy5vcmcvbmV3c2NvZGVzL2RpZ2l0YWxzb3VyY2V0eXBlL3RyYWluZWRBbGdvcml0aG1pY01lZGlhomZhY3Rpb25uYzJwYS5jb252ZXJ0ZWRkd2hlbsB4HjIwMjYtMTAtMjlUMDE6MDk6NDQuNzAyMDA3ODk3WnJhbGxBY3Rpb25zSW5jbHVkZWT0AAAAw2p1bWIAAABAanVtZGNib3IAEQAQgAAAqgA4m3ETYzJwYS5oYXNoLmRhdGEAAAAAGGMyc2hSktFPn5yWeHAsR2vNZ886AAAAe2Nib3KlamV4Y2x1c2lvbnOBomVzdGFydBRmbGVuZ3RoGVwuZG5hbWVuanVtYmYgbWFuaWZlc3RjYWxnZnNoYTI1NmRoYXNoWCBLoZbNJhiJeO2HHPCjQREI1BCyO2ILv1jO3MYDl8NwkmNwYWRJAAAAAAAAAAAAAAACu2p1bWIAAAAnanVtZGMyY2wAEQAQgAAAqgA4m3EDYzJwYS5jbGFpbS52MgAAAAKMY2JvcqZqaW5zdGFuY2VJRHgseG1wOmlpZDo1MDI4YzgyZi1iOTAwLTQ1ZGMtYmYyOC0zOWMzZGVjOTY1ZDh0Y2xhaW1fZ2VuZXJhdG9yX2luZm+kZG5hbWV4GE9wZW5BSSBNZWRpYSBTZXJ2aWNlIEFQSWRpY29uomN1cmx4JHNlbGYjanVtYmY9YzJwYS5hc3NlcnRpb25zL2MycGEuaWNvbmRoYXNoWCCcaElXbLnC3tlQyvtn2r8nErcIkTXf1WeGYPICs1Q10mtzcGVjVmVyc2lvbmUyLjIuMHdvcmcuY29udGVudGF1dGguYzJwYV9yc2YwLjc5LjJpc2lnbmF0dXJleE1zZWxmI2p1bWJmPS9jMnBhL3VybjpjMnBhOmU2NWRkOGExLWQ0NTMtNDIwYy1iN2ZkLTFkMTY3NTVhNDc4NS9jMnBhLnNpZ25hdHVyZXJjcmVhdGVkX2Fzc2VydGlvbnODomN1cmx4JHNlbGYjanVtYmY9YzJwYS5hc3NlcnRpb25zL2MycGEuaWNvbmRoYXNoWCCcaElXbLnC3tlQyvtn2r8nErcIkTXf1WeGYPICs1Q10qJjdXJseCpzZWxmI2p1bWJmPWMycGEuYXNzZXJ0aW9ucy9jMnBhLmFjdGlvbnMudjJkaGFzaFggFhNklU0ytdrdm+4kuRF7JWwi2Y4O5tUfXfXvzj/ZaoeiY3VybHgpc2VsZiNqdW1iZj1jMnBhLmFzc2VydGlvbnMvYzJwYS5oYXNoLmRhdGFkaGFzaFgg8KlxwA8W/afUc4h0Xgph9vXHtbuTiUncy0KlZ4MOXgJoZGM6dGl0bGVqaW1hZ2UuanBlZ2NhbGdmc2hhMjU2AABMu2p1bWIAAAAoanVtZGMyY3MAEQAQgAAAqgA4m3EDYzJwYS5zaWduYXR1cmUAAABMi2Nib3LShFkL6KIBOCQYIYJZBYgwggWEMIIDbKADAgECAhALpfzpDnCM8gWAMe5EHGRzMA0GCSqGSIb3DQEBCwUAMEoxITAfBgNVBAMMGFNTTC5jb20gQzJQQSBJQ0EgUjEgMjAyNTEYMBYGA1UECgwPU1NMIENvcnBvcmF0aW9uMQswCQYDVQQGEwJVUzAeFw0yNjA0MjIxNTUxMDVaFw0yNzA0MjMxNTUxMDRaMEcxCzAJBgNVBAYTAlVTMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMR0wGwYDVQQDDBRPcGVuQUkgTWVkaWEgU2VydmljZTCCASIwDQYJKoZIhvcNAQEBBQADggEPADCCAQoCggEBAJ26ahRMTQKX6oGJthbRvl5YThMDcqGZ32kUcXzlISPTgR+iNZxMoxJKPO9uK7/mZK7XhEtpJFpjz+p2CpCyZdt8ATyN4f7BBTN3ryfeOyA6tA9jh5gbzU2cGr+0fzMRRKpUMDdGuAf9mnlEC3NXVaMDYxF8HRLdrFgv5nqu3qWYwxOTTkjwWvjgfKSSS9VsusrCBSrIkr511JRntVcNqmqabTAwLNdVYYxq0lO2AHgdXkVDnk6SowOA8a9b0bLr/osZ7xa61zcJlatkLZnJh5r4HL8u0OdjgJYamnmgN5M2ozXJSMksmGMF6USbNR6suQinU2wdnGhzyAoeOcwGSfMCAwEAAaOCAWcwggFjMAwGA1UdEwEB/wQCMAAwHwYDVR0jBBgwFoAUOT0QR9yXj6+Ie01zGB3N5e6kpSowbwYIKwYBBQUHAQEEYzBhMDkGCCsGAQUFBzAChi1odHRwOi8vY3J0LWMycGEuc3NsLmNvbS9TU0wuY29tLUMyUEEtSS1SMS5jZXIwJAYIKwYBBQUHMAGGGGh0dHA6Ly9vY3NwLWMycGEuc3NsLmNvbTAXBgNVHSAEEDAOMAwGCisGAQQBg+heAQEwKQYDVR0lBCIwIAYIKwYBBQUHAwQGCCsGAQUFBwMkBgorBgEEAYPoXgIBMB0GA1UdDgQWBBTznRBN1A3LnXL4Rgp2GEelG2hPdDAOBgNVHQ8BAf8EBAMCBsAwGQYJKwYBBAGD6F4DBAwGCisGAQQBg+heAwowMwYJKwYBBAGD6F4EBCYMJDAxOWJjNDAzLTVjZDctNzY2OS1hZmU2LWZkYjE3MTc3ZDQyODANBgkqhkiG9w0BAQsFAAOCAgEAgjiXbGUfoTcAG/H57Rp0utWmWx419WdsGs8rZmlAzfX80nJW38qVKOr4ZhjeQkM9+AV4oGgeKBmJrbXuf/z1MtKMuF/nbIBu61t8l1sw5xMPLkK4A8Zwmv7+IAmsNUbVoAiMSUWAw7qSH1XHBFoVnW/S69h5m5Y6vEQSkDQFFTR99EGlM5cvLmxRUgptPUmwFcvHhlgRB8zc7p4u6cYHObgzXCDaEu4AVzNULnAoSiUpT5J8LtL6HN1nLnroUHg5UbqDOtqIfpAjkJL1Ylia5cKoc4aexdhx6e8YXGR7ke4PNy92mHhWZOdvQtEQfZIBvIUWam9tGWSF2P8ilu2577LQXBoFhH1oXTVbS7HFaUgWeQbmaI6gxGGYOkz4wCR55aZo4O8Z/daQ1i4tQQxkdRBWX5OUtqGcigIaPLbA6G3zxUPndixoF6Ty5suLiJUW6BF7FSpyJIEQPSHGY20vJYCjmVuqKaX9R+rh92vlBPtbUCZtK6GCXTH13WKofDID3EzHpSxyMFCAV5MGguLorrOnCH+vWTSuEHLvKp2ueKziM+xTtcmZ0iioKjehTqv8zH5YmydtReG0KgecBL0FMFehMS4gLsniyBBU26GSFk++JDWY/i8FadwbuE3j3gcvGuhs9cGK4tP+cnfTE6gr1FeXrgwLBofYAAQBvpO2EolZBlMwggZPMIIEN6ADAgECAhQnK2PIzB1NLZuEUXJs9JxeMlGu3jANBgkqhkiG9w0BAQsFADBPMSYwJAYDVQQDDB1TU0wuY29tIEMyUEEgUlNBIFJvb3QgQ0EgMjAyNTEYMBYGA1UECgwPU1NMIENvcnBvcmF0aW9uMQswCQYDVQQGEwJVUzAeFw0yNTEyMjIxODE3MzBaFw0zMDEyMjExODE3MzBaMEoxITAfBgNVBAMMGFNTTC5jb20gQzJQQSBJQ0EgUjEgMjAyNTEYMBYGA1UECgwPU1NMIENvcnBvcmF0aW9uMQswCQYDVQQGEwJVUzCCAiIwDQYJKoZIhvcNAQEBBQADggIPADCCAgoCggIBAMs6tM24nMsWKVa4eace+Gv2+diPcsOmmBMarQMqQdphHi5HCFK9HnRRvl0E7HqCtsD7+g/oJ6WL6P5i8wxg8QNfSBrKcwF/c5XkGU5uzE56Nd5YEeHXghfc0hZHQ3eb30gZiHmfozmkWU5e4E4LR5fydULXdj22f6Qi3O0Hxm8f1HJGjNZRx7W3evKT+SMn1YACElB1inCgaOnnvIQofJwq6impwC/+yXYRGUZVsC9j6n2e9BWwRKRA3kA2XESKVGtXSP+7EW+k1eqOwh7XfNi8zmm/oB8ATZNFO5kuedLPAZ6fKbtG2RR4YzCWM1GcXpNt+uU0Slh4sylsXXy4dRuVPJl3IXvYtErr2s3HCArWBMmi3q6Xs7ZRltqSm8Oyu1DE/rakTAOVXS2Sak9i5eAq92mgG5wE1bmTANrRu14OCA5PCMYLr/kpTNDJBOzr87JxUHt2J2iR+VCIuHc12M2h4dfTKedKxodUWSTCZ7JtBwk127rOGLhGpeALi9rhp59qzmAW0hASxPfB3hlzeVXgcLTv6szH/nYciU5mCmmILRDtw0aiKuR/jNQSnFdGLVgYYtXKqPp++MLZYWoWyzVdoJOjsmWoL+3vmOf8frpI9KqhcfyTr3/qp04Yc4hp1ULA+YSShU8Qy1SzPTr43SllEXnKQ56WuIdYliHv0ZF7AgMBAAGjggEmMIIBIjASBgNVHRMBAf8ECDAGAQH/AgEAMA4GA1UdDwEB/wQEAwIBBjApBgNVHSUEIjAgBggrBgEFBQcDBAYIKwYBBQUHAyQGCisGAQQBg+heAgEwHQYDVR0OBBYEFDk9EEfcl4+viHtNcxgdzeXupKUqMBcGA1UdIAQQMA4wDAYKKwYBBAGD6F4BATAfBgNVHSMEGDAWgBT8Kkp1OoD6mWOT8HNX7L6TsH3DezB4BggrBgEFBQcBAQRsMGowJAYIKwYBBQUHMAGGGGh0dHA6Ly9vY3NwLWMycGEuc3NsLmNvbTBCBggrBgEFBQcwAoY2aHR0cDovL2NydC1jMnBhLnNzbC5jb20vU1NMLmNvbS1DMlBBLVJvb3QtMjAyNS1SU0EuY2VyMA0GCSqGSIb3DQEBCwUAA4ICAQDONvo+7w+WNi2OrxFVZv97fwMrDQBrVvXLrR69KoGtpabQTaM+FJPkkxEMadXkjKhu5jdUCBbiJZzsZWYoPDM9ohqaorvNZ2RK5750IQShbsOrJsQ7LNpVuf1HTgTgjXibN4PEdDvFR2HvbUFypNtdQ1PJlk7lHeAEOt+o3S7Rr1iX1uf0XwRyIzxrzwu9OQGrBoyTqI+nD3ZZPuEEkvX32ftGYgWrbm7UiEagsy8qal+lTtr41PzM2aM8qXdFGwrB+Zi5OcvMoXHAKoIScdPk9iXiUSFt1hXf5FONb0p9F45ewLoM1Q53eSGBes7t9xwdm462sopCVp2Pa0EqDv5rnIvuGqMoz1/z6dBkHtbuwolLGOuSz/WvwicFTbiRoTclmeb9gNz0vMc3e760AS1nWPAv58Ozi3HlRAN6MLalsnU+WyN+O9NUpjq5x8wOHDMV1Wo1eoF2fy/+V9pp+Aw+P+9UjwGLe0bDY576H+3Efy9whCv2VoL0p8sk12xeJHs6valYOxgRabOcj9JwdP+Lbia7w6tFx1MFlpxHtcZGq171/IiLGWijNQ/lfGqVZbWr67n/urjgm0pHss7sFS+JAn0V7q+cDE3Eyc4B9TI9j/cmNAv+Iot67fleXmdfURRb2yRW+9FZobfeFppmCbbRhi76B31+lXmbRGZ8NoX29aNnc2lnVHN0MqFpdHN0VG9rZW5zgaFjdmFsWRSKMIIUhgYJKoZIhvcNAQcCoIIUdzCCFHMCAQExDzANBglghkgBZQMEAgEFADCBhgYLKoZIhvcNAQkQAQSgdwR1MHMCAQEGCisGAQQBg78wAQEwMTANBglghkgBZQMEAgEFAAQgcbgUaYoXguEBamBN2+7KGMTLvvG8Dm4UrhE8o/e7Zw4CBzzpRwp3YNEYFjIwMjYxMDI5MDEwOTQ0LjcwNTUxOVowA4ABAQIJAIDUczI3POxPoIIQZjCCBPYwggNeoAMCAQICFGHbRigyioyNSga3v/5g4wJsP3G3MA0GCSqGSIb3DQEBCwUAMHsxCzAJBgNVBAYTAlVTMQswCQYDVQQIDAJDQTEWMBQGA1UEBwwNU2FuIEZyYW5jaXNjbzEZMBcGA1UECgwQT3BlbkFJIE9wQ28sIExMQzEMMAoGA1UECwwDVFNBMR4wHAYDVQQDDBVPcGVuQUkgVFNBIElzc3VpbmcgQ0EwHhcNMjYwNDA4MTc0NjI2WhcNMzcwNzA5MTc0NjI2WjB1MQswCQYDVQQGEwJVUzELMAkGA1UECAwCQ0ExFjAUBgNVBAcMDVNhbiBGcmFuY2lzY28xGTAXBgNVBAoMEE9wZW5BSSBPcENvLCBMTEMxDDAKBgNVBAsMA1RTQTEYMBYGA1UEAwwPT3BlbkFJIFRTQSBMZWFmMIIBojANBgkqhkiG9w0BAQEFAAOCAY8AMIIBigKCAYEA6srFrZT98P0nn8d4p2EEyv8OKWEq+6GIzV+oopedDokvi5HIH7ywlpA9CBxVgsGWjjZqFa2JaeiQ2yxEMoOoCs135TXo7qhkW/644I6d5wIgoSjDNd2nEDfpIvcJTZeatIRzwC58qVBHKKC08Gkf8LCHKXpZ/g8UFDVC+dlpUhdKIDfyaMwP8S23gpYgG0sRDkYSXD2kFIa4S0VmOKJOTSfKlbp1DMxOh2qfdMMgFQUBJF8NxH5crv4d8x8Lle0Akd889YabKhJeDtYPHNDdyfoNyE3DyYRaGEks5DhzGmBSuEzuxvO3ttjdaqnOILpd1sRcNRBk8gMjEVM/Yo5lBRFdcCvUyWsJgUVS6BpX7VpGXdpddpwleRBog1GkmIR1kXKYVf/Y40Nise1pZydBvMWP8moHK4NJ6OEtGDQOuzkHr2e9tJUeyAKyvUVnzXIBiJRfVUsGLK2v7aX0JK93Az6DimRRj5GMDDmWS7A9rvoEmaE+GIw98L4XNqEu9WO1AgMBAAGjeDB2MAwGA1UdEwEB/wQCMAAwDgYDVR0PAQH/BAQDAgbAMBYGA1UdJQEB/wQMMAoGCCsGAQUFBwMIMB0GA1UdDgQWBBSkJ1SCooqAez3Fhs0/cNnCg5lReDAfBgNVHSMEGDAWgBTyFPCwxxdUPSNDhdzKc9BygD24qDANBgkqhkiG9w0BAQsFAAOCAYEAIPskT0HAwLyYsjISIBCNIJlINRJPxEZWfqc+P7alI/kqSD7gUZ0fRUB4wbuDTpNQyZsnlmjfTc7y9hzSeavv6sEf2j/1mFkI5nDNifTuR4uqy+z/jH4U4UbYkeacuB7kNEb/YdJ4+H04OeNS7RtfZuhzwAByO+Soq46GGyqjNyH5O997XFTYTMdqKkt/z0N0YAWAc6PJ0Xevh6n9tbGEam6/iCrOmqGaq6KegkgHDDfFAmNRl9tSfG8eZ8lpCELVz/X7rRtei5Di4Ah5PC4bE4NqnqXoJUGPhRAB7eQYwaA6jf6dUlAa74fe4WTNVfkhIN+2Ke+fJ27RujRGq0oiT+diFXfdRSPdYS3CMSmPxLl+eQIGq7RX1MHszx0G4Vx7ZUmwGetNq6THJ0BOprS1j898w7RDp3bTXjBj7qgXrjUodGSrWjXjWy86Pk4KYdYwTUOb/04uxiG5PjosIBlXMHVqjmRLotAJ0RbXoGcmQW1n+ANwdrglJlb5kSYnw0tJMIIFfjCCA2agAwIBAgIUBI0EysbFC8XaGbC88U4RlaXqvBkwDQYJKoZIhvcNAQELBQAweDELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExGzAZBgNVBAMMEk9wZW5BSSBUU0EgUm9vdCBDQTAgFw0yNjA0MDgxNzQ2MjZaGA8yMTI2MDQwOTE3NDYyNlowezELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExHjAcBgNVBAMMFU9wZW5BSSBUU0EgSXNzdWluZyBDQTCCAaIwDQYJKoZIhvcNAQEBBQADggGPADCCAYoCggGBAIm81LniyKELvmG73jxkZn6nvpxtENOpMAcmPAT04GsgOd+VNO2pomUISNs3hjKDjswKSqDA8zRsoMCYzSufpfTLfNkPJt5+yU2i72Nbkeb2WajSAfpO+dk4K1oOzWBamIGYqNdTxuMZ1i5IrENXCemU8kf5bEWKFWC3964vXqI1ToU4hWmfNJ3QTdhDPc00bfxjk/zTcLtK6Hboak5mSaDt/PgYvu+aF7eod6zvtzjMudQqM8R2D9ZAEXfL/sddFy1A096LPMAY1kAUQZnLlD8sfQBrUvyeylC3CUdFFeEFI1X6sU9vVJiV9H26+GjhIhx63IqRQ4sVti4SQ7FiHKC+yiSOLu+/pNFN6Lg/Mc8mPcUAUOry2SQgZO3Vc54ucHiq3lY8BfnUgKLora/2+6ijXMtoq0TbMHfyxDR0a1Vtxof78jI8nnEORRP37FAP+/7WBDEmu9DETWHiQtuvwytuXysZG+bisO+NXETNH8BzfY+i6b1tgrwlZYQIMGntFQIDAQABo3sweTASBgNVHRMBAf8ECDAGAQH/AgEAMA4GA1UdDwEB/wQEAwIBBjATBgNVHSUEDDAKBggrBgEFBQcDCDAdBgNVHQ4EFgQU8hTwsMcXVD0jQ4XcynPQcoA9uKgwHwYDVR0jBBgwFoAUWMJAoDxHdiuo5m6okZaOlsi32eQwDQYJKoZIhvcNAQELBQADggIBAJLsN1zebOtk2q6hEQkwcq7ccgj1O7wPej3WxuEv9oMzfegfV0AYTkyZqmvUmdkUi9tr1kz4ytBZM9OhoDhcI4hEJPuH4faTBie8oe1MX2dd/zWrMdLsexHUQEM3T8KEG5y6ZMgPsKIdfpo2+OHQgrNQQ7LgVb2AlMhZUk5KdN5dx0VYm7f6MKo73Ee81S4suTgYYyx5WrfdVa09Qt+IA8/xaP5zANRat94kApeRwOdn/tymCvOlRhGzURx/Es+Nr1/jGMi4QMa94/nWS3HQZF3lZMJLwF530T3HW54Vz3v9lJTnAUsIUdr7ZPSrEfA1lPH2vn4rDt2ymj1Q3VDDlmSObasMc58oBjsEd9CX7W9FT7EzLl9G64O2qWEfvNeCrviAb8LjaRUw5m18OkSSKwaYLa/cNMG+pSpI54fI3jgMtQQMM8rjhFBw8bIeS96NT/aRGdxfhfrx5tHXyqfutJ/2IXgpgfDjcFh3ARCGpDpLl4NG6NrCanbJqRLLIRwPRb5lsaCGLoC8WUtNm0MfbbTXhOD88NXIYZANQ44Tap3D8SE8hF0G/jvW2CM5RQtfHXEN+jL9oICVRLVPAOXDdP3iTodyhvTwUQGHHgi91LUrNWwGEJKkO2tqnbr9wDsHnHbCDNUYOX9J2uOUHD5QCGrXTOKJYZ3v68/Fw0BucHo4MIIF5jCCA86gAwIBAgIUE1A7bImM8CQDMyyP90+O+32C7BswDQYJKoZIhvcNAQELBQAweDELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExGzAZBgNVBAMMEk9wZW5BSSBUU0EgUm9vdCBDQTAgFw0yNjA0MDgxNzQ2MjVaGA8yMTI2MDQwOTE3NDYyNVoweDELMAkGA1UEBhMCVVMxCzAJBgNVBAgMAkNBMRYwFAYDVQQHDA1TYW4gRnJhbmNpc2NvMRkwFwYDVQQKDBBPcGVuQUkgT3BDbywgTExDMQwwCgYDVQQLDANUU0ExGzAZBgNVBAMMEk9wZW5BSSBUU0EgUm9vdCBDQTCCAiIwDQYJKoZIhvcNAQEBBQADggIPADCCAgoCggIBAPaS6dIUuq2e4RqsdahWG9iqsbNqkl+WefWStxQtJPi/wBqvYL7Bms15mtxsmv42msGYFqQ/5CyduqWlUHOzCsL5GvPESS94vdLsvOc/9JvRGg/yoGGiLIklylEGERf5JRCc0sYv9InEQRIO/iYe0201zey7NWBAqIVRvvbukJjxKtidehBratku2WPz5RRcKcWGIsGKHGjN6zieqVCWWyND+zj/Qnw7OqFRLyXJSNwx/1By7vB8oXfNGG+BYfM/v27o0huxpgg25Gsy+/53qF6bXN3dMZBMjmX/FoHLQc4oMVPKGEPOSARufdZkFrMpEOS0Ljq3VFpyVlfzqGp9Hu/mYR/dZcgOSAlJmTJ08AqizN2TAFOsI72ChSCx777tHaF3AO46RjOinuyv6QYxZrRmb7KJk6B+lQ4PIc5B+F7wjunNucDVM1140NAnMc9QMHJzHR7aasLAk8+t3A9kh/b7CE6IdvU+7/+SLJl3Lgv2BtyYtp0JAzr99BoJx49fWul+SA0JK7UeioMbBPJbFTwsEAOvkaKdQbdSaNENERoZv7DA2k9gve4pqu2HjXFcKIyNiKMlFGNF2AX8e2GPbEZUOxhcybCCr4PIsSM/HJ8aW+6i11S1KlOuu4XbpvqXnuyEiXLzekDJFraFWEdb8SRhOaJM3tjGqCLynr9bTCzLAgMBAAGjZjBkMBIGA1UdEwEB/wQIMAYBAf8CAQEwDgYDVR0PAQH/BAQDAgEGMB0GA1UdDgQWBBRYwkCgPEd2K6jmbqiRlo6WyLfZ5DAfBgNVHSMEGDAWgBRYwkCgPEd2K6jmbqiRlo6WyLfZ5DANBgkqhkiG9w0BAQsFAAOCAgEAWPiBkQyY8mxh/siGHdZbhB2m1r64pl0MXUnLuKEpzS2duFj58ISJPTz4b9VqH7QqolWS8GeBmV61VAz7mkaA4wJRAFPADgPBiFfe74JVfuP0fRjrDyb8g/8hqMGs3tsbk6sZzdAwdhg6k53OqmcDDTkaLoB0323wfhN2L+nqUEGLOD1s5eA+7i/bZFQ2XhG+YkW20SG0gDyMGOvanNZKqdVUZVtr0Vh+wEmH6+tLX5IMO5TXmob2oVnOR/A4rMOwfwN0ZNHAUjuhsXsoa+EOaZf4AhgMKBc7J/+upBCe92XLoPTqub2UzkTimLEKSGjuVakhpWCP/srWfdF7hiCcDvOoeNDG2kAuyIEFC1xiqCrB+1bnGHkHjhGv7OXb03D+RsxjqGTxPOmvpWS8Xr+FCC0esM7judOkEddSu3CLhp37Lr8K9tJVKyNCK0Nc7KGCYT/Pce2w95fp5MvCPPysd7e23CDBTOmJsg+yL3/DfpJknAi1hN7Mlv2JsEu1Q33S6a2G/RnZLZ+9AO7AtEdWI3xIFZEOTg9niSB7YgjByV5V8fYGxlEjV2/vh74UIEZ5vpQCscggKJ2ViogmVQVmUu8Yf9lLuqhaFOnCLK2fC8NcQvOh9SdkeXGMClqe/bn5RXkHcB7hagO1N5aOWP1Fv1QljIMDPQ/ZJjMj0Fh3prgxggNoMIIDZAIBATCBkzB7MQswCQYDVQQGEwJVUzELMAkGA1UECAwCQ0ExFjAUBgNVBAcMDVNhbiBGcmFuY2lzY28xGTAXBgNVBAoMEE9wZW5BSSBPcENvLCBMTEMxDDAKBgNVBAsMA1RTQTEeMBwGA1UEAwwVT3BlbkFJIFRTQSBJc3N1aW5nIENBAhRh20YoMoqMjUoGt7/+YOMCbD9xtzANBglghkgBZQMEAgEFAKCCASUwGgYJKoZIhvcNAQkDMQ0GCyqGSIb3DQEJEAEEMC8GCSqGSIb3DQEJBDEiBCCUi4FHJjNHiOuc/iPCSbrviX1+3XZ2f7xtSezzpgvoGDCB1QYLKoZIhvcNAQkQAi8xgcUwgcIwgb8wgbwEIL1PubKQTIE2Z4hu70Hhbf4E2SIHnb9bkkrQosRgRiJ6MIGXMH+kfTB7MQswCQYDVQQGEwJVUzELMAkGA1UECAwCQ0ExFjAUBgNVBAcMDVNhbiBGcmFuY2lzY28xGTAXBgNVBAoMEE9wZW5BSSBPcENvLCBMTEMxDDAKBgNVBAsMA1RTQTEeMBwGA1UEAwwVT3BlbkFJIFRTQSBJc3N1aW5nIENBAhRh20YoMoqMjUoGt7/+YOMCbD9xtzANBgkqhkiG9w0BAQsFAASCAYDFB4akEJX+dN8Jd9XyZFY85SXSvaF1Elg7/rcACpPxRNB8gPKTucEfugDSVGfTz30a2S1D7swtE2MkVTu+LQvon0BZJ4E9JD/wuAc4Jm8nFx4Nd6cob4tYKgxiYq6fGH9H/eu58QWItHc0hhbGqIOmJ7tmbPwYYexiiodnZ2n5IIA7yJh8gCXqIK36QEa/tlHz8lfPyB2Gmpn5yyQPzBtwqLsEf7YZy4topNLtLWwFxsBlh5u+viDYxmSeZOx9K9R17iAE9aqWl/jkLMTxVtT+d7K20ipV72PHEhVE66RLHU3vTbrMIP6eaM+tvpQZ2mSxICQRncQ4erbzvPj85kHtABnXbHD+UgGqmj1XEYKvkeCOlhfG2mOEGhDxsXrKUDK2XSO/Aqp6hqSyuBVzWktcvE8MwGWbPdMnCLXqTZn8iKVLwt7qLrOOsG2qLy+EK+B4Cf91FXXFxknDnp8Hskx+lvgNsxaB9XX8qU44N7Q94BSzamJJYI8orHf72LD9iGVlclZhbHOhaG9jc3BWYWxzgVkH1zCCB9MKAQCgggfMMIIHyAYJKwYBBQUHMAEBBIIHuTCCB7UwgemiFgQUPaqqeI769kz6XmrRQE0O5VTyH64YDzIwMjYxMDI4MjM0MzIwWjCBmDCBlTBJMAkGBSsOAwIaBQAEFN+CN1NeU9gzseAEPSQ18XXm4QoZBBQ5PRBH3JePr4h7TXMYHc3l7qSlKgIQC6X86Q5wjPIFgDHuRBxkc4AAGA8yMDI2MTAyODIzNDMyMFqgERgPMjAyNjExMDQyMzQzMTlaoSIwIDAeBgkrBgEFBQcwAQYEERgPMjAxNjEwMzAyMzQzMjBaoSMwITAfBgkrBgEFBQcwAQIEEgQQu0t+pG+sVGVqFl0jjihY0TANBgkqhkiG9w0BAQsFAAOCAYEATsBUYtvolxCPaSDqY0Nd02tIaHQACDENBSIKFlPKHxyuOrNZ2SUg7fvUqSOvHfXiS+za5ht86+k21kf0fKl+d0R89THu0wTQjyE/hJxN7XhwJoA8u480BWKhxcAkvSyo849RKwraHKWd8ulua7MrfuyV4lr0A09aSdUIOB+S2DpKG8iBVrtP1MykY4VBufrP8uP3IZMktvKlFuYiFQEXZNObd++UFCZiyCmrTHDyOKNmQhPRIMQSPqWuUTv7Va6G3T4s7LrwMNcyGtLBnELr1d+VCPDavd6Xe3K2s6mMOGS/rn7vJ0SDRtPnGgIJIccd2H1FocoHYt+dHt3N1AM6QoXcwF1bxROlRNBTiUOJrfSpGCJwrlUtDYDGGUOpfmM649McODvDwT8CWSeMSTATx9vNHXfKmE9uv5+1r6GtXUMy7JVzE9ChTflHPKh4P3Y6QOyx2uC7u87nT5J2P5hQnrIvQLZhD1IWQ8/D3ZyGbdYIsObFLdYXeFvqCN7zfaTHoIIFMTCCBS0wggUpMIIDEaADAgECAhBaSrI/0CjG/kuzP2494ye6MA0GCSqGSIb3DQEBCwUAMEoxITAfBgNVBAMMGFNTTC5jb20gQzJQQSBJQ0EgUjEgMjAyNTEYMBYGA1UECgwPU1NMIENvcnBvcmF0aW9uMQswCQYDVQQGEwJVUzAeFw0yNjAxMDIyMDE0MTVaFw0yNzAxMDIyMDE0MTRaME0xCzAJBgNVBAYTAlVTMREwDwYDVQQKDAhTU0wgQ29ycDErMCkGA1UEAwwiU1NMLmNvbSBDMlBBIElDQSBSMSBPQ1NQIFJlc3BvbmRlcjCCAaIwDQYJKoZIhvcNAQEBBQADggGPADCCAYoCggGBAKJQk0HmSkveC5umlXQmWDzsUvy7lB0yzRTDxlDf0L2cxm5wiyOX14zuzAh8Vu5nvvmawJKw67qlM/9taRSQgy8IiC0V7bBLXR8sm7m4ZRckY+4TsCRgjQroBfh5H8bTYTVbjASXWJ+zjFzY5Mam0EPws6fTVNlsiPcYp7jE2G79MSjeDgkukCf1c9l3ptVQmiDZvMsyxUa5/KJVBU3uoJusaGrBGz84KnoG2NNdurSzHuudVSnu7NI3FJ+uxTapnLC33kQqi+hQpxEgCIALeXslz9k58p5Fm3e6B3gJoKZOe0COMf3qImiHFYDEgiHkT1ryEfOID6RLiSp+TCQBJqmgmgTJnXwF7mtihSIyAe7W3CvS39ZGNHaggih4jr4q3Q4U5NZqKnfbdHo1J6aHFhfBuB7wOlOBqprWK5Ov4x+bt2XSJjBKpRwOvsrxi39aNAGmodIBCIVyOFg5xOw+Mh0fhN83FHnWMNM3G3jm6M2S6W4rDW7sMOsyOC6pPNIt5QIDAQABo4GHMIGEMAwGA1UdEwEB/wQCMAAwHwYDVR0jBBgwFoAUOT0QR9yXj6+Ie01zGB3N5e6kpSowDwYJKwYBBQUHMAEFBAIFADATBgNVHSUEDDAKBggrBgEFBQcDCTAdBgNVHQ4EFgQUPaqqeI769kz6XmrRQE0O5VTyH64wDgYDVR0PAQH/BAQDAgeAMA0GCSqGSIb3DQEBCwUAA4ICAQC7c6ZVhKNoUOsQ8aBs18kphJ0+qC/tCrsOoOury8EeuAGGBbcwJUht8w3hvaFNKNIrZWBE3LaNq1U/192FHv7wl1skLOytSx9L9LsJ+p6w4LCw/Y5EcrSPDGrdY+jrstYL1Mfx54sO399sxAmi/T0fcxsRWMEoKaJrYGkwKTtVtIyppAiQqRJwPm5yxHYcMGmCTyW0T1XO6UjPX4sHf83wVmvf3J6GHzbwNY7BN5VzuO22GKhEvvaX3kkPvI+hPnIn0D0hfFJcUKnHFdyp+/dtsCoHJhAUoJTfFWSFjKc9ijoxBnSRIeEY7ErfhRFozmGppGsyM9No5sm/s/z/lfEc18IFZUpsTkf+qGCUd2hBzk4oRKXGmIeoNfKOBmaqJL1qwRKuGCBr3nSjdyZlp6XCKB0l/T6p5RRJuQf/dGgUckdQ+3SaImiFGoy/gwCc2eNtDaI8XMdOpXbS/8Kqxa60/CpCbCeotNY5yxeZWMsHC8Ox/DboNdTLXskRmJjO6IKLEu0LWGG6YZHRqXrJPljg/JRITHTmz9R8swHy6CNL6DBoGbsn7Ln2CbbteZPlCoK1x+cuGsaFa5OlQVkplLpY02+WTZ9RM5E/wLhQG8+1umCI6TcKTJafI3jawcqOxZY+bPpfADdW3wkGIZiSeffAv+POkqcUqyxXPUHUEongP2NwYWRZIvkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA9lkBAHOu3t/6NDRpgO95B1nwy2e+euAuliH4NYDfIQycG18V8I/cmKPY/7JMLkcBk1h+GIRrkjHW7wpxkcMgOE4L7ReoruVwxMQC+78aaFPqpxL8JuHWtZocNE1+ImcdrcMkhz9L6TmILY6JWkEFSVx0SlA6vKZ+sEKoNlrqjvYpKKXlfbby/63oDGfU8TnoCVx6TQSrbHSvhgsIrYTtxNw005RpSqairAvfSY7wnvG0OWeyLZxkqzNZLtJG1y3JjfKEjEWhKKoM8IaNj+D5bb65HX23f2CntZJFRAvR0hNZ1yR9Fx9l8Pq3Npc02IjzwDMTZC3XNnSP/lOJDYXpT153BX3/2wBDAFA3PEY8MlBGQUZaVVBfeMiCeG5uePWvuZHI////////////////////////////////////////////////////2wBDAVVaWnhpeOuCguv/////////////////////////////////////////////////////////////////////////wAARCAQABAADASIAAhEBAxEB/8QAGAABAAMBAAAAAAAAAAAAAAAAAAEDBAL/xAArEAEAAgECBAUFAQEBAQAAAAAAAQIDESESMUFRBDJhcZETIkJSgbEzI6H/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAgED/8QAHBEBAQEBAQEBAQEAAAAAAAAAAAERAjESIUFR/9oADAMBAAIRAxEAPwDaAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACASOPqU/avyfUp+1fkHY4+pT9q/KYvWeVon+g6EAJAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHFr1rzmFc54/GJn3ZrNi9zNojnMQzWy3t109nDPpN6abZqRynX2cT4ielfmVIzaz6qyc157R/EfUv8AtLgZrNqdZnnM/KAGAAAACdZ7z8oAdRe8crS6jNeOsT/FYa3aujxE9a/DuM1J5zp7sw3a36rZFonlMS6YXdcl69dfdv02dNYorn/aP7Cyt625S3VSyuwGtAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEK75q15bz6KLZLX5zt2hlqb1IvtmrHLefRVbNa3LaPRWJ1F6oAxgAAAAAAAAAAAAAAAAAAAAADuuW9euvuurmrPP7Z9WYbrZ1Y2jJW1q+WdF1M9Z820qlXOtXCEtUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACJmIjWVGTNM7U5d2W4y3Fl8lac957KL5LX9I7Q4E2ud60AYwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB1S9qcp/i+mWttp2lmGytnWNwy0zTXa28NFbRaNYnVUrpLroBrQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABxe9aRv8OcmWKbRvP8AjPMzM6zOsstTesTe83nfl2cghzAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE1tNZ1hADVjyRfblPZYwr8ebpf5VKudf6vAUsAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABCnLm6Un+oy5dftrO3We6lNqL1/gAlAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC3Fl4Z0tP2/wCNETExrDEsx5OCdJ8v+NlVOmoRE6xrCVugAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACFObL+Nf7Jmy6fbXn1lQm1HXX8AEoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAWYsnBtPl/xpYl2HJw/bPLoqVfN/jQApYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAqy5OCNI80ur3ildZZZmZnWecstT1cQAhzAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAaMOTWOG079PVcxROk6w0478dfWOapXTm6sAUoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAARM6JZ89/wj+srLcV5L8dtenRyCHIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAATS00tFoQA2xMWiJjlKWbBfSeGeU8mlcuusugDWgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOL2ildZZZmZnWebvNfivp0hWi1z6ugDEgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADVivx135xzZXWO3BeJ6dWyt5uNghK3UAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAV5bcNJ7ztDtlzW4rz2jaGWs6uRwAhyAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAacF+Kuk84WseO3DeJ+WtcrpzdiQGqAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAV5bcNJnryhlW57a34ekKkVz6v6AMSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANOG/FTfnGzMswW0vp0lsqub+tQC3QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAARM6RMz0SqzzpTTuMrPMzMzM85QDm5AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABy3jmANlbcVYmOrpT4eftmO0rlx1gA1oAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAy57a5NOzSx2nW0z3lPSevEAJcwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFmC2mTTu1MUTpMT2bI3hXK+akBSwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHGSdKTPoyNHiJ+yPWWdHTn16AMSAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANeKdcdd+jI0eHnWkx2lvKufVwC3QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABn8RP3VhSszz/AOntCtF9cuvQBjAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABd4efumO8KVmCdMsesNnrZ61ALdQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGTLOuSzh1knXJb3cudcb6AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAO8X/SrhNfNHvARtAdHYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABit57e8oTbz295Q5uNAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAE180e8ITXzR7wEbQHR2AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAYrea3vKE289veUObjQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABNfNHvCE180e8BG0B0dgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGTL/0t7uHeaNMsuHOuV9ABgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA6pveserl3i3yVCetYDo7AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAM3iI++J9FS/wARG1Z9VCL65degDGAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACzBGuSPSFa7w8fdM9obPWz1oAW6gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAK80a459N2VtmNYmGLknpHQAlAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0+HjSmveWZrxxpjrHo3lXPrsBboAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMmWNMlvlrZ/EV5W/jKnrxSAhzAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAATWOK0R3lsZ8Ea317NKuXTmfgApQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAry14scx1WAMI6yV4bzHRy5uIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACYjimI7g0YK6U177rURGkREJdHWAA0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABR4iu0W7c1DbMaxMT1Y5iazMT0RXPqIAYkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAW+HrrabdlTXjrwUiOvVsVzP12At0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGfxFN4tHtLQ5tXirMd2VlmsYmYmJmJ5whDkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAsw14r+kbtSvFXhpvzneVi5HXmZABrQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFHiKfnH9UNsxExMT1ZL1mlpj4RY59RyAxIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAsw04r69IVteOvBSI69WyK5muwFugAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAqzY+Ousc4WgMItzY+GeKOU81TnXGzAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHVKze2nTrILMFNZ455dGhERERpAuR1kxIDWgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAImImNJZclJpbTp0lrcXpF66SyzWWayCZiazpPNCHIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABMRMzpG8y1Y6cFdOvWXGHHpHFaN+i1UjpzMSApQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACvJji8evSWWY0nSecNqvLj4945psT1NZhMxpOk80JcwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABdgx6/daPZGLFxfdbl0ju0KkXzP6kBSwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFWXHx7xtLPMTE6TtLaryY4vHae6bE3nWUTMTE6TzQlzAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFmLHxzrPl/1OLFxfdbl0ju0RtCpFzk5JBSwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHF6ReNJ+Wa9JpOk/LY5tEWjSY1hlmps1jFuTDNd67x2VIxzswAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB1Ws3nSsA5X48PW+/o7piim/Oe7tUi5z/qQFLAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFWTFF942laAx2rNJ0s5bZiJjSY1hRfBMb0+JRY53lSGmk6TtIxIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAO6Y7X5RpHeV9MVab857tkVOdVY8MzvbaOy+tYrGkRpDoVIuTABrQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHNqVtH3RqovgmN6zr6NIzGWSsUxMTpMaShstWLRpMaqrYP1n5TiLyoHVsdq8427w5YkAAAAAAAAAAAAAAAAAAAABMRMzpG8ggW1wWnnOi2mKtOUb95bipzVFcdrdNI7yuphrXed59ViVSKnMiEg1QAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAArtipbpv6LAFE4P1t8q5xXj8dfZrGYn5jDO3MbZiJ5w4nFSfxj+M+WfLKNE+HjpaYcz4e3S0T7syp+apFk4bx2lE4rx+LMMrgdfTv8ArJ9O/wCsmMyuR19O/wCsn07/AKyYZXI7+lf9f/qYw37RH9MblVi2MFusw6jw8dbT/G5T5qgaow0jpr7uorEcoiG/Lfllil55Vl3XBafNMQ0JbivmKow0jnGvusiIiNIjRI1uAA0AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB//Z\",\"media_type\":\"image/jpeg\"}],\"usage\":{\"prompt_tokens\":35,\"completion_tokens\":272,\"total_tokens\":307,\"cost\":0.002254,\"is_byok\":false,\"prompt_tokens_details\":{\"cached_tokens\":0},\"cost_details\":{\"upstream_inference_cost\":0.002254,\"upstream_inference_prompt_cost\":0.000078,\"upstream_inference_completions_cost\":0.002176},\"completion_tokens_details\":{\"reasoning_tokens\":0,\"image_tokens\":272}}}" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/openrouter-images/renders-flux-3-from-an-aspect-ratio-and-tier.json b/packages/ai/test/fixtures/recordings/openrouter-images/renders-flux-3-from-an-aspect-ratio-and-tier.json new file mode 100644 index 000000000000..390f94c3ae42 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/openrouter-images/renders-flux-3-from-an-aspect-ratio-and-tier.json @@ -0,0 +1,32 @@ +{ + "version": 1, + "metadata": { + "tags": [ + "prefix:openrouter-images", + "provider:openrouter", + "protocol:openai-images" + ], + "name": "openrouter-images/renders-flux-3-from-an-aspect-ratio-and-tier", + "recordedAt": "2026-10-28T14:28:31.744Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://openrouter.ai/api/v1/images/generations", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"black-forest-labs/flux-3-image-klein\",\"prompt\":\"A simple flat black circle centered on a plain white background.\",\"aspect_ratio\":\"16:9\",\"resolution\":\"1K\"}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "application/json" + }, + "body": "{\"created\":0,\"data\":[{\"b64_json\":\"/9j/4AAQSkZJRgABAQAAAQABAAD/60SySlACEQAAAAEAAESoanVtYgAAAB5qdW1kYzJwYQARABCAAACqADibcQNjMnBhAAAARIJqdW1iAAAAR2p1bWRjMm1hABEAEIAAAKoAOJtxA3VybjpjMnBhOjQ5MzQ0ODVhLTdiOWUtNDVmZS05NWI5LWI5NmU1ZmQ5MjYwNAAAAAjUanVtYgAAAClqdW1kYzJhcwARABCAAACqADibcQNjMnBhLmFzc2VydGlvbnMAAAAGh2p1bWIAAABGanVtZEDLDDK7ikidpwsq1vR/Q2kTYzJwYS50aHVtYm5haWwuY2xhaW0AAAAAGGMyc2hC8qY3L32w4VD8PxqRvXe1AAAAFGJmZGIAaW1hZ2UvanBlZwAAAAYlYmlkYv/Y/+AAEEpGSUYAAQEAAAEAAQAA/9sAQwAUDg8SDw0UEhASFxUUGB4yIR4cHB49LC4kMklATEtHQEZFUFpzYlBVbVZFRmSIZW13e4GCgU5gjZeMfZZzfoF8/9sAQwEVFxceGh47ISE7fFNGU3x8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8/8AAEQgAkQEAAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A7KiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiud8Zaq1hp628DbZrjIyOoXv/AIUAV9c8YJayNb6cqyyLw0p5UH29a5W417VLliZL6YZ7I20fkKzqKANK21/VLZg0d7KcdnbcPyNdZoXi6O+kW3v1WGZuFcfdY/0NcDRQB7LRWD4R1VtR00xzNuntyFYnqw7H+n4VvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFee+OZGbW1Q/dSFcfiTXoVcP4+tCt1bXYHyuhjJ9xyP5/pQByVFFFABRRRQB03gOQrq8sY+68JJ/Aiu/rifANqTPdXZHyqojB9zyf5D867agAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqpqmnxapYyWs3AYZVu6nsat0UAeSajp1xpl00F0hVh0PZh6iqtevXllbX0PlXUKyp6MOn0PaueuPA9lI5MFxNEP7pwwFAHBVb03TbjVLpYLZMn+Jj0UeprsrfwPYxsDPPNMP7owoNdDaWdvYwiK1hWJPRR1+vrQBHpenxaZYx2sPIXq3dj3NW6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKWkoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopaACiiigAooooAKKKKACiiigAooooASloooAKKKKACiiigAooooAKKKKACkoooAWiiigAooooAKKKKACiiigAooooA//ZAAAA8Gp1bWIAAAApanVtZGNib3IAEQAQgAAAqgA4m3EDYzJwYS5hY3Rpb25zLnYyAAAAAL9jYm9yoWdhY3Rpb25zgaRmYWN0aW9ubGMycGEuY3JlYXRlZGR3aGVueBsyMDI2LTEwLTI4VDE0OjI4OjI5LjQ3Mzc0MVptc29mdHdhcmVBZ2VudL9kbmFtZWZGTFVYLjP/cWRpZ2l0YWxTb3VyY2VUeXBleEZodHRwOi8vY3YuaXB0Yy5vcmcvbmV3c2NvZGVzL2RpZ2l0YWxzb3VyY2V0eXBlL3RyYWluZWRBbGdvcml0aG1pY01lZGlhAAAAgWp1bWIAAABEanVtZGNib3IAEQAQgAAAqgA4m3ETYzJwYS5haS1kaXNjbG9zdXJlAAAAABhjMnNoCAfYJUQTR9AjDZcTMqHH5AAAADVjYm9yomltb2RlbE5hbWVmRkxVWC4zaW1vZGVsVHlwZXBjMnBhLnR5cGVzLm1vZGVsAAAAq2p1bWIAAAAoanVtZGNib3IAEQAQgAAAqgA4m3EDYzJwYS5oYXNoLmRhdGEAAAAAe2Nib3KlamV4Y2x1c2lvbnOBomVzdGFydBRmbGVuZ3RoGUS0ZG5hbWVuanVtYmYgbWFuaWZlc3RjYWxnZnNoYTI1NmRoYXNoWCBSMdiQngNQ9Za6QaVM5mkfVvRGCPojErcBP8+yVA2762NwYWRJAAAAAAAAAAAAAAACy2p1bWIAAAAnanVtZGMyY2wAEQAQgAAAqgA4m3EDYzJwYS5jbGFpbS52MgAAAAKcY2JvcqdqaW5zdGFuY2VJRHgseG1wOmlpZDo2YjlmM2VmZC1kOTRkLTQ4NDEtYWM5OC0xNTZhZjIzNzRiZjh0Y2xhaW1fZ2VuZXJhdG9yX2luZm+/ZG5hbWV1QmxhY2sgRm9yZXN0IExhYnMgQVBJd29yZy5jb250ZW50YXV0aC5jMnBhX3JzZjAuNjcuMP9pc2lnbmF0dXJleE1zZWxmI2p1bWJmPS9jMnBhL3VybjpjMnBhOjQ5MzQ0ODVhLTdiOWUtNDVmZS05NWI5LWI5NmU1ZmQ5MjYwNC9jMnBhLnNpZ25hdHVyZXJjcmVhdGVkX2Fzc2VydGlvbnODomN1cmx4L3NlbGYjanVtYmY9YzJwYS5hc3NlcnRpb25zL2MycGEudGh1bWJuYWlsLmNsYWltZGhhc2hYIOpsf3N35w4k+kq/qHCTX9ssDqxiU8ql+of9erwwGuI1omN1cmx4KnNlbGYjanVtYmY9YzJwYS5hc3NlcnRpb25zL2MycGEuYWN0aW9ucy52MmRoYXNoWCC+W7mbe4igaWypwMmiSCsi5XCl5teHzrhgJUq8WTMd8qJjdXJseClzZWxmI2p1bWJmPWMycGEuYXNzZXJ0aW9ucy9jMnBhLmhhc2guZGF0YWRoYXNoWCB4rRLW8tzM4MChQK/YUpNv59AThjw7H0RUNJa7mbYIsXNnYXRoZXJlZF9hc3NlcnRpb25zgaJjdXJseC1zZWxmI2p1bWJmPWMycGEuYXNzZXJ0aW9ucy9jMnBhLmFpLWRpc2Nsb3N1cmVkaGFzaFggiWTheb3E8aL+y0P+aiqUkJXb/mx/QEzmyIWKQlYESgZoZGM6dGl0bGVrc2FtcGxlLmpwZWdjYWxnZnNoYTI1NgAAOJRqdW1iAAAAKGp1bWRjMmNzABEAEIAAAKoAOJtxA2MycGEuc2lnbmF0dXJlAAAAOGRjYm9y0oRZDVmiATgkGCGCWQaIMIIGhDCCBGygAwIBAgIMAI5pynbA9Gf7oeNTMA0GCSqGSIb3DQEBCwUAMFMxCzAJBgNVBAYTAkJFMRkwFwYDVQQKExBHbG9iYWxTaWduIG52LXNhMSkwJwYDVQQDEyBHbG9iYWxTaWduIEdDQyBSNDUgU01JTUUgQ0EgMjAyNTAeFw0yNjA5MDkxNzIyNTNaFw0yNzExMDQxODI0NDdaMIHAMQswCQYDVQQGEwJVUzETMBEGA1UECBMKQ2FsaWZvcm5pYTEWMBQGA1UEBxMNU2FuIEZyYW5jaXNjbzEZMBcGA1UEYRMQTlRSVVMrREUtMzIyODMwOTEfMB0GA1UEChMWQmxhY2sgRm9yZXN0IExhYnMgSW5jLjEgMB4GA1UEAwwXaW5mb0BibGFja2ZvcmVzdGxhYnMuYWkxJjAkBgkqhkiG9w0BCQEWF2luZm9AYmxhY2tmb3Jlc3RsYWJzLmFpMIIBIjANBgkqhkiG9w0BAQEFAAOCAQ8AMIIBCgKCAQEAtPNVqVp8wtY7Ugpsi8I5WVBUaIVm2Vu+zYVeugBr3khaZ4IrKdpPV25efIeGzrOI9Fut65Om0rYRK0JHrrBg1brXjh40K3mUB0r5wn2ulZX91a1SVa4HEguA3IPK2t1UmioZoZSQMCw8ZmzWlo8/oHXQH+QC1+y6FKdsS8fjOzBpv5lXziB1mUEv2c4WK1WpReOFXCtj9aGGcVfFwEs0gZiqi89UpZC+gr9/tGB4fSI5Wg5hu1NgInwHutMwHXmFUQ1uE38tPIjkZhV2EcwY6lSVpovUrVHJMzW7EfeOVScZBRW3Wf8Dpm/U9Fk2l0p7l/mB/lTO0Bh8IFh21ScmjwIDAQABo4IB6DCCAeQwDgYDVR0PAQH/BAQDAgWgMAwGA1UdEwEB/wQCMAAwgZUGCCsGAQUFBwEBBIGIMIGFMEcGCCsGAQUFBzAChjtodHRwOi8vc2VjdXJlLmdsb2JhbHNpZ24uY29tL2NhY2VydC9nc2djY3I0NXNtaW1lY2EyMDI1LmNydDA6BggrBgEFBQcwAYYuaHR0cDovL29jc3AuZ2xvYmFsc2lnbi5jb20vZ3NnY2NyNDVzbWltZWNhMjAyNTBlBgNVHSAEXjBcMAkGB2eBDAEFAgIwCwYJKwYBBAGgMgEoMEIGCisGAQQBoDIKAwEwNDAyBggrBgEFBQcCARYmaHR0cHM6Ly93d3cuZ2xvYmFsc2lnbi5jb20vcmVwb3NpdG9yeS8wQgYDVR0fBDswOTA3oDWgM4YxaHR0cDovL2NybC5nbG9iYWxzaWduLmNvbS9nc2djY3I0NXNtaW1lY2EyMDI1LmNybDAiBgNVHREEGzAZgRdpbmZvQGJsYWNrZm9yZXN0bGFicy5haTAdBgNVHSUEFjAUBggrBgEFBQcDAgYIKwYBBQUHAwQwHwYDVR0jBBgwFoAU2aSgJ8sKJKoxqkN9c3DMf7Ulu5MwHQYDVR0OBBYEFAIgyjQxxS+QPKVZ27bQwdwTlOIOMA0GCSqGSIb3DQEBCwUAA4ICAQA42jzCGn0PZCa/S778/fwcELBUh/+2yV90cxBq15tUWVwzQ2s7ILA24YSNM+mNnFH3evce8vkt9sgE70rtkBmZIJJHDh0pRRgsfjzYiqYJ0G9zA1Lp4S48Qqf1dsJId6bVb6q6P9iN755PGLm8sIVIlshwJjZIyyq35flPp4J/MEmzj+1UvU0kyzm0gY5+DKYH3VmxgK/erwodVlLFIYrtELgM+7CmB1nC7dB1cQHowVzi90NMpgAnM6peOg9T0zLn5vGr0mgmKRMr0IL2WwUDtiIkyvASFEmBJq3QUWvSOI32YePS/oXtvq6Pd42X4H1lXunXqNjtxd3x0QIgO2PwWvOL4IS1A/6D57irYudDQe94031iMtOyElQcyUz+11Zt2tWGChlZGM2K759dJ4wYnojCG74criUh5syK4klec2E0qJZzE9LOFZGNw4Ogymq/8rC+O4w6w1t81AE0Q++U8/KheE1PNDxNrWByLAAy9sX4XVwdoa3S4AOQbewevrtx8JpXxocKJHhBZiQIlHiRy6bU5Rw4A8GOwdHEHKhmr7a3QL2m57H+nscy96hwFaJJjYGEmRcEoyA/LD7EOdPi3EwN3wsi9H2fFXy8MWbmMg7BT6ouqhNjPbwx46AaEsrf/0CM69ELDJpZLYZhWQdG5m/Ku5QAnrjQqkDbKdJmmlkGxDCCBsAwggSooAMCAQICEQCC5e3VcwjUz2NrpgAMsxccMA0GCSqGSIb3DQEBDAUAMFIxCzAJBgNVBAYTAkJFMRkwFwYDVQQKExBHbG9iYWxTaWduIG52LXNhMSgwJgYDVQQDEx9HbG9iYWxTaWduIFNlY3VyZSBNYWlsIFJvb3QgUjQ1MB4XDTI1MDIxOTAzMTYzMloXDTMwMDIxOTAwMDAwMFowUzELMAkGA1UEBhMCQkUxGTAXBgNVBAoTEEdsb2JhbFNpZ24gbnYtc2ExKTAnBgNVBAMTIEdsb2JhbFNpZ24gR0NDIFI0NSBTTUlNRSBDQSAyMDI1MIICIjANBgkqhkiG9w0BAQEFAAOCAg8AMIICCgKCAgEAvWrJ+NEJF+jE9RNhVRk3kBjjbta/YE7sNJrlayyFOOTLtu30cRVAI24xWK0ti2bGAh1g7Urm+Oq4VD8xW8wN2eSSRQFK0h3LyK2+ROiVmKJBNvr952wHOsAv7FkOf+nCaDzoh+85Gj+XBCy9RLZNR7DQsHjvEqlQCz3jUe9wVaacPJyJnm1raIJnicUNsO3Ydwf/6z1Envv052DD89F2PDEKDuF3G8WcisRVNx+PUqP11WDWjLaZPRaHXqDENBGE+hJ0E/QH9h4VzhuUdu3fuF2CU3jn8IwIq4gvmvQTEOmBqoIO9RNliBs77IlrPezVCrTL3NbfEXQEK/r6j4LiWideegtH8WrpyRKDCrVvt05mIxO6VGybK3ixAO6LylnbKhIFZVJdgpa2RfOVsWxUTQEPRz6LUQTnfjmcvNG5QZiE5SMfshi59ZiesdA4jXehuRVvDQE2bL4LTSiDbJT7vw4+Mv/R/4t2vaTgaCA02z6vx9byu+msz16SJN1nvGFuZl5RMJB8Iwg3pYMYN2b3kPOpSe1zLRqiEO6bcVvDTdjQLR3LufdNV+J4NmFS8y/LAEud0S/ClW+OKpgkniJexs0kxjCa1imjHoKo9WMK3G/56MfuCGliJ+yy7bTdEBtoowzkC7+hDj1uVpXbFVnvxTyOXHylfGZLe3x6uTxGs/8CAwEAAaOCAY4wggGKMA4GA1UdDwEB/wQEAwIBhjBMBgNVHSUERTBDBggrBgEFBQcDAgYIKwYBBQUHAwQGCisGAQQBgjcUAgIGCisGAQQBgjcKAwwGCisGAQQBgjcKAwQGCSsGAQQBgjcVBjASBgNVHRMBAf8ECDAGAQH/AgEAMB0GA1UdDgQWBBTZpKAnywokqjGqQ31zcMx/tSW7kzAfBgNVHSMEGDAWgBSgkxUobu6PCLI1xp5ieXSnsQ4rezCBhQYIKwYBBQUHAQEEeTB3MDMGCCsGAQUFBzABhidodHRwOi8vb2NzcC5nbG9iYWxzaWduLmNvbS9zbWltZXJvb3RyNDUwQAYIKwYBBQUHMAKGNGh0dHA6Ly9zZWN1cmUuZ2xvYmFsc2lnbi5jb20vY2FjZXJ0L3NtaW1lcm9vdHI0NS5jcnQwOwYDVR0fBDQwMjAwoC6gLIYqaHR0cDovL2NybC5nbG9iYWxzaWduLmNvbS9zbWltZXJvb3RyNDUuY3JsMBEGA1UdIAQKMAgwBgYEVR0gADANBgkqhkiG9w0BAQwFAAOCAgEAsMLFu+o4sROEpzNAGqtVI4l6kDCkVAUhjqgWmSpayAg0Nh1y/u6BARdLGRvqaA+4eofWwln2I7/JC89hwY5SDwr9N5zrUt7fxtIy1O59LkqrVqtZBhCBJflA8jojsnYFhi0DY+30y15Ct6xXoGbJrxMucbgUYLBeOtBE2fAYBnHlOnWnoISv3/UkhH1OGk/cDwBDWTjsGbBNPqhXfFTSzYGDXXSMelCKBH8iy9z1Y3iweUXdads8LRrB/jJKiPFg0IKvtZ0F2W0XbaSTI6viNs9yCuhGVkVcvI5969bXaURuafdrsBc/b5BDGbhLoLMrsEMJKTXxRSWQo9nucFxRBsOvrwmF0Jqajk31yCj0gNxhq9DxFIxB8HpouktarijPZWMdQdSC08N+7yeCirXFBTWNwLeHFdSJ1w5DiiEPRJvQz6wSVdieYapQZjZBsssktUTUPB3c57A/mLOohUGdV/R+n3LV8vkifmaN8qeUZ43vaWf9BKUREANEgZeUH4js3dY+ARsb7hhXLcydJsxpQ380xJkCK1ZTOG379748LgMorFiGrE0ALamNIpX6VrjiOIpxu/dhb91OTRTa5ioKu0oTjxR/ApVx+fNuJd0DwsrRgOWyf+hsUTCGrc80nDX1inhpkxZLAyTiYNBuE7bP0tdmXh0jLvuu29HU4PJiX+KiZ3NpZ1RzdDKhaXRzdFRva2Vuc4GhY3ZhbFkXbTCCF2kGCSqGSIb3DQEHAqCCF1owghdWAgEDMQ8wDQYJYIZIAWUDBAIBBQAwgYEGCyqGSIb3DQEJEAEEoHIEcDBuAgEBBglghkgBhv1sBwEwMTANBglghkgBZQMEAgEFAAQgp5N2H7jVFBW84vu71YUUCym8FP3DPiDQl3XADycbUO0CECqG16Q6zd4X4RiW/BXvADQYDzIwMjYxMDI4MTQyODI5WgIIZyCypzPUlcqgghM6MIIG7TCCBNWgAwIBAgIQCE/cM09+RU7bww+P+ZIYNTANBgkqhkiG9w0BAQsFADBpMQswCQYDVQQGEwJVUzEXMBUGA1UEChMORGlnaUNlcnQsIEluYy4xQTA/BgNVBAMTOERpZ2lDZXJ0IFRydXN0ZWQgRzQgVGltZVN0YW1waW5nIFJTQTQwOTYgU0hBMjU2IDIwMjUgQ0ExMB4XDTI2MDgwNTAwMDAwMFoXDTM3MTEwNDIzNTk1OVowYzELMAkGA1UEBhMCVVMxFzAVBgNVBAoTDkRpZ2lDZXJ0LCBJbmMuMTswOQYDVQQDEzJEaWdpQ2VydCBTSEEyNTYgUlNBNDA5NiBUaW1lc3RhbXAgUmVzcG9uZGVyIDIwMjYgMTCCAiIwDQYJKoZIhvcNAQEBBQADggIPADCCAgoCggIBALZ7pvLJ/s1K+NSbTGWz/TjGMPh8CQ6RucZCLv5anHzWJjF/NWJrFIhy24fcpKXlgRiky4WAawDfU3YP0BMxt9l3Dm5oCG5Z69AqEN1kgHg2epx+l+lZBcmJCcN0ASURML5uFIS80sZsDwO3BSkUxDjLJhBI+qiZP3aixAC/qEGLjsBNlLol9VZ7pfGEXiMlneJIC5/YKuizVzNFKZZEeoy/0B8Zm+nzKBgSWG52lCO1w+nCg6XpCtklTJXeIg283hw7TmmsZXR+SMbjbrEOvZ3fP2VxIgeR28Y90ZStd3F9VuA5RVynb/whITPAo9b75Zr4Ta6Mj3URm26QZYMn/FnbuTegcoRcFEZ9FOqM5T6MTdtr/n74lIT/ug0eeOzmZ6QTFg33otX+bFRsIolvykE1jive4PuESaT8zzVeFWDAMDtozNgLctkGD1ZjkEyZtJrLl5ya0m5doH/ScpaZCZVl6pNUOCybMc/kxC6EAmSJY24L0yYKD1Nkddsnb/ItVKi/2nXpQNMu1PT5prW83vV8d67WowuUs0HdY4H8AMLGvdL/WHEj3ZnqMqAQQP9u3Ai9t+5eQ02GDwy0ODjdzi0xlp70W+ow63/0++YDEX1M0iwgUHwbrJvfpklkZQvw3+kv3vUPItdwroczk9icflf55W1zOEKAcJVAIXpcMCU9AgMBAAGjggGVMIIBkTAMBgNVHRMBAf8EAjAAMB0GA1UdDgQWBBQUyWOKMC7USvtulPPm40B+9ezN4jAfBgNVHSMEGDAWgBTvb1NK6eQGfHrK4pBW9i/USezLTjAOBgNVHQ8BAf8EBAMCB4AwFgYDVR0lAQH/BAwwCgYIKwYBBQUHAwgwgZUGCCsGAQUFBwEBBIGIMIGFMCQGCCsGAQUFBzABhhhodHRwOi8vb2NzcC5kaWdpY2VydC5jb20wXQYIKwYBBQUHMAKGUWh0dHA6Ly9jYWNlcnRzLmRpZ2ljZXJ0LmNvbS9EaWdpQ2VydFRydXN0ZWRHNFRpbWVTdGFtcGluZ1JTQTQwOTZTSEEyNTYyMDI1Q0ExLmNydDBfBgNVHR8EWDBWMFSgUqBQhk5odHRwOi8vY3JsMy5kaWdpY2VydC5jb20vRGlnaUNlcnRUcnVzdGVkRzRUaW1lU3RhbXBpbmdSU0E0MDk2U0hBMjU2MjAyNUNBMS5jcmwwIAYDVR0gBBkwFzAIBgZngQwBBAIwCwYJYIZIAYb9bAcBMA0GCSqGSIb3DQEBCwUAA4ICAQCNxTphHp1SCt+ZrAmAfn0oQLFr0mLywSLaDXQIENoyKqxrFbJblzCVP/pkXmwXOdrOpWygLzlT12os5ipDCy35RBCg2UMeApEtrfGhz45F4Wt4WGdNdIbRWt3YTYJmpR+b7lr4d7Uwn+H600u4D7RnOGf8Wj4UNgAdZkfHhHv1mx9EVh71SJelcEN/oORSjXzdjfw1iZH9d8Nh/thn6hH23d+VsPAr6GAYyzSA02nXD1nYLI7Ijmiv+xLCiYC41DSFYL3GhTiy0PxpawPtGRyaBVGzq+UiTfM8pD7KVyF5aQyWP4KhVGUUTnmm/RlYJoW3TiXA/+t0YcT2oRVBm3JETjajHug2AL+v5jhtKVnd3D0rbHXEu27o+Q8p4sEWPMqKDB+qbceb6T/6WcwTwXmQ9lOCLLYcsQeSWmvKqzpAec9etE14jOQAzLKWdE3w/TCaKtLRaRT7LCkRYVnhA2D73FLje1O5b3HR5eHs0NzU/+xX7NbEdcofy0W3Wdwd1XOqtlpg/JgwtKfZM5dqO94lbUveOiJBI+xZEbGRsMNbXmMREUTgu+Oca7Y73MPWcslIx2VhkSKSXjDbD6rgg39H5Mh7QfieAIjWagkJNt68Yfim6cjEzVSiLSeZfdkr5dtFPTW6jATlWJdYeeDRGCyatf8R1hSjzSvdN8yWQPT9gzCCBrQwggScoAMCAQICEA3HrFcF/yGZLkBDIgw6SYYwDQYJKoZIhvcNAQELBQAwYjELMAkGA1UEBhMCVVMxFTATBgNVBAoTDERpZ2lDZXJ0IEluYzEZMBcGA1UECxMQd3d3LmRpZ2ljZXJ0LmNvbTEhMB8GA1UEAxMYRGlnaUNlcnQgVHJ1c3RlZCBSb290IEc0MB4XDTI1MDUwNzAwMDAwMFoXDTM4MDExNDIzNTk1OVowaTELMAkGA1UEBhMCVVMxFzAVBgNVBAoTDkRpZ2lDZXJ0LCBJbmMuMUEwPwYDVQQDEzhEaWdpQ2VydCBUcnVzdGVkIEc0IFRpbWVTdGFtcGluZyBSU0E0MDk2IFNIQTI1NiAyMDI1IENBMTCCAiIwDQYJKoZIhvcNAQEBBQADggIPADCCAgoCggIBALR4MdMKmEFyvjxGwBysddujRmh0tFEXnU2tjQ2UtZmWgyxU7UNqEY81FzJsQqr5G7A6c+Gh/qm8Xi4aPCOo2N8S9SLrC6Kbltqn7SWCWgzbNfiR+2fkHUiljNOqnIVD/gG3SYDEAd4dg2dDGpeZGKe+42DFUF0mR/vtLa4+gKPsYfwEu7EEbkC9+0F2w4QJLVSTEG8yAR2CQWIM1iI5PHg62IVwxKSpO0XaF9DPfNBKS7Zazch8NF5vp7eaZ2CVNxpqumzTCNSOxm+SAWSuIr21Qomb+zzQWKhxKTVVgtmUPAW35xUUFREmDrMxSNlr/NsJyUXzdtFUUt4aS4CEeIY8y9IaaGBpPNXKFifinT7zL2gdFpBP9qh8SdLnEut/GcalNeJQ55IuwnKCgs+nrpuQNfVmUB5KlCX3ZA4x5HHKS+rqBvKWxdCyQEEGcbLe1b8Aw4wJkhU1JrPsFfxW1gaou30yZ46t4Y9F20HHfIY4/6vHespYMQmUiote8ladjS/nJ0+k6MvqzfpzPDOy5y6gqztiT96Fv/9bH7mQyogxG9QEPHrPV6/7umw052AkyiLA6tQbZl1KhBtTasySkuJDpsZGKdlsjg4u70EwgWbVRSX1Wd4+zoFpp4Ra+MlKM2baoD6x0VR4RjSpWM8o5a6D8bpfm4CLKczsG7ZrIGNTAgMBAAGjggFdMIIBWTASBgNVHRMBAf8ECDAGAQH/AgEAMB0GA1UdDgQWBBTvb1NK6eQGfHrK4pBW9i/USezLTjAfBgNVHSMEGDAWgBTs1+OC0nFdZEzfLmc/57qYrhwPTzAOBgNVHQ8BAf8EBAMCAYYwEwYDVR0lBAwwCgYIKwYBBQUHAwgwdwYIKwYBBQUHAQEEazBpMCQGCCsGAQUFBzABhhhodHRwOi8vb2NzcC5kaWdpY2VydC5jb20wQQYIKwYBBQUHMAKGNWh0dHA6Ly9jYWNlcnRzLmRpZ2ljZXJ0LmNvbS9EaWdpQ2VydFRydXN0ZWRSb290RzQuY3J0MEMGA1UdHwQ8MDowOKA2oDSGMmh0dHA6Ly9jcmwzLmRpZ2ljZXJ0LmNvbS9EaWdpQ2VydFRydXN0ZWRSb290RzQuY3JsMCAGA1UdIAQZMBcwCAYGZ4EMAQQCMAsGCWCGSAGG/WwHATANBgkqhkiG9w0BAQsFAAOCAgEAF877FoAc/gc9EXZxML2+C8i1NKZ/zdCHxYgaMH9Pw5tcBnPw6O6FTGNpoV2V4wzSUGvI9NAzaoQk97frPBtIj+ZLzdp+yXdhOP4hCFATuNT+ReOPK0mCefSG+tXqGpYZ3essBS3q8nL2UwM+NMvEuBd/2vmdYxDCvwzJv2sRUoKEfJ+nN57mQfQXwcAEGCvRR2qKtntujB71WPYAgwPyWLKu6RnaID/B0ba2H3LUiwDRAXx1Neq9ydOal95CHfmTnM4I+ZI2rVQfjXQA1WSjjf4J2a7jLzWGNqNX+DF0SQzHU0pTi4dBwp9nEC8EAqoxW6q17r0z0noDjs6+BFo+z7bKSBwZXTRNivYuve3L2oiKNqetRHdqfMTCW/NmKLJ9M+MtucVGyOxiDf06VXxyKkOirv6o02OoXN4bFzK0vlNMsvhlqgF2puE6FndlENSmE+9JGYxOGLS/D284NHNboDGcmWXfwXRy4kbu4QFhOm0xJuF2EZAOk5eCkhSxZON3rGlHqhpB/8MluDezooIs8CVnrpHMiD2wL40mm53+/j7tFaxYKIqL0Q4ssd8xHZnIn/7GELH3IdvG2XlM9q7WP/UwgOkw/HQtyRN62JK4S1C8uw3PdBunvAZapsiI5YKdvlarEvf8EA+8hcpSM9LHJmyrxaFtoza2zNaQ9k+5t1wwggWNMIIEdaADAgECAhAOmxiO+dAt5+/bUOIIQBhaMA0GCSqGSIb3DQEBDAUAMGUxCzAJBgNVBAYTAlVTMRUwEwYDVQQKEwxEaWdpQ2VydCBJbmMxGTAXBgNVBAsTEHd3dy5kaWdpY2VydC5jb20xJDAiBgNVBAMTG0RpZ2lDZXJ0IEFzc3VyZWQgSUQgUm9vdCBDQTAeFw0yMjA4MDEwMDAwMDBaFw0zMTExMDkyMzU5NTlaMGIxCzAJBgNVBAYTAlVTMRUwEwYDVQQKEwxEaWdpQ2VydCBJbmMxGTAXBgNVBAsTEHd3dy5kaWdpY2VydC5jb20xITAfBgNVBAMTGERpZ2lDZXJ0IFRydXN0ZWQgUm9vdCBHNDCCAiIwDQYJKoZIhvcNAQEBBQADggIPADCCAgoCggIBAL/mkHNo3rvkXUo8MCIwaTPswqclLskhPfKK2FnC4SmnPVirdprNrnsbhA3EMB/zG6Q4FutWxpdtHauyefLKEdLkX9YFPFIPUh/GnhWlfr6fqVcWWVVyr2iTcMKyunWZanMylNEQRBAu34LzB4TmdDttceItDBvuINXJIB1jKS3O7F5OyJP4IWGbNOsFxl7sWxq868nPzaw0QF+xembud8hIqGZXV59UWI4MK7dPpzDZVu7Ke13jrclPXuU15zHL2pNe3I6PgNq2kZhAkHnDeMe2scS1ahg4AxCN2NQ3pC4FfYj1gj4QkXCrVYJBMtfbBHMqbpEBfCFM1LyuGwN1XXhm2ToxRJozQL8I11pJpMLmqaBn3aQnvKFPObURWBf3JFxGj2T3wWmIdph2PVldQnaHiZdpekjw4KISG2aadMreSx7nDmOu5tTvkpI6nj3cAORFJYm2mkQZK37AlLTSYW3rM9nF30sEAMx9HJXDj/chsrIRt7t/8tWMcCxBYKqxYxhElRp2Yn72gLD76GSmM9GJB+G9t+ZDpBi4pncB4Q+UDCEdslQpJYls5Q5SUUd0viastkF13nqsX40/ybzTQRESW+UQUOsxxcpyFiIJ33xMdT9j7CFfxCBRa2+xq4aLT8LWRV+dIPyhHsXAj6KxfgommfXkaS+YHS312amyHeUbAgMBAAGjggE6MIIBNjAPBgNVHRMBAf8EBTADAQH/MB0GA1UdDgQWBBTs1+OC0nFdZEzfLmc/57qYrhwPTzAfBgNVHSMEGDAWgBRF66Kv9JLLgjEtUYunpyGd823IDzAOBgNVHQ8BAf8EBAMCAYYweQYIKwYBBQUHAQEEbTBrMCQGCCsGAQUFBzABhhhodHRwOi8vb2NzcC5kaWdpY2VydC5jb20wQwYIKwYBBQUHMAKGN2h0dHA6Ly9jYWNlcnRzLmRpZ2ljZXJ0LmNvbS9EaWdpQ2VydEFzc3VyZWRJRFJvb3RDQS5jcnQwRQYDVR0fBD4wPDA6oDigNoY0aHR0cDovL2NybDMuZGlnaWNlcnQuY29tL0RpZ2lDZXJ0QXNzdXJlZElEUm9vdENBLmNybDARBgNVHSAECjAIMAYGBFUdIAAwDQYJKoZIhvcNAQEMBQADggEBAHCgv0NcVec4X6CjdBs9thbX979XB72arKGHLOyFXqkauyL4hxppVCLtpIh3bb0aFPQTSnovLbc47/T/gLn4offyct4kvFIDyE7QKt76LVbP+fT3rDB6mouyXtTP0UNEm0Mh65ZyoUi0mcudT6cGAxN3J0TU53/oWajwvy8LpunyNDzs9wPHh6jSTEAZNUZqaVSwuKFWjuyk1T3osdz9HNj0d1pcVIxv76FQPfx2CWiEn2/K2yCNNWAcAgPLILCsWKAOQGPFmCLBsln1VWvPJ6tsds5vIy30fnFqI2si/xK4VC0nftg62fC2h5b9W9FcrBjDTZ9ztwGpn1eqXijiuZQxggN8MIIDeAIBATB9MGkxCzAJBgNVBAYTAlVTMRcwFQYDVQQKEw5EaWdpQ2VydCwgSW5jLjFBMD8GA1UEAxM4RGlnaUNlcnQgVHJ1c3RlZCBHNCBUaW1lU3RhbXBpbmcgUlNBNDA5NiBTSEEyNTYgMjAyNSBDQTECEAhP3DNPfkVO28MPj/mSGDUwDQYJYIZIAWUDBAIBBQCggdEwGgYJKoZIhvcNAQkDMQ0GCyqGSIb3DQEJEAEEMBwGCSqGSIb3DQEJBTEPFw0yNjEwMjgxNDI4MjlaMCsGCyqGSIb3DQEJEAIMMRwwGjAYMBYEFFHZq9oDSXPYT0JmrKSCSOazacQ5MC8GCSqGSIb3DQEJBDEiBCBkR3SAc1My1ZuXPgwqPZHRhzSfa93rKP3vgZtUFusOwTA3BgsqhkiG9w0BCRACLzEoMCYwJDAiBCAtoJ2n9BMfn+cttsXm6cllZ1WvBD8ep0LMDSEg4UHr/DANBgkqhkiG9w0BAQEFAASCAgCwMTPT4wuHJf2qty3R4pYCRckc/ikpAo7mLRYKg7Lr4ns1U5UUws1nJAQoBZpMYolFMrwJCC3cdNkCYTtHkd2esASMf4DY79tstkEKF0HJkfbfXhadXvFmyty3IGD/Brvg7uvo/R+p4QC7RCcZ3Gf8e3OZyHDKYau6w9FShgSbA0UG8QPCgUenNIPPINoT9O9cNkRipSlcHBPv9DqnvYjI0TtD1nzsIJoL8bBgaKVxumpthlrxItpW7UFdoxw44bPA8RWH3FtW4pVSvj4WzLiCPq4JOlImcruEQ8rAaIhEHL0L3Xvww2b4gDPSDTcONw3xxsWIUXNGhJ4byIpRuMjq548cwg0AfhZTInV4fFebae0Fy2sUxc/y0X71U0imrylOcPl1lO9+VP/Qn4xIHZDnp+iVfvZItxfZAfhyTwO0fQiV3K3AUo2c/tyTEQUySpIft1XOgSSwD4OhVbBkuOrRsO8x2mxoU1Bzu8LsnXN2PuKAI6a4+g0000jY7H8lEbAspnQohU2CHkkl9nwIgEOdgbuWiOUdCNHCR8g5OA4vwcTTEBuifGdXSVqegoJkW2t3Nr71Yjf34m1UcnFKRR2zWpY7loRbS2QHycJ4+OuxH1JhqIpLKje9SmWopxMtzzbnCLdsjzSkvBG7t3hg2gjZCUEdEkzMy3IH6JBRzIlsbWNwYWRZEmkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD2WQEACLEmCvgN0OQcdKnvcG0RqbbGyMWaO1pwi6tLfNdCnGn6lCVnDIGEizGk2bbvXhEQY2S80nVpyOpdunU51RhX56KIw9+sPdmbTVSO5Zevg3dpW2ohASnfzD89jpx0A2/kJMZ3UZuzwrhc8q6zsK3UFMRznLGgiELn0gBFN7jlE+nr5doX+5UxcNgcN9eApzfwUEoG5dpvMaWtgIDT85dwFaamuuikhMHpeeqRq5juyvsLpbhKWLXdv/By26shmq6sIkyZ1MvVP9rtdjST4+hU/IY6e9KJUCpHrri/bQhzc2CwDaZPNNwJv6iuwmj7nwz+imvus3HvLAsUEw78jgeluv/bAEMAAgEBAQEBAgEBAQICAgICBAMCAgICBQQEAwQGBQYGBgUGBgYHCQgGBwkHBgYICwgJCgoKCgoGCAsMCwoMCQoKCv/bAEMBAgICAgICBQMDBQoHBgcKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCv/AABEIAwAFUAMBEQACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/AP35JI6evSgAViTgg/nQAEkH734ZoAGYrgf1oAM4Gc59eaAELMe35mgBVYkZINACF1yeaABS2enHrQAOT60AAz/C2fWgBQ2eDn8+tAAA3UL+tADd57g0AO+bAx+RNADS2BgigAB/2hQArZJwPzoABtXhmoAcxUr1zQAwEk0AKHJ6A/TNACljjj1oANxx0J/GgBEzgn9M0AKWwMtxQAjEYzvoAQbupXii4ChuMdD70AA3dcZxQAjZXHP4UAJ8zDIFAChiB3zRcBAxByfyp3AcSTytIA8wAdcke9AAGOMt/OgBDvJwB3oATkHk/rQAoLHqvFACgMBwtFwGhjnH50AKclvlGRQAvQev0oAbvIPzCgBTkjI/Ki4BllGTQApZj2/M0AIpIbGQfbNADiSBnP5mgAyx6Dp3oAGbAz/WgAyT0P60ACk45H60AG49gTQAAnOM5NAAW29QfzoARWJOD+poAUkjsevegBGYY+U5oAQFl6igBQVPU8/zoAFZh7j60AG4ng4/E0AJ8yjjtQAqux7/AIUABYjk5NADSCWyB+tABtfHAoAXgdW/DNFwFB9F/M0AIcg+vtTuAoLkZFIBN+T8zfrQAfMelO4ArEnBpXACxB4GeaLgO3cfe/WgAJYdf1NACFsjrz6UANUE85/DNAC7gvB5oAB83TNAC7nU8jP0NABvx3z+NABvycE4PoTQAfNjhs0AIS/saAAIxOf0zQAnzZ4FADy3y8GgBBv/ALmfxoAUHnBP60ABYg4OetABkg/N/OgBG3fe/rQAqs3Rh+tAAGPb19aAAkpwcn8aADdz1x7etAAxIHT9aAE+bOf0oAQMe4/CgBSffP40AOGeg/nQAhyTj+tACMSuFxk0AL82Of50AGSByPwJoAMnqMn8aAFU54JoAX35/OgBuG64zQAKSTzmgAYkH2z60AIy8ZzQAo3FeBmgBMkHp+dACq3bBoAQk56fhmgBCWGARTuAu4gZP/66QApJxgc+9AC5OcZ5HbNACMxA5X9aABW7k0ACnnpj696AFYleT09M0AAYkZGaAGhmzyce1ACsxGMHPvmgBAW7ii4CgqOd35UAKGz60AAbJ659s0ALkgZP5ZoAaMv0P4UAG7LbQM+vNAAxGcA/rQAAf7QPtRcAJx/D+tMAye5/DPNIBfmIzt/M0AM3nNO4DgSF3f1pAIp3HqPpQAYbHI707gBJ7HP0ouAvz9cEY96ABTxyOnvSAQkk496AFBxwFye9FwHA449/WgBCw6f1oATDHpzQAAEnkUADZHp+dO4Cbj6UgHEgYwM/jQAoJHGf1oARienP40AITjgnNAAGA+9QAZB6H8M0ALuwOQeOxNABk5zigA5PQ/rQAmcHHWgBc9uh9zQAo5+UnPvmgQfNn5cdaBhu7Y5oAAGxyooATCt0HSgBrFQNp4NACgZUALjHc0ANY/w46GgBVjGNxHFACg9lHFADQB1yRQAq4xkr+tAC479u9AAQEX69aAFX0A780AIwIOfzxQAFVYbs/WgBRnGMUAIAA26gBC284FAAFJ4LDPpQApjx/Dn6UAGP73H40AGC44XFAANyjAoAN3QEY59aAFCg85yPcUAIxXGNpzQAAMRkYxQALhhgrk9+aADYR1/nQAOMDkfQg0ANXIGSfqKAHLt2kqDnvQAmzIyV/KgBP9XyD1oABgjJWgA+U8qe9AC47kEn2oAVQoXLj9aAEwCeGoAUKyjOB+NAAUYjJUUAIp3DbigAIC9RigBSoC/KAc+9ACIG2n5R+NAAAueQAfXNACgEdF4780AIzA9E6UAKNoHCfjQAYJGePqKAAYH8P45oABtJO40ABILALQA4LgZYc0AJjHOAKAAYP3Tn3oATBLYZe9AAQG4yT+FABtUdUNACkIRnH60ANRRnqM56UAL90fMOvpQAAKeMc0AJtyOB+JoAOUGGFAAu08gE47k0AKBk5IPHagBDgj5lIoAMYwdtACgjaSR+VACKpxnHGetAB8uMAH3xQAoUrztH0oAQkH5R+NAA6gDOKAFVlC4PU0AB5GQBkd6AE3AjBU8UAAGOSMH+dAANuMEUAGCDj1oAAR0XJ9aAAjPYfiaAFwR0H40AIM91z9KAFU4PIoAGXDbgO9AAGbHrQAmADkjH40ADDAyR1PrQAoHy5/WgBoIBGBQA8KXGGFADRjOGHSgAU5b0NAC7FPPPuSaABSV5C8UACjfkkUAAzjj8RmgAABX5B35oAXIHUc0AIQpGSMGgAVSv8P50AGBjcf50AKnPegBSuVGV6e9ACY7Fc89aAA8jDDP0NACAFec/hQArNuXJAoAQEEdaAFG3+FaAAjnnA5oACADgL1oATGPvL+VACjlckd6AAJjqOfrQA0ncckY/GgBc4XGD70AA2DgGgBMMTkfjQA9eBtI/KgBr4U8evagALBhyRmgAChBnH50ABZSOOtACAZxkcUAL9VH50AIdvJFACoSwwKABk28tQAmV6BfxzQAoUAAnt15oAXg8gUAHzgcgfnQABcjJHPrmgBudo2jvQAqrnkigAIxxs/HNAAACOmcd80ABHQhfxoAUgHoCfWgAAGNtACblX5ck+vNACKoJ4XGPegA+7wxoAAueQMGgBQ7DhvwoAMhhjH1oANhHVRQAoRVG7+dABnjmgBNq52kc59aABsqMAY560ACYP3hg+tAABk4C9O9AClQx6c+tAAdw4agAXaRlVoAGXjLUANUDPHNADiUJ5U5oAAoJztx75oAQqWPCj65oANwU4NAAgH3sUACgZyo/OgBeWGZBQAqFeiCgAORkrQA0HncxoAUsCcEHNACByp6UADMCck5waAGlzjgY/GgBEAPJPT1oAcSXHtQAJlDkmgADKT8v86AAMNpG3PrzQAKUx8386AAFM42/rQAoIJwFFACHCnGBQAgODyPyoAdyMHP6UABXI3BfxNACKccY+pzQApyp4HPrQAjNj5c8mgACZ5Ix9TQAOwJwvNACggLtYYoAQFQeRQAqheqn8BQAEEr83B9DQAnAGCfrQAADG4j6GgBFBLY6GgBzBM4JoAT5BzsoAAWblV6e9AByOW7+lACEKTkZoAXrwB+PrQAgRu4/OgBRtTvmgAGPvKn60AG4E5K/SgBSuMbT1oAAcDAGaAEX5Tk8fjQAjcnJbNADsMR070AAL+34CgBAo3c0ALu+bGBQAmSB0/HNABkkdMe9ABgfxNn2FACjdg7VwKAEAVG+agBwx/D3oACcnAYUAJgueARQApCry3FACfMRlT+lAATgjjmgAO4jB5z6UAA+Xjn8qAEA3Ofl6UAHCHJGPagALs3JGB7mgA+YYP5ZoACykZPWgAyQOE/HNAABk8KcUAH3fmKnmgBF3Hgcc0ABG3k9aAAHHBHFAACoHc/SgAOc80ALuxj+VACE5OP5mgBQu0dzmgBN7ZzjrQAHA75+lACYBGe1AACR0H1oAc2FXAHXrQAKy427fxoANuOQDQAmdp6fnQAo+U7uuaAECjqWGKABiHOcfrQAi53YoAXdhuRkUAB2kcDigAJTb8vWgBVYfxDNACnI5XAFAACR/B+tADScUAAbC7cd/WgB4Ix/SgACAjIoAbwThh+tAChsjaMgZ60ACgjotACAZPC9DxQAvAJ3c+woATJHJFADjtA3CgBF3P0P5UALuGcBc8UAIuDn5cGgBNueKAHZUDbnJoAQtzkDFAAWyMkZ9xQAgVf4hQAqkDjafrQAJkkselACggkgCgBFC55WgAyRwU/WgBrev8jQA4KhGccd6AAspIAzwfzoAMk8igBd4xhqAGttB+UUALk4+b9TQAh4Gc/jmgBQWYYCge9ACfKDx19qAFYNt5X9aAEQY5z+VACghjjrQAjIAeD+FABucDjmgBVUDllNAAME+npQAiqDznjvQAobPCrn3oAOhywoACFYfKv60ADDCcigATB4xn3oAT7p65oAUEYwV5oARkwAV/LNAAcDjBz60ACg7sY60AHtt/M9KADaD05+lAC/dG4/lQAZVx8yn65oAMg4AGfpQAAKMYU0ABQjkcE0AAIHGc+1ABkbtxH0waAByQeRQABSBkDrQAKv8RH1oAUE7uOfQ0ANYZG48c0AKCx4AoAU52gMSfSgAU7ei0AIu5M/IeaAAYPJ/DmgA+YdqAF3D7xP4UAIMsc4oAeowKAEGc9KAE4b5guPc0AHIbkH6k0AIQS/NAA3BGDg0ADIWyWYfhQAwYB60AOYtjr19KAECDbubOKADAJPHFAAACuSPyoAFAHfNACkbjuVD70AGDnJPPagBP4sZ/EmgBxzjbtP1JoATAQZKnrxQAvyqdxoARsH5welAAArDOM0AOClugxj1oATexG0CgACknrjFACNkcNQAmccGgAUMei0APO3GCDQAgC44OKADJxypI7mgBCoXDLQArMcDK0AICcfMOKABVP8JoAGCqMhRnuKABQSM56+1AC4+Y5z70AJgEfdz+NAAVJO3p+NAByowT+FACqOdzUABBxnJI/lQAgZBwq0ALhyOVyPegBMMDkjHNABuDdWOfpQAoCgYJ5oAMleuSKAG7Q5yooAcAy8EUAJhc52mgBQVI5H0xQAZ46frQAFAvOetABsUDcWz7UAAxjhM0AAO05wc+9ACsQQNy/rQA3A7A++aAFBBGCc+1ACH5ei4P1oABlh3oABkckfXFACfKeEBoAUI3cf/WoAAQx2sPpQAmdvHP5UAGQ3v+FACgE9c+/vQAi4YdOnegAxlsA/iKAF2BPvCgBDtJ4Bz9aAA5Bwo5+tABhj989KAABOhBz9aAADbyRQAvy7c/1oAQAtwBQAhKgBQvSgBVjJGc/hQA5lVVx39aAGjPcfrQAoYH5WT8c0ABUAZOPqTQAAGTr296AA7egFACgtjaQMe1ADSNh+U0AC5ccj8aAAgA4bNAABu4C0AKU2DBYUAJhc9fzoAdgn/ln+ZoAAH6cUAIw28kCgBfk24PNADCAo4oAVchOTQAqEAYYigBwB6qQfoaAG7cfNtNAB948CgAZQB0xz1zQAoYgcnOaAFUEcrQAh3E8qKADkcdPqaAFzkY6n2NAAU3DkfrQAmCOq8UAIQjD3oARC2doNADuScHpQAYI5ySKADk8PxQAZQdM/UUAHy980AHykcg0ACxk9RQAhYE7QPxoAUEAbVH5mgAyer5/KgBB8pyD+dAC9W3kgUALyxGVP40AJ8p6vQAZ4woNAAoYfw9etAACFOCMUAGATwPxFACEBTgUAKuAeaAFI3jIOPxoAYCM4Yn86AF2HqP1oAUOw4PSgAC4GcYoAFxnLGgBACeQpoAcMn5Qv15oABGRyQPpQAA5PIJ9xQA05zkZz6GgBSVYZYYOPWgAAUDIB/GgBCXzyMUAAAAyyH86AAnHIXFAASjcYwaAFIAX73XrmgBMYG0Lz9aAHBQDgrz65oAQoBzn86AAswGMDHtQAKisMk0AJg5xtOPWgBcqB3oARSCTlfyoAXaE5NAAHzwF47nNABsHcfjmgAwRxjjvQAmR05+lACkZHJI/rQAg45Cn3oANzZ+YUAJhQOM0AOVmX+EY9aAHqSRyD+NADWJBJIyKAE3Y+bbQAvBGevvQA0BGPIwRQAEhfuj8aADPds0AA2dcc+9ACnc3GKAEZQOo70AKQAM5xn2oAQBc7QO9ACNuX5cfjQABSBluBQAoJDZVaAFyPvlefagADKeduPQ0ANJVs5HSgBVYHjafwoAB024PNAChSg6UAHPofpQAgC9SfwHagAI+XI/8Ar0ANX6UAOUqDhloAUgn7vFACAOB7UAAQfxUAL0+6vGaAELkjk0AI2CB1xQAKB3agBcMOi4oAThTluaAHDLj0oANvdloATZkD5cemKAG49KAHAFsccUAOAGNu3pQAgyg9qAAHjG0/nQAm3PU/kaAAHB4GfxoAGDKQSKAAsG6nmgAAC9Vz+NAC7mI4OKAE+ZeTQAEk4zz+VAAqj0NACncx+bigA5AweaAA+pQ0ABMZXGc85oAVQhXJWgBuWU4AxQApyOucmgBu054GPwoAVQA2D1zQASEHg80AJ5RxkmgARcnn+dAD8he9ACMo+8PXmgAC4OTzQA1gSPmHH1oARQCeRQA5iUHCn8aAEG0jcBg0AODHvk0AIOcswoAAMqSF5HTmgAwR7UABBHX+dAB8zjGDigBCrKeFxQA5tx6/pQAZUjbjmgBRlee1ADfkJyKABiwO5VoARNw5IzQApJz/AKsD3oAMqwCigAGV420ABUA7u9AAQRywyM0AN3enFACqjdccUAKV2nIoAQMwOMUAOIVvmxigBMFRwv1JoAUqFX60AIW3YB6d6AAjB+UYz3oAOFPTNACMGYbiPxoAFUY5IoAUDZzQAEnr60AKhAPNAA2ScA/pQAvIXDD8TQAihmOT0oAQhd2QAfoaAFzu70AGAnagAxzkDPvQAFGK5UGgADMOGHFACAFW3DpQAuAx3bc+9ACAr6/lQAMCenPvQAo4xhST3NAB98ggEc9aAE2HqSKABg2OKABUbsKAFIwvTmgBFYDqD+dAC7lH3uc0ABPPC4oAQ57mgBQNgyOh96ADdnpwfc0AAKrjr9aAF3EDvj0oAaW9sZ680APKjGAuaAG52nlevpQAKc8k0ABPzdCaAAjHXrQAKBnBOfwoAT5c5Az9KAEQLu5NADgx3cDigAC45waAAAjljQAgznCCgALsvDUAG4DoDQAinnJPHtQAEDORQAoOeik0AIoyclTQArBc9c/hQAK21uf50AKXy3A/HNAAQn8RNACN1wOmfxoAVVJXG38SaADBXknFACK3PB/OgBWGQNwoAMbACFx75oAb1PLUAOQkDBGfcGgAJOc7cetACsCBmgBAcn5s0ANIKnigB2HC/e/SgBEwRyM+tACgtn0HvQAmCDuz+OaAHoM/MfwoAQkqS2OtADcFzz+NADgpUZbtQA1trcmSgBSCFwWOPWgAwCOMn2NACFSuCFoAGBH3zg+1AABxx83tmgBcAdY+frQAc43EHnsDQAKDj5hgfWgBrEk/MOKAHEAKDzj0oAQYbtg+9ACFQcbQT70AOPyj5hQAkatzz+lAAWY8Y70AAGV5PPvQAKyhduKAAAkfKnI75oAAvHzZFAAqhDuNAAxDngEH3oAGyBgnNAAu3GcHj3oAcF4+VDQA0tnhjg0AIo+bGKAHFGB6fjmgAyw4K0AJgN0UmgA2qBjP4UAAYA4x+dACjB5Gc+54oAQgAc568mgAIBA4/IUAKFDdD+GaAAEDA70ADADHHNACLxkgUABYMMgHIoAPm25I/KgBAvOSD9DQA7AK5A/WgBFOOCOO9AAdpbAWgA4+4M0ABUJyQKAFVwfvLz9aAEOSfmFAAq+in86AFUdzQAobdxtA/GgBCApyDQAEB+c5oAFyG6fjQAFQG3fr6UAIF/ef40AO+fHTIoACcjBUj8aAEOMYVjQAfdX5lJz70AIVYjJHH16UAAJxhaAFyU4egBAu059fagAJQ8DP50ALtKjhfrQAg55Y8+lACgIflA+hoAQLk7cZ9TQAbcdRigAG1uCeRQAHA4/rQAKMncTx3oANu/7vagBy5zmT86AFHy9sUANKhvmxnnrQADbjaGP0NADQGRskUABCMchuaAFBI7E/SgBACxxg8dzQA7AXovXvmgBCO7Dj2oAUEEYYfjQAmzA3KOKAEUg5YigAVWPIFADhyPunNAAAQcY/WgAKjAPT3oAACg3MOKAGgBj0NADlx90HNACMjdzQAABeCCfXFAB944CnFACjcwO7p70AClehH5UANbg8jp0yaAHAd9o/OgAZcD5lx7UAIpXdnFADgCX3AUADAA5b8DQAmwN36dRQAKCRgUAIQUOSM0AL975tv60AI3TBBJoAXPGGBJoARkKnIFACnO0Ek9e1ACDkcEA/SgBcIvBU5oAAARnbQAAgjFAAFHQjB+tAAVAAPWgBu09QOnWgB28/h35oAbkf3P1oAVydoJGOeOaAEBbqaAF3ZPTPqaAFATH3qADA6KefQ0ANCsOfzzQA8MCPnOfegBowpyvegBfmIySKAAYYgbOlAAVwPmJPpzQAEsq4xj60ACEsMYoATaR36UAAC9C3NACorZ47etACkHq3HuKAGkAdFNAC/OQMn9KADYcbmUH6UAJndwv40AAZlO1jj1oAGVeq8+tAABtYAj8DQAP1yxxQADOeuaAEOc5bn3oAAOMn8s0AOwzDlcD1oAQ7F7H86AFU54VeO/NAAFBFABv2/K1ADeDyFNADgpYcg8ehoATBU4Y5oAUg8ELjmgAxgZcigBAAQWCGgAVdwzj8KAF4xwfwoARflPzLQAuV64xzzQA9R7UANbJbbzQApYLx0oAYQQcnmgBeSMlcfWgAyuMYJ96ABQ4OQKAAr3YEUAN+UHkGgADBBgd6AEDHOTQA7eS3HPHagAALcnH4GgBPlUkdaAFBLH7tABhEGSc0AKp3jAwKAG5CHB55oAVgcZxQAIVJyxwaAEO1jgUAKU29wfpQADcBz09RQAbVY4A/GgBRkdBkUAJuB6HHtmgBxORh/wBaAGj/AHePY0ABOOAxPPT0oAF3jjaKAA9csuKAAAqN3agAB9QaADBxwCKADvyDQAKwHBGaAAqvUflQAgbPSgBSW7ACgBwTj56AEI2/dFADRj0/WgBWyeMYoAGUqRkfjmgAXI53YoAGXJypz70AIWIOTQADHUKTQA7B6lefrQAYZSMjrQApOOSc/wBKAGlSeV/UUAGSfvj8KAA46BQPqaAFVQoyy9aAFAz1XNABuK8AZ+lACAY5C0ADLnkkflQAfw7VWgA3beG/KgBCVxxnr60AIMseB9aAFG5TjZxQApG5c549KAGrtztP86AHgnoo/EGgBrAlsgH8qAFxj75oAaWGflB/OgBc55LUAH3edp5PrQApG5ckGgAVcDcExQAhOOW5NAC/KRgrigBFUHlug70AISPugcUAKpC8UAKoAIIVqABwARg/UZoATjOQvP1oAXcFwNvP1oAR8ZyTxQAmMkcH2oAUll4PH40AJg5yQTQAuBwccZ5oAQsDwTmgBQAv8Hf1oADuHuDQAAFOox+NAB1+8ePpQAq5TjP45oAR1ycigBoVu4P5UAOCE/e/KgAXABxkUAIwH3j+lACjcoBXNAAWfHJPWgBUAOCeKABgx+UKKACNSn40AIzsT04oAT5Tyf50ALuAXJXH40ABG0Z3daAFGG4BNACfd4xyKADPOTQAAgdATQA5gMcj/wCtQA0glunAoAXeAfmNADHyTzj8KAHYUrhjz70AC9OBQAjqVOaAHJytACEL1BxzzQAg46H8RQAu0/eP50AIRtwaAF5K4P50AAAC4OaAEC55IwKAAtzg80AKBuI44oACuBnGPSgAAJPXP0oAXaQeRn8aAEGCPmHtQAFdmCPzoAMmTigA2ENjbmgALdycUAKuCMqM0AIMk5PPrxQAMNh4P6UAClcfMKAEU/Nx+GKAHEqTwRn60AKuVODQAYJ5HHpmgBHJUYPfrQAIBnJz+VAARt52DHegBMZ+6frQAbmB2jsaABwSvTPqaAET2zn0oAVvmb5ifpigBNqj7x+tABjngUAKMgYP86ADAxyOvvQAbCDQAqgdRH+tAAUyeCPzoADux1H0oAauUPzUAPx/Eo60AIcnCsvegBSAnIU/n0oARXB6mgBBndmgAXn+PkUALlej0AIuM8fjQA9TyMt9KADaWPpg9aAEYbRgkfWgBAdvBPWgA2KTkHH40AL8w4JyPrQAmBj7p60ABHGdvHqDQADGApOOe9AAQoG0D9aABYyBk/lQAo47CgBsgGfu49aABQGwFz70AAXnCr+YoAcST8hAoAav7s7TQAp55C8UAI+eAD+JoAFGw/MM0AG5Ac/lQAZMnUdP0oAUKVGSD+dACLjOcUAJlRxk0ALyRvIP4UAAAbotAChAOSMfjQAnDcImPc0AAUD7/X2oAMKB0J9KAEBGcZx7UAGAOozQAuVI+lAAgHagAI2tkHn3oAPvdVGfrQAK7Djp+NACFeckdaAHAtnGePpQAFT1P5UAJk9wTQABQcMQc+lAAxKjBH60ANwSM4oAUAfxdaAHKi9l596AE+Z+fT2oAUfNx1I9qAAHeNrde1AAM544x3oAUEhTkk0AMwAcUAO8wYw4/HNAAQAMqenbNACnG3I4oAAoHOwnj1oATBbnb+FAClQBl/50AINpPJoAa4IPSgAUbjjvQA9kGOcjFADdnFACjGPmoANoPTNACYYdTQAuVJ2sxoARgFNACgFvvD8zQAjFFOCO/rQAvGMlT+dACErj735UACkFcE0AAA6KPrQApAIyevtQA3gDrigBQoPJBoAAp6gDH1oAcu7qe3UE0AJuDH5lzzQApTdgngUANJUcDJoARdxG3HfnmgAKgHGaAFXIbJTI9c0AG1Tyvbnk0AICWO3P5UABAVsJ17igBTjo2fpQAjkcAZFADQSO9ADlYDlutADgVK8jrQAKHJzn8DQAm5zxj6CgAAz8u0/jQAqvtG3BoAAO+3HtmgBpOTwaAAFSen40AO2kjOMelACKqjufzoADlTkODQApIPUZoAaSuQFoACCDzgUAPKf3qAEIwehPpQA0NzyPwzQAoVSOF/EmgADDO3B49DQAjDa3IxQA7kjhvwNACbmBAIoANrtyw4oAOBxtPFAASCvC496ABVGMk5oAAoOdw49hQAmMHgmgBUXIy2c+9AC7F7n8KAG/KOAc0AKELc4oAMbRwep9aAEbnnFAClVVc46+9AAFHBwfzHNAC8vxtPHqaADbxgnFACE7MBT+NACKMnLCgBcruwgOfegBSCTkg/nQAKuT83H0oAT5c7QM++aAFYZ4dfyNAAVyOOcelACHrhwT9TQAp4AJTH40ABLqMlcfjQAxhzyeaABWxwaAJBkjpx70AIBvHA6etABlzwxAoANxHykZH1oAQoq/NnH1oAASTypPuKAAFQcHP0oAApHJ6UAKBu4H5mgAKuowB+VADCGzg0APQKeGbNAClMdBn2oAbuw2c9+5oAcGH8K4oAMseq5+lADeM4x0PrQAKxU4CZ/GgAyc5P5UABI/GgAXDHlulAC4V+OpFAAmBww/OgBj8NxQAoOKAHgbRlh+tACpjqq4oADvHIPFACEqcZFACFsYOOKAAgt8y9RQAm1jyVxQAYYdT+lAClVIyAffmgABXtn86AF38cjj60AIQDyAcUAGVI5b9aAAAZ4Tj60AJtboVxQArYQY70AIOm4D9aAAl26r+NAC5AHzdfQ0AIoG0lh+FAAQvUH86AE3E/w/rQAFWUgY+lACgE9eKAGgc80AKwjAzz+VABn+EZzQAqhl6r+tABtwcgYoAUtxzQA0MBjigBxLdMfrQA0DHUHr60AO+YfMx/WgBrSA8Dn60ALvOzBHFACcAfcNAACSNpoAUBVX5loABuxtI4oAFG0ZI/OgAIAG4H8+1AArJt4PJ96AEJOef1oAcoGM5oAUMpHp70ANXHXHegB/OMsKAGgAggD9aAAcDOD9RQAh+Xkd/SgA28ZfjNACgEdFFAAQF+Y/pQAgAJzg0AKq8Z/IUAKDt6rj8aAD73JP0oANoAyvWgBuSed2cUALkMo3DHuaADGF5BNAB0X5h+AoAF2sTgEUAIFAb5uD9aAHDCDODQAwbQ2QMUAKRlvX3oAGBBA4oACWH3iaAFGcZXn8KAGs+4/NQABVIGD9KAEKkcGgByJgZOPpQA4Nk4AH50ANKrnI/HmgBWAx3HpQAiuwGCKAExn5hxQA5t23aoOaAEQ9jnigBCAOSf1oAUbjxmgBBkNgigA28bgDQANhgMHp1FABvOMH880AJ1GSKAFUYOSKAHMVI6igBC2eCMfU0AMZdpwBQA5Vz/D+dADtwVsHr6ZoAQggbscUAIM9SODQAA7uW5oAcQ4AAHH1oAQsowpGfegBW3Dtx9aAGsxA6D86AFUgDKn8KAAMGHzZPvQAAp3X8KAFyW6Lx60AIflGCBQAmS33gaAHMTgbulADcFu35UABCr1OfxoAUEv1GfpQAYPQLj60ADYxy3NACIAxxtzQA5RtGWH45oAMN95TQAZwMk5x29KAG4DHIU8fpQA7eSNtACKArcAnn0oAVsHlV6d6ADLEAFaADBAyefrQA3G3JIH0oAAwYfMeO1ACjbnIHFADmZWGBQA35icHigBfT5T+FACNnGVXFACKzFumTQApwvB60ABI2424NAAo4BYZzQApVm5GB6YoARRsOSKAHBi3Y0AIAOu0/X0oAQsSfSgBQuOQOPrQAbiykEUAG045GMe9ADXXacUAIq88jigBSy9McDpQA5G4xjmgAC7eSOtABgDk7h9KAGjJbO39aAHds8+4oAOv3UB/GgBH7ZH4CgBwLDqv5GgBCueWH69KAAochsUAKdqkEDBoARi/Q9DQAhA7c+tACqCACwoABgAhBx7HpQAzHqRQA9FXHTtQAY3/AHl6d80AMwQaAF4xuP50APQ4HK4oAaxJbJoATG7p19KAHKoXlhmgAG5jn0oAcD83Tn1oARiemcUAIFQHjk0AGAe2PagAwrEAEg0AISf/AK9AAFCjLUAAkPTFAAqhuRwaAEHXnNADwCB0wfc0AB3FcbTkehoAQbV+8DmgBMnOUyR70AGBjLA0AKu/GccUAAVzyce4xQAMcrjGMUABI4+U/WgAz6c/Q0ANK4bkEUAAGCSwPNAAAp+YtQA4qmBigBuFHUc59aAFUDZuxQAAO3OOlACgSdGGfxoATG4/MOfUmgAJJG0D8RQAinGQRz2oAULg5IOfpQAh29CuOfWgACKOtAClW7Jj6GgBAB3BJ+tAChQvOPxoAAMcspoAARnkE+5oAXG4bmHT0oAafQigByKMZK4/GgBGUDkn6DFACkBkwDz9KADaMbRyfegBASnB/nQAEMPu9KAEDZHzMBQAoyehBoAXA79R2AoAQAjrQAuxcbs0AJtGO9ADihK5/SgBqgA4JxQA773QGgBARnIOCPegAZBxwfzoAAAOC35GgBMEdj7mgBQAwxgk0ABDKME4+goARRs5JoAUiN+cfjQAYVeCRmgAVjnGOPWgAKhuen4UAAALYIPX0oAGQ56ZoAFwDg8etACSABv/AK1ACKAOSaADcR0FADlO/h+lAAMA4DD6UAB+XAbH4UAJgNzn8CaAAfj+FACAc5YGgAHPKnPrigBVwBhhjNAAU2kYT6c0AJyOW4/GgBVMeOeTQAbQ3UD/AAoAQN2x+VACbQBk0AOUY5xx60AAXByOfagBuFB+XrQApyBlh3oAXa0h4xQAudvAI96AGuVJ25oAF44IoAVWUjBX6GgBFUhqAHAMpy2MUAI2AdyjFACg7uSNx+tADHUk5CcUAKqkLnbz9aAFwNvzcmgBFUDlgaAFUEE4XigAAVTnkg+goAAqtyAc9hQAgAyQxx9KAFwE5ABzQAAIwyVA9KAD5lOMigAwSMsMigBMIRgDFADlUIN2etAARnkJ+NACbW6bDQAnyr1SgBdwIxjHvmgBrBVHDUAPUZX5iPagBpx0x+NACg8YfJ+lAAcEcqR6dKAGkDNADo0zyKABiAMd+9ACqgAyyk0AGAeApIoACGj4HAPrQA0EnlhmgAAXPCHNADh5n8XagAHP3xQAYPQc0AGBjLjk0AIcZ+XPuaAF3MBgt+Y60AC4P8BPvmgA2NnJGOaAEOxeNnNACgZ5RTQAMBn5l59qAGZ+bGO9ADx84wRQAxgoOFFADlVe7UAA244GeKAFUEISaAFABXG4Y+lACbdoyRgdiDQAKNx5HPvQADIbDDA9c0AAOXoAVwDjNAAeQCvHvQAgYH5G/OgBMY4PIoAUEddv60AGARl+KABWUHAHWgAdCTnb9MUAIjEHaRjNADsBDkZOaAEyDyy/nQAKuTkLge5oAQ/N1I/A0AKFQDNAAPUr37GgBAvOT+poAUspPJoAVcKcA/nQAOFAyRzQAgKsOVz75oAAVHRM0AIFyOeKAFXf07fSgBCwwRt5NACIhY9KAHFQDgjFACgANwv45oARiGOc0AITg+ue9AAwAAI/U0AKcbcqTQAbnPBH60AGGXkn8KAAMF4J5oARscfMTzQAo3EZJ4oAQBc8gn3NACuG44/GgBVQqMHH5UAIcqxODigBAQOTzzQAjsDwAPrQAqAnigAO5erUABCEAnrQApA2fdoAaGA5A59KAFILHcVxQAY+X5ScfzoARWP8Rz7UAGM8hTx1oAXcD1A9jQAAAHOMe9ABgsfagAyEOA2aAAqW+Zh+VAAAgOOaAAksflH40ACnsQaAAgH7qn8qADlV5/nQA7qOR+JoAbgKcOuKAE+UHr+dAAq7mzjigAIUc89eKAEUlj0oAVmC/KPxoAcu7YPk/OgBCTjBGB6UAGNo3E9aAFTkfc/GgAH0xzQAFR1ZaAEGD270AHHVh+VAAW4O1aAA8DaRQAYGAu080ACsVG0/zoAAFHXNAB8vUr9KAAEqeFIoAdg/eJ/OgBOGYbT+VABwrdM0ADfMASP1oAaSQMEcUAKqg9B+tAC4IHzZ+lACZ4wgxg0AG5SMPwfWgBFKr0BNACnGOVxQAKwHyEcGgAZSBjFACKuOMYoADkj72T2zQAA5G1qABgo+XHPrmgAKYTORQAgPXJ6igADYPNADiSOqj3xQAhIGCCaAAuHGCPxoAMLjkc9qAEDHuKAHEH7x4oAaAOoFADgQTkjp6GgALOeoIHegAKqV3D86AEDNwCTigB2Bn5R+OKADOfvD8zQA0gg9OPQ0AOyM/Mc0ANdTwSetAClVABB5+tACA84Ix7GgBfl24wfxoATPIyT+VADsADevagAz32Z70AGCeW9ORQAhyORwKAFzvHPXtQAgBXsTigAOXGSKAE+XG3rQAoDKMgUAJk5wSTQAoyRtA4NADlj2igBrgk9qAAMwOAaAEf72Scn2oAFJ64+pNAD8/Lkjr7UAIACM7KAAFs4AxQAEY4ZeKAEJz94E0ALgEcE/nQAARj7x+tADSBuyBkdqAFTrgDP8hQAFB1Ct9TQAAqpztNAByvbrQAKu/wCbNAABu6Dp60ALuJ4dfxzQAAcZXpQAmGPOKAFVcc5zQAmWJx/OgBGOBtx9aAFAA5Kk0AIG4ORxnpQAIAT1/CgBzqxIwtAAxwBlM++aAAgKMsaADAIGBz/KgAGAfmX8qAFYfL8vagBqNtOCKAHNyBx+JoADt25IoARcD5lQ0AA24z5ZFACKxz/SgAwD0XHuaAFU4PPagAbB+6DmgAGQcMOvrQAKqEZUUABIz8ykUADHI749hQAjHIBI49c0AKo9I/1oAAxb71AAF2NnFAC7g33hjmgBChzlTQAq7VIG3mgBSW5AGaAGhcclT+dAAcsMZxQAKuBgIaAEwM8r+VACgDo35ZoARvkxgYB96AFDFlyT07GgBd2V+7n2zQAn3l+YdPagBPl288nPFAChC5yR9KADKq2CRQAA54Jz9DQAm4qMY/WgBoAJxjvQA7HG3Zj3zQAoXnC9vWgBG5wCeR70AKQEAJHI96AAOWOAAPfNAAAQeSPzoACCedv5GgBEBByfxFAAwJIJyKAF5Xqf1oAGKMM5ye1ACfM3BFAC4KrgqPrmgBApHXnntQAELkBRQAEoowBnj1oAELc4P4UAI2Ac0ALu3Daq/U5oANqqOvPoKAAFWHv9aAA8DnNABuyvqPrQAqocbmFACEYOTQAoGR1yfrQAfN90j8aAAbAfvfrQAPgjCj8aAECAdT+dACnDHBHfrQAhU90/WgBBx1H60ALsUDd2oAN+75eMUAGFz0OaAF2hV3MM59KAEG49BgUALwq59TzQADYByOfrQAKDjdjNACDB5H40AAJXlxn6UABXJ3EHmgBU2kH/ABoAaGKt1oAc43ANjqetAAqkfdU475oAXgA7hQA3gfT8qAF2gLuYcUALt7jge4oAB6t270AMbk9Oe1ACgFcE/lQApUH7ooAQADjYT7igAxjkrgZ9aAD5T/Hz6UAGCGHagAfa33iM/SgAGVHXNAC5Vx83B7UAIqgfwnjvQAhT+IjmgBDkHGaAFK8Zb8qABVCruK8UAIcE5UYoAEzngZoAV2zww59RQAAOMcUABQ4BAP0FAAqgnaQaADKkhSv40ABTHCigAA2jH9aAAkDrk/WgAyAvIxmgAKkDdigBVOV6/hQAADGSDQAoLZxz+BoATAB4XB+tAASW4c/SgACLjINAAMrwwyKAEGzqQTQAsZByCOPrQAcZwOfagACORmgBcNjDn8qAAMucAZoARgw5Ix+NABuVeCT9aAF2564NACMmMDB59KAFIJX6e/NADVzypNAAVKn51oAdkouR/OgAGH5I/EGgBu1ic46d6AFxgUAAbnBBx65oAcAMZwaAEVt3DDgelABjuFP4mgAG7ACr+VACAbfvKPxNAAGBbLYoAdgAbu2e1ACfKV4PNACFSF5H60AAD43buO9AAuMZbOKAE4Y7QaAFUMh54570AOLAjkg/SgBoT+ID8KABfm6L+tAC4IbJ6UAI2AQVGfoaAA7m6g0AKQFA5/CgBCc8MtACEk/Lnj6UAKFCDLDNACZB7Y96AFXbjB7+9AAu7v8AhQAYA+8PyNABjacigBVb15+tACsNxBA59aAEwScA/gaACQcfMPpigBMlxtAzQAY2DDjk9s0AAUDkfkTQADDHIB/OgB23A5yfagBGweCCfxoAOnBB/PrQAgJzkfzoAC2P4T+dAAPmGWNACEqCMKRQAo2gZ5znmgBwOB8zfWgBGUFqAEdVXjv3oARQx7YoAkUbTg0AIRgkgZ5oAbvb6+tAAuAM460AOJbrt+lADVIVsmgAbLHftoACB07+lACoCnBz7YoATIGQAfegBAeuG7UALGOeO3agAJ55/SgALLnleR70ADMGXJ/DmgBACRgUAOAZP4aAEO7GSaAFBYjGKAE2hFyaABWLd6AEyQMZ/GgBQowGIxQAu0kd8dsUAIcbuV/KgBSwOAB+NAAVAwNh9iKAGqCp3FaAF4PJPXsBQAo2kbc/gaAE2hTwn40AAxk7RkUAGWY4I+lACsAByn40AIjjGHoAQr3x19KAFUsOG4H0oAQ4U5BoAUtuGSB9aAFTdjAXrQAhJzy2PbFAAFj67s0ALuKrgrigBEK85GTQADIOcY570APB4yQOvUUAIdpOSMn2FACHanIGPagBC5brigAI2gZHWgAJDDk//WoAAMdM0AIwYnkUAKEG3k4+tAAHwCv60ACkIcgE0AKxDjJGPrQAmHA68UAGAPmY5oATcGPA70ALt6DHf8qABuB257igACqACR+FAA2GII/LNADvm28D8qAEXaBhlI9zQAgGTx+dACsvAJFACgoB6n2oAQkqclf1oAG5wxX9aAD5c8jr29aAB128460AJlu4Pv70AIc7uBQApKg/Lz9KAFJyuGA/E0AIvyrk5xQA0legHegByYAyc0ACsxHQY+vNAACO6n86AGuct0x6igBc9NwJHbigAPynJUgfWgALA/KM/SgBAuFyVoAMKV4/D3oAQZHX9aAHABRnqD3zQAhyRkr+FADhtK8igBFyhzj8qAFAUnIQ5z3oAQEZ+f8AAAUADAdj36UABwMYOTQA4biuCvHqTQAEfLwox9aAGgKOQTQApLN94HGaAEK4wSCPSgAJBYEigBSAOcEfhQA1mY9T+lAChTs3dqABFLdPzoAeEIOTQAMFByp/WgBCxI5z+dACAAnOKAAksfunA70AKVVV3GgBOex+tAC7s8NQAhXYNwGPxoAU8rl+/SgBuGb+E4oAcmCfm7dKADcV4K/rQAmAoywINACjk528dqABjwcUAMUlcmgBwc9zmgBOBzyM0APBOPQfTmgBhQIc5oAUHcMhTQAucDkEZ9qAAL2Yce9ACY7KnFAAxx3OfegABOMhSM980AG0tQAnAGApODQAuB94fyoAFbPBH60ALj1P5mgBDkHuP60AIwYnk/lQAAYNACnO3Dr39aABRtO7GPqaAEfBOQOfpQA7qvHPtQA0lz1zQAEqV460AIQNuWwKAHRgEYJ5oAGzwCKABWKjFADWPOPfrQAu0Af0oAXk8+lACqyk46+9ACMC3O00ACMQcYznrQA7CryxoARipG7dnFACFnxuoABtPJHPrQAAqB6596AGgkHn1oAdlc9fpQA5Rjpg/jQAEEHJT9elADRgnhSPxoAUEk/KB+dAA23OR+lACoBwf60ADMynjpmgBMp94rQAFlI5/KgBB8vO6gBTuxmgBFC/T60ALyQM8gelACYA5JxQADbjbg/QUAKFk6Zx9aAG5KttYUALjC8/hQA3JJztP4UAJk5yetAD0YkbT+lABsA7H8aAFyvTJoAQ5xy2aAEAZRgjg+9AAFOMkH86AFXCqBjqelAC43DIXjPrQABXHIHH16UABO0YznNADeAM7uT196ABcfdIPNAC4XALc80ACkDkcUAKxBYNg59aAEKseTx6UAG4EbSSfXBoAXGR8vFACYZuDxigBcZwCPwzQA3KKcAc98UALtbHTIoATazfw0ACjbnP5UAL0H3cD1zQAgyFPp60AKFBGc80AKMgY3cUAAOBwufoaAExkZHIoAcNmM0AJu7bmoANxKnJz9aAEAAXdjn0oAC2/jFAAFIGSR7CgBysx4AFADdrZ5FAB947STQAmAre2fWgBeWHKfjmgBAASB3oAU4UgNk0AAUseEwKABn2/KRg0AC8HcBk96AAhOuOfSgAYHHIx/SgBV5XDLkeooAAVDcZoAHxkMGoAU8Ybb9aAAsSMhf1oAAgbpwaAGuBjG7PpQAAkcD9aAFO4DBGaAEwpPLUAOVh0BzQA2QE/MGH0oARSuPmGTQApUkZYECgBD8uBQAirk8DIoAfhWI+U8UAJgfxKPzoAXvkcH2oAQqOCwIoAQgHvn1GaAEIYc9KAFDngYoAPlzl85oAPvcqeM0ABTuR09+tAApBOFGKAF2E/fB4oARFXOSfpQABCfmC/hmgBQSerj8qADAx9zOO9AAMnkpQAFB2PNABlQNr80ACrnntQAvzHgn8RQAFQq7WBP0oAQAnJC/rQAKOPvfhQAhbfwRQAojUDDGgBGAHA6ZoAcoI5x+lAAvB3EHFACkb2z2oAADzuH60AJsB5H8qAEDKB0J/GgBcK4yB06UAJx0AINACmNs5xQAFh/EOn6UAN5JzigBQM9cmgBPlzhTjFAC/L90c0ALg9D696AB8BduaAEDnp+VABsYjJGaAEUBThuKAFYqRgg/WgBFIBzigCQDK/MuaAGBdrctj0oAUHnj9KAEyN3zigBG2qQVPPtQA7G5QWH40AJhVHTn0oATlO3JoAUbT97nPvQAMPl54+lAAq4XnHvQAgChuaAFcDHAzQAKGA3+lACM28jjmgAGR1Q+1ACnA5devtQAiDtgfnQADcTjb+RoAUYTqP1oAC+eGFACFUYZXNABGoFADgp/xGKAEDDOGGfrxQAm3DdKAHbAR1oACWOMp0oABhTwOtAAMhuOOaAAqoO8nJoAXnstADWKsOvNAANyjlTQAo2kfMQKAAYzjf3oASTbkENQAo3AcCgA3MOp/KgBOD/Dz7GgAOCuFX8aAADAwOfwoAUY74oAXADDjv3oAVsbckd6AGqep2Z9aAEJB4K4oAF5ByKAFQ87STQAc/wAS0AAATGExk+tACMvOeDQAhBGCM80AKAD8xf8ASgA2gnIz9aAA4J+bn3xQA04AwBx60AAU9cUAKNy8dM0AKMkZYigBNvHCcUAGB1PUdMUACnceT+FADmZlPpQAnQghD19aAAZY5YcUAKDztxQAmFJ4XP8ASgAJAGHjx6c0AJnIwx6dKABMqcAZ/GgB4JzlsfXNADSoPIyc0AKrAD+XNACHByQh470AG0EZ79qAEVlU8rn8aAFJDDCpQAEALtIoAAy475oAMEcqDQAu0g4bNACEMTnYaABsqMEDnrQAuMJgd/WgAGCM7aADLDGTj6UADKT8w/GgAXYBjHP1oAMk9FoAQFRwVoAAx6HOO3NABkE/dxzQAbQOWH5UAKSewPHfNACAjqfwoACcDaR39aADttORmgBHVU70AOBGzG38aAGqrZwpNADhvUZagBAAxzmgBd5B2hce9ADeh3YI9KAFUHOe2aAF4bllb2oAA2ARj9aAD7y5YUAIpzx79aAFY4AG78qAFUZ5Izj3oAUqmOUwKAGYI4UfjmgAwQMMaAEBCnI5oAcDnGV5NAASQuGoAaF7n8qAFyD0U59M0AN2HjigBxJQAEde9ACKvc5waAAEA/KuaAFKqRuFACZb0oAQ7AMgGgBRyuMcetAB0GAMetAB8o+Vc8dqABUJ5PFAChVB6Z9fagBOT2wM0AHA56j60AG1QOv0oAMluAOKADbsOWH60ALln6NQAhynX8qAHgZU7uR/KgBkYGeB0oAcQc5bigBFwnzKh+uaAFX5s/NzQA3aFPWgBcFvup0oAAVAK55oAAT0A57AUAG0q3zrwaADeVHTr0zQALt64OaAFBw24jFADgVPIHNADW6ZdeM9jQAJyMhTigBMBj9/6UAKU2c0AISSPmOKABSAf/r0ABweTwPSgAUBDuxx9aAFPPzdPqaAEZOMhfrQAikD7woADx0GKAFHzDkfSgAJKEZNAA5DYYCgBc4UED8M0ANIYckdfQ0AICcgKtADipJ4FAC7to2YOaAGsApwOT7UABA6txQAqc8kUABAQ9cH0xQAfM3DJx60AISFPAoAMlvmoAcudo4x7k9KAGkgtyPrQApQYyv40AAVicmgBMhW+Xn1IoAVgzYbGKABWIGCT9MUAIXz99TQAisAMYoAVFycnt7UABUYztOKADI2/MfyoAI8k4FAC89+maAE4ZuBwKAFYkjpigA2kclSPxoAUAgZUfrQAjMy/eAH0oAXcH5KE/SgA2gDLIaAEDMB7UABdCOVoAQZPTpQAoUj+CgBSFAzt/WgBApbnH60ADMyjBIoABsAB6+1AC8MOVPtQAiqynhfzoAN205b9KAF3b+R1oAUK5IyfpQAHOcAZ9aAAkqcdM0AISvXr7gUAJ5eOetABlOp5oAMnovA96ADO44HNACMBnpj8aAHZY/Kw/EmgAIJAG38RQABio+8T7YoAMknJTp1oACRjhaADAx94/SgAJQjBSgBAhzu5oARpDkAUAKFVuQOfegAAXPP6UAA46Nn2zQAAluGPFAACqcAUAAG4ZwRg0AC7QdoyfpQAFDt3YIPegBmMUAPRVK4YUABXAyBkUAKNwUHOKAEVQ45Un60ALkgbT+QFACLGSdwGPrQAbWByefpQAAFm5Y/lQAO3O0igAAC/N+QoAFXd8xH60AOCkHr2oATD44H4g0AIEccsP1oAVsN8uOnpQAoDHufegBG2kgEE46GgBDjr0weKAAk4+6fzoAQ5A+Y0AOAYrycigBFBHUfhmgABAGBgfrQAoXPUZHrmgBMqeB29BQAgHO1eaAHiMkZPX60AJ8wPK9OlADSPmH8qAA4J4oAcVO3KoB9DQA3gdWzQAu7HRf160AAYKuMcnqKABRg5b+dAAdpPA49zQAYGOOPSgABPTafegAyVOQf0oARuDkevSgBQ6kbSBQABTnJH60AP6Dj880ANYZBJH5UAN/dg4BNACkNxkZH1oATJBwR3oAXCqPX2oAXaCOBz656UANBHTHQ0AGEPP8AkUAKBleO3Y0AJnfwwP4UAKeOAKAFVWxkkY78UAJt7gUAAXefmH5UAITztxj60AHlsnJFAAWJ60AKSGXlcnsRQAgO3tQAb1bhx+NAChAOQ34UAB2tgAfjQAMp4IFACF+wGMUAKNrDd0x2oAQbBxigBVGcjNACA4OG45oAPkz1zQA4lVGQOO/NACDYBuzQAoKnll/GgA3Ben6dqAEYZG7bg+5oARQV6CgBQT3FAA4xjcKAFAGzhiR6CgBNrgf4UALkEcYNACfLjaf50ABO0cflQAgwxz/OgAJGcE9PSgAGOu/8DQAvykZJH0oAQN2daAA7fvKfyoAcgY9vzFABlVwu3n60AIV2ncOlAASrckc47UAIowc0AOYlhjFACZIGwd6ABzhdrEfhQAD5lyVJ/GgBBwdxB/CgAO0cj16GgBC+f8RQAoXYAxHP1oANwYjIxigBcHPy5+lAChWIzn8KAEYMDlhkdwKADK4wEA980AJtZBmgABJ7UAKF7g8/SgBfnA+c8UAIu0jGfwoAMhTjv60AITgc/kaAAbMcE/hQAgTHOc/hQAAYPKk0APIyvCEUAIqkjLD8KADCtwFxQAKpDc/pQAEgtjFACt8vVTj60AIdhXBzQALz/CTigBu75s4/KgAOT3J96AHLvJ5/lQAOR0PX1oAAq7cgZ/GgBAAeDx+NACmMKMjmgBNzZweQO1ACgqTjZigBSF6hPyNACbGY5YEUAGAo5Gf0oAMEDLg4oAAwY4C0AAAHXn2oAOWOTxQA5FUYOTQApIPymgBCABk8+9AByRypHvQA3b83XmgBrbgcGgBRgjlsfhQAoDoeKAEJJPSgBeVwTQAbt3VfxoAXaQeF/I0ABLH73P4UAICAuMGgAC4OWU0AIB83A/HNADtyfxGgBAy/wj86AE2HrigBWZdu0DmgBMLt/wBWc0ACgHsRQAu5mGCM+9ACMDHxmgBUBPJX8aADAY8nOPQ0AOU4PKkD3NACYLHj8qAE3dQ3fqaAEjGG6Z/GgBx56g8enagBAdoHUD0xQApGRwp+tABGTkjNACOOfm6+tACHaACB9eaADeTjPagBysuzaQffNAAu0/eNAAoBYigB2ADmgBpIb5h19aAFXBHPJoAQkDgpnnmgBjAZ3AY9qAFG4jJXP1oAMHdyMUAKcFuCcUAJhWORk0AACr95fwoAUHccDp2oAcDtGdh9OtAAOmSPpQAm4r70AB45dfpigBBnB4oARUA+/QAoK9Nv40ANB2tyOPSgBSyEfKnNACqAB81AACueVH40AAKLzjPpQAhZTzjmgBxOxMigBoKUAOLEqSOn1oARW4xt7daAFLbB98n2oAaHJPNACsegCmgAIAAyvPuaAAsT8zdKAAAfwqT70AB28Fh07UAGQPmXp9aAAkMOQR6c0ACqyckcGgBuCx+UfrQAoGzp+NAAMZ+YY5oAcpA4JHtQAEA5C9frQA1SyNj1oAUkDkj9aAE3Ixxt/WgAVSOoyPTNAAyrjcMD2oAReT93NADiCBzGBQAm7PDL9BQAoyo+6cUAIoONynPqKAG4OcGgByllU8dfegBUO05K8Z70ADKd2/H/ANagBCpJ3AZzQAp2AfMMmgBCw/u0AKCAMn+VACGXsO3vQApK46HP1oATaWXcelAClm+7kY9MUAJheCF5+tAAc5+egAO0njigBSQuAFzQAhHQsv60AOICrgKTQAwDHOD15GaAFkXHzepoAaBjn3oAXIIAVeh60AJgjg0AFAD1BC9D780ACnnpQAAqT0NACkMw5OaAAB1HoO9ACdTwv45oADuxyR+VADdh6igBRtXhs5oAUg9V5oAQlk6569KAG8mgA5U8j8KAFyT2/SgBdmBk0AJgk8jjtQA5MZwQc0AHAOSpoAQ46nNACtnbjOf6UAJGSDgjNACkLuyOKAGuSBz+eaABQOrcUAKpycL/ADoAGBzyPxFAARtAYDH40AAkLHrigAYtwOT9aAFIZ+OePagAyuQD296AB2UjAH40ANBOMUAORARuagAbcADngd80AAfuRQAnGfu0AO8tccj6UANXP3ccfSgALADC/nQA0cn1oAcGYjH6UAJjb/DjmgByk9SaAEwgOcGgBDwcYoAcqMedv15oAGVx0J/OgBoR+woABub73agBR6IDn1oAVQAcd6AFzs4PXtQAKMsGOaAHMF7/AKUAN4JAHA9aAFYbO2aAEX5RwKAE+UnafzJoAcqoo4oAR9xOVHTrQAmA/wB480AClgcHkelAAXUcYx70AKuD8vJ+tACFCDkjH0oAAMDLD9aADKnjb+tABwR8q8jvmgA+YfeB47UAA2k4xk59aAA5HJBoANysuH69qAFVOOBn8aAExg43HHoKAE27RkD86AAAtzszQArcDB/SgABDYIQ5+tACgjHOc0AICO6mgBQCo3EcehoAQNxzGD+NAAoDDCkjHagBckKcgn3JoAbFwcUAK2C3A5oAUBwBkcUANZlbgIM+oNAAFAGWB9qADJA5NABggZ28Z60APUqoAH8qADjPTg9KAAnHDdKAGqoB3KeKAFZgeDQAinHJFAAVVhkZH0oAQbQMFaAEIHXNADhnbhR+tACAZOMGgB4UKvK/WgBGcDsDQA0Ek8UALvK8Nn86AEBGc7R+dACFs96AHF0x9zNACbl6MuPpQAgAVuBxQArPg/L360AL15YH86AE25+Yj8qAEBXPC/nQA4Ak8pQABV3YzQAdTtKigBDuXhhQAAJwcGgBMDsMUAKvyjJXJoAUBT1JoATe33c5FACAZPI/CgCTYAMEZoAaeBgqR75oAaSnpmgAz+P60ALwwwq9PWgBVCqNrCgA2gfMq9+tABgkfMwNAACMYZc/jQAjb1HTAoAFI6P+dAC4I5/nxQAhDAZJ79qAFVQRgj9aAGkANgLigAYgnCr+VACnaepPSgAwOuKAELZOCc+lADjvC0AClGGG/OgA2njIOOxoAAV6FuBQAnygYYfhQAgChuuKAHbUJ+XNAADtHzLQABAeUPTtQAFMHLmgBCFJ4J/KgAzzg0AOKA/dHH1oAQ5IxjOO1AACF42/rQAMOM4Htg0AC5xl+R9aABip6IfrigAzsHBz+FACKhPzEDFAC7V7mgBGGBtHNADRuA5NABk4waAHKmRk0AKGI4P5UACr1O386AANkY2g+9ACYGeOtACj5k+fP1xQABRjlvyoAXEYGMflQAbQBnaaAGcZ565oAcoYnpQAo5O0HNABtIPKgUANkK54HNAAOecDFAA+zqvBoAMZUEAcUAG4EYbt0oAUMMYb8OaAEZ93H60AKgUL81ACYCt60AB27skY/GgBXfb2/WgBgJJzigBWI7AfWgAXjrQA9XLHG2gBpXJwF+uKAFOFXDjOaABMDkigAJBbAQ8+lACMccHP50AEY+bGKAHNtPDHBoARSANoOaABlIIJTH40ABwcM/NACHY3HT8aAFCjb90mgAAIHCdPQ0AIRu68GgBconHX6UAJktzyPxoAVcrzuoAC5LZHbvQAuC3zMpP0oAafcEfjQAvbJc0AN3ZOMn60AKykAEjNAACAMBT+FAClehIwaADKDjvQA5FYHLAUABOCSEJPrQAEhsFlx6UAJwBjYfzoAMZ6nHpQANkD7p/AUAACjqf/AK1ACHGPl5oAUAgfNx7UAGGTG0EfWgBBuDbmH60ABJPOzigBeMbmagBMLjIU8d80ABYnAKcfWgAyuMqtABgk568/lQAZVRnB+lACAlhnP4UAOPACnr7UAIMN95T9SaADcinaF/WgBOWOD27UAITzjNAChQvLLQAEhSCFoAUsx5NAApjUjvQAYfPTigBGAU4FAACxHI4oAHBUhQBg0AKqrjB5OPSgBc7RtAJNADcAck4NAAVAxt5zQArZ43D8qAEKjqvT60AOzkfKOR3oACDt+ZP1oAE+781ADc4O0etAC4bHzUAAXbyB+VAAzt1IoAXHy5H4jNABnjnI9O1AAVOM7enfNACbsjDH8KAFG3GRmgBBt7Ek+lABsYHJoACAw+ZSKAG4CnHOaAHKM8sCfagABDNjB496AAEg8qcZoAGUKcjpmgBfkHP6UAHPXZ+RoAQB8cnA+lAAcgjBJ/CgBSykYA/GgBAGA54FAC7gBgL1oAaNobIagBcKeBznvmgAG5Oo/KgBCAeikeuTQAFQhy3SgBWbcMKvFACcbcd6AHIu0ZPSgBG+9nqB6dqAGvu/iFAAiEdVyKAF37Wx29qAFZh1X165oABjAB5JoATkYDDAz3oAdgAbscegoARR/Fgj3zQAMueWPPpigBcAJyhH40ANAL/eb6ZoAASpwTQAgBJ4z+VAC5VRgrk96ADJHAA+tACbS/zYoAVWI+XPB96AAJ82McZoAV8Ajdn60AGw4yM/nQAicAs35UABUNgqKAFBwMBM/jQA0A7uR9RQA9lGM4JoAQZA+6R70AIACcnjmgBcseCOM0AKSRxg5z2NAAQGGSP1oARc9x1/DFACNhcY6Z4oAUhcZPWgATj1+mKABlI5Iz70ACYIPyn8KAEAyeTj6igBTzwFNAApVThhzQArhAOB3oARV4y1ADSAT8ooAdtwPm4/CgBudpoAd8zn/CgBCEB60ALuftQAEN3H4igBVPbbyKAAZHIQ/nQAu4kdRQAxRhsigBwAJGCT70AAKg4x0oAAVzwMGgBHBPJUj6igBCAV5PSgBuO1ACgnGM0ACjnJoAU8jJzQAiHByD0oAX7x3E0AA2pzg0AKRk7gDntzQA1iwPzUAAXpx16UAGwgZPAoAUKBycn6UABUD5iOtACFsdAKAHDB5z+hoAU7m4x9KAG5ZTt3HPegA2kctx+NADlOB/UGgAU8YcUAAZAcgc9qAEcEjdxj2oAamAcEUAOZQTuxx6UAAOeQcfjQAYbuc0AICAcgDOaAF3M3JOaAEVQ3QcjqKAFDKPvjmgBMlWztODQAuAo3c80ACA44U++TQAm0E8UADLsbBoAAAPmJ+tACsQeASfxoAQITyfSgByHjGP1oAFOWHOKAFIGfv4oARcjkc+4oAcDgfc/WgBp5O5uDQAZ3HJ6CgAyrcBaAEPGGIxzjrQAYTOc9aAFwmOSfrQAgA6gH6mgAJ+X5gRQAKOflFAC7z91uPpQA0bV7E0AOXceg/WgBDnPz0AKqspyo/OgBDknJUjB7UALlOo5PpmgBMM5yelAC4zyB0oACePmGaAAAFPlHPtQAigLyST6igAJMnTtQAgGMFzQAvmY4CD8KAADfy35UAG8A7QaAAKPvbDx70AG3HzAfgKAA+6EetACBiGGKAHAhh835mgA2EHIz70AGwYy3NACqT2HHvQAm09Sp/OgBBwAdvseaAFJIGSoP0oARXwcGgAdBnOfpQAgwvDc+1ADl+boMDvQA0tl8HsaADcCRj880AKrbeg6mgA+VhzwaACNjuK4yKAFC7T9e1ABhRyQc+tAASOi0ACp1yPxzQAckFSfy7UAIVOM0ACEZ5PTvQAAhicrnFAASwGGJ9uKAAAMDkZPtQAhG37wNACryeDn8aAFAO77pz35oAQgDjZ36igBWBIxjigBBIB8oFAC4BGQMUAH3Rl+lACABu9ABjAwRg/zoAAAOQD+dABjI5YGgBQGA6igBC3PC8/WgAK8Z5NACoWC57UAMA+bODQA5iQPmX8qAFUDbx0oATBY8r+tAByowARQABcAEIfcGgAYADPQ/WgBoPfnP1oAVQc5K0AKcf3PpQAm1U5KnP1oANu5cjtQAmMd6AFxuXPagAGAOP50ALGufmHagAwvUrz9aADBYZbp9KADao5B/AigBVXjdigBAeNoX8KAEyBwRxQAfIo4H60AOATG5j+tAABu6JxQAYB/hPHegBN3P/wBegBVBPLH9KAAKqn7w/GgAZQ3K8mgAwRw5BFACffH3elACDC/w5/GgB3BGWyPoaAG7QPmU0AKCpHPJ+tAAF3DJFACKAWw1AAQi9B3oAdnK5K/kaAGrwQaAFYFjkigA2cYD5PpQAAuv3jQAZGAcH/GgACkDIzQAEnOSKAF3Bj1/CgAAbGPLxQAm1R940AKgycheKABQQ2VH60AI2OpXkd80AOG4LuP86AGrzxigBCu0+xoAAgPIYc9qAFKjHzfhgUAIq56Hv0zQAEkfK36UACj/AGM5oAUBe64oAQgBvlH0oAQ7vvFu/WgByIx5C/iaAAKAc4oAXBJ3behoAadrEAk57YoAJFII4/WgAUkDDA/nQAqpzwP1oAaVKkcYoAeDjgsPxoATHOQMepoAMjGOT+FAAA23lPxzQAcleScCgBBhuo6d6AFHy9T+vSgBxZMEgfhQAwKR8xWgBdxI+ZaADaGGe46UANBINAC9edn45oACCRz0oAMYOWoAVSvQKKAFK4HzAZ7YFACA5HH5UAI2ScFcUAKBgZAxn1NAAI+euc+ooACCh69aAHIoyGJyaAEdcnI9aAAMy8Z4oACdxzkigADY+UDOfegAKgHOw/nQAZ4y36UANwzfSgBdmDgc0AG0KeWoAXkj5RxQA0jHHWgB2QFxgZ+tACKQvfNAAhwckUAKVP3i3FABwRwn60AIpVctzigBM7jQAEKnuaAFDZ+Zhx7UAGAcbefYUAKWwPm5/GgBEPGFGaADbt5cUAJtAOQc80ALuAGCM9s0AC4HJX86ADdtO7t6UAGS3zBf1oAXLY+bgUAIA2eD+RoAUDPUf/WoAQbd200AN2kHpQBIBgc/rQAnDdAfz6UAAHGShxQAbiegx756UAJwTk0AOUFlx+VAEbKAeOKAHN0BagBSQV6/higBsZwcEflQAFFX86ABd5XATIoAUFVBytACIMkntQApIIwo/WgAUE8EUAGwDkr0oARHw3IoAVjtbco6980AG4MMHr6jtQAbTjJWgBFY9MfWgBTgH5cg+1ACEsh/nQAp6Bs/pQAuVYbTQAgIT5V5oAOo4GT3PpQAhVhj+lADl3uOo/EUANYAHnB+lAB1wTn8qAFOUwaAFJVh15oABvUcLkfWgADLj5hQAKF7LigBAuOcf/WoAMbhjYfrQAuABy34igBrDYcg59zQA4EAZIPvigBMgDk/hQAmW6n+dAAm3vzQA7b/ABkYHbmgBFZ2PB5+tACk8YZc+4oAYqk8/nQA4AJyRmgAx/F2oAQgj5iOKAFEg9OlAC4VuSKAE42cKR6UAG7CY2/rQAi7V4P60AKWGc4/+tQAuQSODntQAgBPJ6UAKMD7rcdhigBCSxx79c0ADphcgfjQAiherN+VAClxjAXg0ACsR6AUABJU/d/WgAwW+YigBvygAkZ96AF5xnpQAoVgNwGaAAlT8zg0AKMn5kFAADnl+cUAJkMdoX9aAFOANgFACBAF+5n8aABXxweh96AGkDPy0AOyRx1+nagAI3DAA/OgAUhRgjP40AHyjkIaADlv4f1oABhWww/WgBQE9cE0AIVVD1oAUMWGCPyNACLleCPwoAVcq2fWgAKkcsP1oAASe2BQAmBnGc0AKARwF4oARvmO3H5mgBxGV6UANAxw/wClAAG2H5hQAAgHKigAKtjO3BoARSMYP40AKwJAwv8A9agBGAGFxyaAFAKj7hNADSMdRigB4dQvJ/AUACAEZIP1NACDjgj9aADaV+YUAG7d1GaAFIUruK/rQAwgk8/hQArDCgn8qAFVhja4oAFAjHI60AKrZ7frQA3Hcc0AAJHJ4oAAwP8AD0PagBXYdAuKAEUlDuAPNACZyck9aAFXaOvNAASWPA49KAABRxjJ+tACbOMn8M0ALsOaAAKfQkUAKdqjOc+1ABlc5Yn8KAGu248CgAAoAcOR8wFAClgflBx70ABUN0OfpQAqggjj86AFyc4xQA1kA5UUAJvPQnP4UAAHGSvAoAUFP7uc0ABUHhUIoADhVxjt1AoAFAHIU0ADliRkUAJwOvP40AODYxlMfSgBsoU8jrnmgBygBPmNACcH+En8KAEYA4BBHtmgAJRTgDPPegA+Zhwo/A0AGVVdpG6gBAm456D0oAceOAw/LFABnH31z+NACEYOQOKAFDHPUUAOYZGcUAR7WJ7cUADFhwTQAuFxlyfbigBMKRgCgBV2/dcUAKcqc44oADtbkDmgBPlC/OOfSgBT04WgBCBt+bOaABTnqv5UAGTjgUAGQOOfpQAYJBwuPwoAI2wMYz9DQAqqByD+BoAU4zzz6UANzzhelADiDgEg/UUAMO1TgJQAn3jk0AOGcfMhx9aAAgE/KuMUALjPGCKAELADGz60AGR2OOOhoACAAMjntQAbV6Y59zQAmCo55FAAihjkHA70ALyrfKMigAUK3PQ+lAAeONv40AKiE5ZgPpQA19pPp9RQAqZHQUAI5UnnrQA5SSPlWgBCCRhl/KgAHy9R+FAA5K/eT8jQAZH3v0oAQAvyF6UAOw/c0ANZipwWoAUhduQMGgABUgKRnnpQAAbD8wxzQAodR2yaAF3PjO0D6mgBjMS3Pr0oAVcYygx+NAACXOWGPfNACFQx4UketADjzwcnHYUAJkhs0AKCDwEyaAEIKjBHB9KABCcYI/GgA2qADgjPrQAhAzy2fpQAoYgYIyPegAYAchRye1AArMO3HsaADcA2dvJ96AAEF8npQAjEM2QD9aAAblIzQArMhxkZ96AFztGFQ0ACOc7SM/SgBSoPOMc0AIcAf0NACcE/Kv50ABZxw2PyoAQKSehoAX5B1U5+tACDGcmgBWKZ+YEn60AMbrxQA+IFlIJ/CgAxhsE/lQApC980AG04yFx+NADBgdDQA9PmyTQAK5ztxyPQ0AIeW+b+dAByOWUn0oATJB3AfhQAbwWy4zQApVcbh+VACZJ5YUALxjjj0BFACoc8dx70AG7BxQA0nLdCCaAF2hTyeaABmUjDKaAEAUHkGgB2CV56UAG0HG1fxoAMtna3P0oACvHK49OaABQB2PvQAYB4Bz9KAEDMnDA/nQAAZH3enXmgAIUjI6igABLjB7dqADCZ5BoAQlc4A59zQAvCjBXn60AJgkZJoACAT1z74oAVVUDOCaAHLuOeMCgBFGScjIoAGVSeP0oAQFl4ANABkdWWgACq38OPTNACAFeGH5UAATvz+VAChhna3NABwRwucepoAGIAw4B+hoATYpXd0/GgBFOOFGTQAFWz8woAVVYDp+ZoAGZgMMB+AoAFbI2gfrQAhXBxQA7aqgblNAAV2/Nt/WgAXa3XigA6cYNAAy8ZcflQA1eBjH40AKCMEGgBMH0oAcAqnJGT6ZoABuHO39aAHDLdRj3FACqACBk8etACE4yCM0ACkrwTzQAgyTgfrQAg2g/OD1oADgHK8j60ALnjLAjPTigBEAzjkUAK2c8mgBNq59aAHZbsn60AI2R8wz+VAACG+8KAAgsAQOKAEDZ+UfnmgBpGOKAHKu7g0AOAboE/WgBgA78c9M0AKSjfKooACGUHcBQAg8sDJH60AKG3HqRQAFcHLZoAUeyUANKlOfWgBy7QMn+dADeXPyjH0oAcVXsCT7UAIgO75eDnpQArlgfnNADVC9QDQA7JA55FADVI64PFACsT94n9KAEXHQDr70ACnaeWoAXjvk0AC7ByTn2oAFVT91DQAuWH3iT7elACHdt+VePagBFPY9/U0AKwwMjOPpQAi7SvzA0AOBCcMvH1xQAn3fmAP0zQAoOQdwINACAZGCD+dAAQoIUD9aAAgIc4OKAEyCcg454oAU5b5W/CgBAQox1oAQ8rlhz6UAKmB3oAXcG++OaACMEk+lACgLkg0AIp45U9eaADORzgZoAPLHUuKAAMVyN2KAAEjvQAuwn5s0ANcEdTQABhj5hk0AOUrjavGe2aAEwQ+AeKAB9o5I69KAEX1xQAFQn/AOugA3sRtoANjfxce2KAHDywMgZoAay4AJGOaADPI4oAXawGD37UAKrqowRQA0OVPyigBwAYZI57c0AH3VwevagBoG3nb+tABkDnbwTzQAoIbANABgA5VTx3zQAfeGX/AEFACcA470ABLHg/yoAXaF60AG/PygA/jQAMrddh680AAbaOhH40AICQaAHKXz92gBMkMTjjvQAoG4c/hQAAdtpx9aAEGMcnB7UANwO4NAChtvFADiPl+7x60ANAXqTxQAjFR05oAVV3HpQApIA2gfWgALKMYGffNACFwRxj6igAwB8xNADtylcBcfjQA1c9wRQAu/B4H60AKMu2/FADWIxgigAJ4waAEZMYyp/GgBduBksDQAbtvb9etACqoZsgYoAaSVbg/lQAqjdyaAAHBx2oAcQM5UHNACEMh5FAAHI6CgBVXcMlf1oAUAjjp6ZoAb2AVT9aAD+LLdaAFDADr+QoATlTu6fjQAEYwc5oACQAM8fSgBFAJGBmgBTk/LzQAbdgyT1oAFyTnPHpQAOSxC0AKPl5I59M0AIdxOdp/OgBTubvQAqhQMAH3oARk/ioAbnHCr3oAUAEZZ/xoABhDw360AJgs24H8jQArEHAC0AL2AIyT0FADQyqxPOaAAEsc0AKCEHIP40ALhj904BoAbhlOPf1oAAMDcw/GgA4z360AIMnoc+2KAA4H8IBoAchGM9/SgAzIRgLQAcZ+bIoABlRlQR75oAA3OWOaAEzuPyqaADPG3GPxoAQAq2KAHZZeT0NACHB5CEUAKozy5wPrQAHBwAOM0APQEcY/GgBHGe/NAAB2bFACEhBknNAAqlju7UADdsKPrQAYcDlQfxoARgT1x+FAAAUAJAx9aAFyh9qAAfKQCfoaABtxPzDigAKqF29/pQAgYAbST70AIxA+7+dACL9aAHDCng5oAUlVGBQABf4nFACYAOVOaAEIYnnrmgB5JxsY496AGn5D8poAUDIyEHvzQAYIG5/WgAwrck/gRQAjDjpzmgBUBC4YfrQAi4Q85oAMHOSD+FACgEDBBxQAiAEYBx7CgAVfLbG3Ht60ADDPc0AJhV/hNADlcDgACgAdVzvNACEIRkHn0oABg8Mv60ALh16HigBGUBTxzQAAbhgjn/eoAQoR94Y5oAUYfgn86ADaq9jmgAIJ6L+dACHrnPSgB2VABYde9ADVA3EqM0AOJB4br7dqAE2lhnH04oARVHUn6UALjjlOc0AJ1XJOMdBQAioT0FADyoUYzn60ANOeAB096AFzng5PsBQAbRjPbPGDQAcgbSPxzQAFWGNy59TQAEpxj/9VACqo7D86ADknBXPrQAkg4696AEVuMHp6UAIQmcBfwoAcWIXBUj0oARSo5bmgALKTlVoAMkDBz9MUAIxBwAMUAPA2jGPrx0oABtxkj8aAE24H3fxNAB8xHzAY9aAG7SOcd+1ADiqgYKsDQAAFR90496ADLMMfngUAGABu28+5oAUAFcsKAEAVj9KAFfaDgr+tACAKuMIaAA4AyWP0oAbkDov5UAKqhRux+tAC5Vxyc0AHKDlvoKAAKWySOO9AC/KeA59qAGlj0YD60AIVxzQA4MOrMaAFDkfeHH1oAQDJyOaAFdWOAR+NACeWerD9aAFDE/KCCBQA1vvc0APOCmAaAGqCp5GfegBQueW6UAITt7cUAIWB4TIoATaf4vWgBV2g4UZoACCx6GgAkDrjNAAArDJHNACrtIwB+OaAEwRwfwoAVSP4l/HNACHg/yFACkbl5/WgBrEA/KKAH4QDcTQAm0YznP4UAHAXDDr0FAClflBK4/GgAwRgEfjmgA2nPzfjQAp4HH86AGnLNgigBxXnKGgBCVxycmgBAC3XoKAD5egFACgsBkr+OaAGhS5zQAp25A/WgA2nGVXj3NAACW+UD8c0ACqR1B9uKAEKgcnn6UAOOBwDxQAmQ59PSgAwqnAGaAAhupQCgAAReTQAqMDwTx6UAKwRuAcmgBAGUfNQAnBOQtACsEyFC/jQAbWUYPP4UAICOhGPoaAE6DDAUAIBk4AoAdtz8v9KAD5e4NAAFB5B59KAF3fwnmgBG2qu4GgAz8uCRk0AADZwT9cUABRR3FAAFC8hj+AoAXDMMsxI+lADQcHr+FAAcd1IPbNAAMKR82c9sUAGAPmUc96AFXLn7vT3oARmBOCKADHGQvFADlfI2YoAaU2nDEUAOQ/3KAHLuBww5NABkjOAOtACHcxBMf60AN+XOMUAOPA4/SgBEyvJb86ADG48L070AIB833elAAc+v5CgBSBtBI59c0ABJA56Z7UAHDKCO1ACY7gf/WoAPkBww5zQAh54wR+NACgqnvQAvDdselADeh2kUAPAIGccelADWOCNowc0AKOPvA0AIfmHCn6mgBcjbyPoM0ANwrHhTn60AOJA75x6UAJgkZVDQAoOeBQA0syHr+FAC/M5znn1xQAgKp3z9DQA4M7dh+dAAS6DoBmgBBl/vgYoANyg4VfpQAu7eduKAEK4Pf2AFAC5buPxoATOOi/WgAIbqRigACj0/MUABQDljQAN8w4XA9aAEyF9yaAHDgBhH+tACEA8nFABEvJJOf6UAK6Y5C8+lADQh78YoAcSrcA0ANTAY845oAGJJ6ZoAXaEG4DH40AJu3dR09DQAoAHVD+dACjb91cg/SgBAArcjFADSNz4zQArAxkZoAN2eTn60AC7QOQaAAYzk5H4UAKQwGT0zQAZUjcRQAoxjLD6ZNACYY/N1FACbQRnH4YoARWO7kd6AF64zkUALyOg60AI+4YzQAi4/iBoADgdP1oAcm4igAA2/M35UAIMscnP0FACsWGCy4oAMqOV60ABBz8zfkaAEYBeMZ59aAFBBXkGgACN1x1oAQBR15oACxXgfz6UAO3Ky5bGaAGrk9uKADaCdqigBwBUYwPxoATBcZAoAN204XP50AIdo5A59qAAsx4x+tADggx1/WgAIUdV7UAIu3oV+lABjDcnigBWVRyFoAFLdCooACVB24P1zQAHI5YHNADQCrZYUAOdWPzYFAAdoQAdc0AHHG9eaAB1IO4fjQAm9jgEHH1oAbg9lxQA4IBwFzQAoUpzn8KABiSMkfn2oAQgFeR9M0AOJKDigBu5epFACg8c0ANwiH5T1oAVskfMKAARdwe3pQAjRkDJOfbFAD0yUwRQAhUhefxoAOBgYNAATyMLQAMORkfnQApIJwBQAjKqncBjmgA3IPmIoAGbeMEcZoABheooADnt/KgAQsRhvyoAQoemaAEHJxQAo2g4I/CgBeGONuDQAzAU9eaAHKy7cEcmgAGzOAMUAGCOv8AOgAXIOQp96ABiTyRj8aAFRkxy2fwoAHAH3V/KgBFCk7XyPxoAUqF9Tn2oABwOmfxoAMk8n8gKAEwuSBxQAMu3hmP40AKACuVXj1oAaFG7J4oAUlVOVz+VAAAP4qAEYBT8poACTt65FAAm3OGWgBXYHgHigARlbAKigBSqlvloAVSMYx0oACSRwv60AICoOSOfrQA1txOcfSgBMk8H8KAF6DAXj2oAMbeWGBQAuS54GB2OaAEIA4PPvmgA5JA7GgBQFXnH45oAUEN978KADcM9+vrQA9TkUANbYDlj3oATkdCcUABQDluvYigAAPB5A+tAC4PXYD70AIc45b8KABXUcGgAReckDFACli3RSfegBMADDHP4UAIhx8vb60AKFZjlTQAgVfrQAAEn7goAUA9kHX1oAQr2K4NAASFACn8KAAAntz60ACnPDNnFAAORyDx0oAXKk4x+RoATHB3CgAUBVznrQAKFxg+tACyErgZ696AGhiQCWwfYUAIxyMY/HFADlUFck80AHIwCnHTOaAAjnOOKADOT844oAcRkDCjHagBoXb8pTJPvQA4DaOv1FADGB7nPPYUAHPcH3oAcFDJlh24oARcqOmaAF4frQAjBF46EUACqSPmPFADioA4XP40ANYgjBU/nQALgcgfrQAoyo3daAFVw33uvpQA1iAxA5/pQAgCHqMUADKFPBoAVeRlzxQA0Fc4A+lACrjIwcfWgBWAA+Zc/SgBFyBuB496ADKkcg/gKAEUKOin8TQArZ4JGD9aAAE4waAEUnsMZ6mgBWAUcigBRjv+VACgAnIGPrQAsgwv86AGgDGUHfnNAAQGGW/OgBmMtigB3LNtI+hoAUKVPzce1AAoDH7p/OgA6H5lxz2oANuDuH5UABwR6UAAUAZx9TmgA2jAIQ0AGeMBj+IoAUcjkfiRQA1lIPIFACsyFcYz+NAAqgjJ4NABgDJIoABgngGgAIOPnNACAYxlTyeBQApUkZI4oAAVXODQAm4N94UAKSqcLQABm7jH1oAUBl6kketACYHUgigAGA3rQAuSB6fXmgAJ3rtzz6igAKKPXNACklR8/IoAQBfvY/WgAJDY4/WgBRlT8vPrQAmCeWFACHZjk96AFG0jABoAUhSMH8KAEJIO3FACBVI+Zv0oAAf4QtAAAFbmgBTsLDjn2oAX5upUfSgBN2QT1oAQEYwxoAAFU5HNABtJOQMe3pQArYGAw60AIvH8X0FAAMH/AJac0AG1iPX8aAAgKMkHP1oAVB3z+dAC7ST936c9KAE3nPX6igBflJ3EZoAD0yBigA5I5J/CgBCcjjJx1oAAwxySMe9AAFP3tp+tACLtPYjFACEZPXNAC7do+8M+maAFB/2aAEB28c59DQAg46CgBw4HPJ9BQAgB7D8KAFwCMbTmgAVcdqAA89D06AUAAXsfyzQAEDb8y/SgATdjAJ+lADBndmgB5XP3hzQALjOCPqaAADDfIv40AKQD8xBJ74oAaFD/AMB4oACQBhgfzoAPonH1oAU7SACSfagBCvAwM/WgBAdx+agB2d38NACZwMAfjQAAOoyf5daABUP3mFAC8EcKcd6AAAemR6UAAAzjPPpQAMQvynk0ANAJOcfpQApRyOgPFADSGU8jHtmgBysTxg/mKAEfGev1oAAFOM5/KgBWCrjAJNAAN5HYUAA2qcYOfagBwbA5B9+aAFUjPCkUAGBknGTQAhY5ztI/GgBo2Dnqe9AAzbjQAK3GCaAHAkjAyaAG/dbAXgdaAHA5+8fzoAblx8uKAFyB93P4GgBGVmOcigBc/Lz270AINvUE/XNACruYdOKAE2leMfjQAbgP89KAEDUAOD46EflQAgjZTmgBWLH5jQAmT2Xp3oARiSeaAHKMR8igBAQfvdKADC5wDQAq7l5A/OgAAJXcen0oAaDjrQApIOABQArZA3N/OgAHzDlTigBAMDr/APWoAcmccnPNACcE5I/GgBoHzdMUAKwBwBzQAEBF6c+lAAhJGMj6GgA2/N6fhQAAEdDn2oAG5AB4NACLnoelACnAIKj8RQApwQAT+lADSmOgP40AKqbetADTndnHFADgcnI/PPSgBC205zmgALbz92gBNjdxgetAChVXq34UAKHCnAA/OgAcueQDigBA6/xDPPTNAC/KTyMfjQA1VJ4FAClNpw1ADieNoFACbR/D+NAASFIwv15oAXO4/d/HNAAv3SCOPrQAK2BhvzoARQigk9DQABcclfxoAAVzxznvmgAC9Tt/HNAAAAMAH8KAAhhzigAZdoDCgADb+oOfWgBT/dKnjpQANk4yCMd6AEOOgU5+tAC/OVxtOPrQBGQN1ACgkDrQAgzngUASB2/iOKAEkwCGH50AIq45IoACQflAJoAUAD7zfhQAnU8fzoAVDhsDmgAwM8np2oACD1CcUANBJ4/KgBckcZ/A0ALgsuPSgBAxU5NACl9wzzQAAD1xQAYK4BU/nQAEljjigBcqo2hR+BoARRjrwKAFABHQmgBF68rn6dqAFICrnFADUOWoAU7Q3rQAoUtyFx+NACfc43fhQAnzbs0AOB45PBoACN3LZAoAQMF4AP1oAXAJyx/IUANbJAGSfwoAUtlduKAEDAjBoAUnA5FACo2APloAMDqVIoAQfKOaAHxkkdKAG47jP4CgAAGRkcUAGATwhoAFcsdrUAAAVicUAKjEnBoAaV2nkd6AFwW5jB/OgBAyg/dBxQAbxn5eKAAxkHLUAB3DpQABmXpQAKTnc9AAAWfcooAUs5OMUABDcZB+tACb8nDHigAHXKmgAUZOT260ABC9cmgAYkj5Tx64oAahAPNAD8qeSKAE4I4B69BQAq5xlhigBNyg9/rmgBQc88j8aAEbKtjtQABgBjOKAEbAIwO9AC7jjBb9KAEUKDjB/wAKAFKleRQAK/Y/jQAucNn+tACkOw5YAUANznAwT70AGEByKAFJyPm59PWgBm3PSgB2WAxQALleWFADW4PFADgWVe1ACKcHkde2aAHZz/DmgBqthuQaAFwAN2OtACqCe1AACScEfrQAuWBAIFAClSRkdc0ANJYdT9QaAFPI+bNACeX6A/jQAEFRgr36CgBBgcLwaAFBVRzyf50AJtz/AAH86AAnjDL9BmgAJJUbxigAITH+FACBSB0P50APG7GCMjvQAg5wM4oAQLg/KPxxQAYwMbD+NACEliM/hQA7PG0qPrQAMmB9aABRhSM854zQAZYH5t34UAJIuD0oAVdoTg4oAAD94j8KAAspOAOaADqBlCcetAANvXnPoKAAqV6L+tAAN5GCPxzQAHG3YoP50AIAAMc/TFAABtHC/maAFDM3BQn6GgBMMox5fSgBT8y/OvWgBAMcBTQAFlC7R1oAVAwXBAxQAv7se+aAEwx4CnHcUAI2AMkc9qADBcfN17UACnnYwzQABNp5H60AG4j5eT70AAEZPzA/iKAAgjkKRz60AIxJAD80AADAbttACnOMleO+KAE46kH25oAAAR8sfTrzQAMyng/yoAVThcfoaAEAwPmHFAAo/unNACtuJ6Y+hoAGyBQAiuCNrj8aAFXAG08/pQAuAy5NACAYHK/rQALs67TmgAIA52YGaAAvk4x3oAXBA3EflQAgJxjHFAAwUDavU96AD5kUbqAAru5PNAAH4wBx+lACDOd2zpQAuQCGA6+9AC5XOS/4UAAO44Iz70AKFCn5ulADHJzkYxQAijJoAdgIPmXr3oAQrt5JBoAUMNu0D9aABlzy3agBAwB5H/1qABiXbA/CgBRwMEZP1oABwM9v5UAJwT8oyaAFzt69fSgBCpxuJH1oAUnjlSaABU3HJGKAA4A2kdaAFRCDypH40AJs+bG386AF5xjaaABVIPI/CgBdpI60ANbAOT+VABjI3fkaAFUMOef8aAFKqeQBn60AIxZV+7j3zQAbm6Nn8KAABm9DQADJGW7UAJweuaAAH5cbse2KAADB5OfpQApO4cIB+IoAQgkYJz7YoADkjBT8c0AIrbeCRQAqAk9c57UAGxs8rgfWgALHO0/zoAUZABYH8TQAYGOMZoAPl24zQAAYXDLxQAHbgBVz+NABxtxuP09aAEA2nIFAC7jnJU0ALhm5oACcDBU/lQAKM9VoAauN3zUAOXHVc/Q0AIUZuWXp70AIVC9se+aAA5xhiSPagBFCgZPX60ACkY3N0FAAAew/WgBcnGWB69j1oAEX0GPrQArYOFxzmgAwc8A59MUAGzdyVOc+tAANx4C4/GgBpcg4OKAEA754oAfnAHy0AIQByV/M0AB2Y5OfxoATKkcn6UAKuT/Bn8aAA567AOaAFcnIG3jFACbB/c96ABcEdD9M0ABViQNuKAA/NkMPpzQAgB6BTxQAo2dDnNACjj7qg/jQAgYqeBj1GaAAMBxtJ+p6UAJ8g6J+tAC89kwKAF+UDG0n3zQAhQAZB/CgBRgrhkP4GgA27Rx+tADSMDcwIPrQAoUkZagA384I4oAUKMZxg+9AAHIOCPxFAAo+YH+tAC7SWPNACMQG5FAAw3n5fzoACcfLjntQAAFeW4oAQlCMqaAEwU5oAUEsdxoAFBU7iBQAm7c2dvfpmgBcqx6fhmgBM/h+NAC7Coz2oAC+/gjn60AHzIRkUAKDyAO9AACwbgfrQAkgyQSefagA5Uj5s/SgBSCTkgfnQAMBj5v50AIzKRtx+NAAhGMYzQAYJPSgBQRt2sKAAjjLL370AGCF+VfxzQAISOWIoACBjdj8c0ADACPkfnQAnJXHPFACq7fdPNAARjoMfWgADEDoTQAmD3Q/nQAoc4oATYFGc/UGgBCST1oAEyrYx9eaAH8sOSPyoAaSQMbgR7UAInBy1ACsFAzn6cUALuBGSM0AMJwOKAHDBTcw/OgBFw38PT3oAQ59DQAqgZ4WgADAnBByKABtrEbBQA4KyjdQAxwMZK0AOR22lSuRQAgGPmYECgBSwHU59KABcYyEH1zQARgFjnFACMQM4bP4UAAweStABhyeBQApJx+8P4UAG8k7UGOaAE+cHkGgBeAMkDOeOaABA33gKAEwp5brn0oAdg9lPtQAh5Hr+FAC8bMMaAGDGeP5UAOcsBgjAoARSOjLkUACg5yKAHfPj0+lACA9uv1NAARu52496AAIqjLUAJkEYHr+VAChvY5oAQ7gM9PpQAu4d6AGscnOaAFwepNAByB/WgAwB1P0NACdDgGgBTgcsPxoAN2cYoAUfL0NAACAvJFACBieCePrQAHewyB+NAAxoAAWbgetADs7eo/GgBGJbng80ACqOKAFwR/CaABeW4BFADSVDZP50AOQHqelACNnoemaABUzyVxQAjEqcg9+KAFDbiMnmgAY7CCwoAMKPm5oAMOecfpQAbh0cfjQA3b3IoAcVXGAcmgBpV17UAO+YAMTQAAqfqKAF+cqQRQARghufyoAXcp5wRigAwueT+VAAAQ2FH5mgAKsPbn0oAGPGCf0oAUAEctmgBACTgDigBPm6bR+dACjJHDce1ADVIVsEUAOOf4RxQAgUnqpIoABx2xQAcAhR/OgBHBbnFADc7RjNADgc85oATkHn170AOH3dwx9KAFBwORx9aAEwDwPzzQAm0qMbPxzQAmNgyT+FACDB/hJoAASGyRxQA4OzHAXj60AO2g9R/8AWoAY6bWwKAFyOpH40ABJJ70AIR8uP1zQApDFflHT3oAUEuNrdaAGkBWwDmgBQN3J/nQAhHP3aAFHH3gfpQAgAHJ6fWgAY5+bbQAEjA2j6k0AIPUjmgBVJP3iRjuKAFzz3I9aAD5eoU/nQALwcsKAFLZ4BI96AGMNp4NAC7WfkjgUAGM8bxQAZKnlhQArZYAlfyoAcFKD3oAQkFhgc+9ACswGQByaAEHA+Y/nQADk8DmgAIKjkd6AEUn0b8KAAgA5Y/pQAigMcHpQAuedo9etAAAmcE5oAAyg8D9aAAL82RmgAOc5I/CgAyvTHNAAUI+Zl/WgBD0zQAqhcbs80AKDu4ZM0ACZIwwFAAwOOUoARV464/GgBRlhggnHcHFABggfc/DNACAMM4Uj1oAAOfnP50AKchduO/WgAxnq30xQAmGXlsGgBTt6j8aAEzk8CgAzgcrg0ADBcAY60AC5Qc5+nrQAYDc7PxoARcj5QefagB2So+bn+lACIvOcUALIQTgqeOlACYC4PJNACocDLL+NACNtB+5jn1oAQgnBK4560AK20HhaAFYEDnAFADcJ0BNADtr47GgBuBn7tACuqgADAJoAFUjnbmgAYAjdjmgAGAOvPvQAZYDBAoANncHPtQAgYLxJQAFc8r0oAVVAG5/yoAQLuOVH50AKGKHD0AJlQc4oARiM5VT+dADgcjBI+hoANzNxtPWgBNgOPlI9iaAFwB059QKADlRkflQAMQy4Yc0AA2bcHNACNjOAOnpQAuMjI7dqAFLcYf8ASgA2gKSRQA0EcBRigAZeckUAPVSFGF69aAEKvjJYH1oAFJz8/wCFAAwHXZ+FAAMbck/lQAjYC7QKACPKjk9aAFIXupNACEA4OOaADAXt370AAVm5IoAJAN3JoACvdRQAEnHTP40AGCByuM0AIpAPANACsONw4zQAmOPmWgA2oF3EHrQA36CgBwKhcEH8DQAnHYUAP+UAZyKAEyF5JJoAXIPBXFADSvGc0AKrHoydPegBG5OWoAcvyqDt49c0AITnBYfhQAok/hAz+NADWAHLCgBVZQcFf1oAQqBztz9KABlJxxQApJHynuPWgAUZ4/SgBDtzlU/WgALMzZJoAU7WYZ49qAAkZ27fxoAUgZ2n9aAEAUn7n60AKSw7Y+lABkggnrQANuBy3c9c0AAfB4X9aADJPJoAUh8Ahv06UABUlfm4x0zQABWxnccfWgBFwXyFoAGb5sYOPWgBdpb1xQA0kK3AoAXhxljjFAAFOc5JoAT+L7vPYZoAXCY5PPagA5zn0oANyt0TP0oARk24wKAAEkfNyKAE2jP3Tn0zQAoDKucZ+hoATf2JP0FACllK428etACBQBQAB/U80AIRjkmgBy7FGSCaAHAkr/KgBg4OGoANoznP6UAKCPug4PvQAbdpywzQAhZR0HPrQAYQ4OevUUAL93ofwoAQlR8wH1oAd99ctx75oAbtXpuoAChXrQAYBj3Z/CgAXIGSvFACqFHIagALZ/i5HtQAjIQMmgBQdy4BP40AIcjrQAHB6gg0AHTjJNAAWAGAv50ABAK58vvQADI6igBy89FwO/SgBP3ZPX6cUAOQru4NACNkNuz36UABJJyRQAEHbnbigAQhjhutACMCvBGOeKAE2HG7FABkLwvOfSgAU4PzD60AA4Py8fSgBTu9aAAqzAN1oAVW45H0oAQMoPI70AB+b7v4UAKGYDYwoAQKQcjNACtlfmxigAUkNkd+vNACnBHzg0ANChWzjj60ALtGMbOKAEDYPNACkY5IyPTNACHHUED2oATcoIWgBxCtwMA0AChl+VhkGgAJGckH86AGtJjhRigBN57mgBwkLAbqAAqrcKeaAAKEX5j9RQABuMBfxzQAEjPzfzoAXOBwTQAgH+8aADcR/D+tAAhJOMflQAoGDkgigBrYz945oAd84GcUAISGGQvPtQA0A55FAD/vcdfU5oAQ9NoH40ADZxjbxQAq7CuNwoAFXH8JoAbtwckcUAKdpxwfagAHJwVxQAhUL60AC8nk/SgAKkDO7OKAFBJGNv45oAFAzjGaAArtGcfQUAIcON3egBwDAf54oAaSQfl/Q0AOYDZknn3oARCmMNxQAIcdRkfWgBV+U7sHH1oATcWOegzQANwQSmOfWgBA/IyKAHHBwVU/WgAwx4J6dqAGEYOKAHAEDnJoAXAA+6fegBCTjl/wNACgnsf0oAMqRgD6nNACbB2B/EUACM3TPFAASFPC0AKrHqxzQAhY5wF79KAFVjjDLQAAc8ZA9qAAjPCg9aAEwAMZORQAYyeRj6UABCnvmgAIYJkUAG1SMsaAE2hj8vWgBFPG00AKTkYNACDg0AOVT94igBRg/K3HPrQAmdvGO9AB91gxU89MUALhScgY4oAZgq20/rQA4kkcsfpQABCR/KgBNzfdPSgAAAagBSzA/N0oACMgY5OeaADcy8tQAnU7hQApIAyRk/WgBfmZcDp6UALuATBb86AIxw2fegBzHLDCtQAE88LzQAZJOD+lAA2AQcZ980ALuzzux+FACbeeVIoAXlRjHBoATHpQA7cPXNABtfrjj0oAQnbw3NAAhHRTj2zQAoVgcsaADkHAXr3oAMjBwPxzQA0R7hnHHrQADA6/nQAFSoBHegBVORtxz65oAbjaenNADgc4DDPv0xQAhYdBkUAAwp5GRQAZx93I5oAcDu6jPpzQAY25+X9aAIwueTQA5CBnv9KAEY5OMfSgBCpAzjrQAobj5hkduaAEzluaAHJx0bFAAxXrvyT7UAITtI45xQAA85PB7UAAZs57ZoAD8w5H40AAAXg8+1AAAccLxQABhnBORQAFgf4B+NACAZ5FAC+x5xQADr1/CgBTtPf6UAKFJBAoAapz8uO/rQAo+U4A+vNAAy4+YY/CgA3bvvLmgBCFHVaAAc/KFoAQqwPIoAcdwXBNACDg/wD1qAHGTAwOvuelACDcec0AOQjIH60ABGT90/WgBGDLjI4oAQ7TyOtACqF7nmgA+U8Ej25oATHG0fyoADhQQRQAigZyaAF3IDkfzoAEBc5/rQAbMHJb8qAECg87v0oAXkcDp7UAHH3SCfSgAAZ+CO9AAVA4agBfung5HegAOc5xigBwJxk80ANaMY3L+VAAuCvzN0oAAQwwBn60AI4wOTg5oAQBQODzQAmCfmP86AHoCTmgAYgHa2fagBUUf3s/Q0AI8eTu/TFACKMLg4we1AAEX+LINADS2zjI/OgAWQkj+lADvm65/DFAAd3G4fjQAZDAY4I9aAFYKB8xJoAQHPG3j0FAAQBg4/GgABUc76AFXcw4HHrmgBHA6ZoARQF4JzkUAKVAXO00AKrlRgA0AIACclM/jQAD7uSKAGgfN8ox7UAK7Nkbu1AC58xOQB9KAAEkbQd1ACNleCuB9aAF+XozYoAQoV5BzQADj5th96AFKk/MMj6UABZXwu3kelABtC8lTQAcMOT9BigBoJU9KAHhQw3FcfjQAjbg2T0HagBc7+i/jQAm0j+Dj3oABkcEfkaAFwF/5Z/maAEcqW4oAAqr9/rQAYU8qD9aAFDIB93NACBARu6DtzQAYQdTQABST8o/M0ALtAHzD9etAAMn1+uaAAfQ5oAVQQMvmgBpUZ4Q/lQA4Fgvzjj0oAaAGIwuKAFB2nDDigAZcmgAIIHIxQAdBuxQApGRjb+lADduTyDx7UALhSORzTAQoCetIAwvAxmgBCGU52kc0AAB+9tNAABk5YUAHBPK4FACkrng/WgAk45x+lABj5cnkelABkMMbSPxoAQAA4br2oAVCMfMufT3oAPL3c4wO1AChVHXr9aAGtwev9aAFAVTuJz9KAAJuO4CgBQnYnn60AI4XoM/WgAX5l24I/GgBPunGKAHEMw5H9KAGsRnDCgBMAc/lzQA4nIG4UAKFXG4Dt1z0oAYBk9qAHDaBjHNACqrHnoKAEPHC5x35oAUBeo59qADHmdBjHvQAYU/KMZoAQF1+UqTigBCec4oAfvG3pzQAKOm4UAIQM52t+FABlgMnpQAM2V5oARASD29eKAFD5+VjQAgAySv4UAKM4JP5A0AN2r2zn0oAXIJ+Y/pQAFRxgfrQAMccMcj2oAQKuMkn2oATjPTvQA4YxnAz6mgAHyDGOTQAbB1J/SgAUjOSuaAEOfSgBFUk9KAHbCByKAFIIABwPcUAN+XOck0AKp3HnIoATbk9c/U0AKW/hJY+1ACAbeVH1OaADGeF7daAFAxwyEUAJyw+b1oAFUNyPWgB6syjAHA70AMI+bJFADwWYdM0ANATOAcfjQAH5P4cZoAFxjAAP40AGFJ6nPpQAOCQDtGPc0ABZGGGH0xQA0EA/KKAHBSfmagBCO45xQAAqFyV5oAFyTQApY9CODQA6MjsMfWgBCAz4NAC7QOG/n1oAbgjjb3oAUewJNAAxYfeXH40AAXjqfw7UAJswcnJ96AAkA5KcdjQAhOeAP1oAXBUZxQAigE/MDQAuOeEI+poATAVqAFJJ7H86ABRtzheTQAm05wQaAFI2f/AK6ADcd3t6UAL1PyrgetACksPvn9KAEK8cJ+INACZx94UAGExyDzQA9QE4oAYSSf/r9KABiAAAOfrQADI55BPagAkJAA/pQAHKqMd/WgADA8MtACbWUbh0oAYeT1/GgBygBdw/KgBwywBbOPYUANJwePyoAFHO4jOOwoAfxwdpoAQNs//XQAMARlhigA6gHbgUABcA/Lx9aABlVhnIz6ZoANpwBtNACjjop+uaAEOXGG9aADdsX5TQAZzztoAAx69vUGgBMep/OgAbafu8/SgBBhecZoAUAgbio/OgABA+YDP4UAJlSfmXFADoxgYPT1JoAFAJ+7+tAAwC9/yFACAZ7E/jQApBUY2gZ9KAAfN2yPWgBSflHyn25oAQDHDZP1oAT5AMgGgBQQRuJNAAFUjcmaAFBUckjP0oAQkB8jmgA6jc/86AF3OfpQAZVvvDn3NAAmc4wcUAHyq3TigBCFbhVNAC7SOSMj0oARRnnGeeeaAHFiP4f1oATg9/rQAAHGQeM0ANzngigBGkRAS3AHU9hQBh+Mfib4F8AaDceJ/Gfiiw0rTLRN91qep3kdtawr6vPMVjX8WFAdLnxN+0X/AMHJ/wDwSM/ZzuLjTNT/AGqdO8V6jb5B034eWE2uMxHUefCBag/WalcD4w+Mv/B7J+zto0s1t8Cf2N/G/iELkQ3PijxBZ6Sre5SBblsf8CBou2HU+efG3/B67+19qLSL4B/Y6+G2mRtnausavqd+w+pjkgB/KjX+rCs7nl9//wAHfn/BSC5uGls/gr8E7ZSxIjHhfU3x+LajReY7IuaJ/wAHif8AwUp0lj53wY+CsyEcqvhvVIifxXUaLyCyPRfh9/wepftWaXMh+JP7HvgLVowfnGi+JdU09iM84817hR+RobYWfc+l/gh/weo/sneJLiCy+PP7L3xB8Js5Ae70S/sdbgj9SQRaSY+gY+1HM+wWZ95/sv8A/Bdf/gl5+1tcW+lfCn9sDwkmq3JCxaF4muH0O+dz/AsV+sYlb2jdqXOh63sfWlprun3YjdZwPNGYiwwHHqp6N9QSKaaEXOXXAPFMAC7fvD6UAOjGPmIOO1ADSpOWI70AI5GMZoAcPu4PXtQAhyOdxFAAAc5xQAuQpyTn2oATexOcUAL8owcd6AFMgI5OfwoAMKTnafxoATeVPt0xQAB2boKAAYAyxJPpQAp4XIGOaADn1J+hoARlwAcH8TQAAcbm7djQAmCxyo/CgAO7GMdKAFyFXAoAApHz0ALuDDL5oARsMNpX6GgBV3oOAcUAIDk5zzQAoGeqGgA5HOCKADlRgq350ANC/P070APwF42nH1oAQ7jxjj60ALwOgJ+poAQYcEnAoAFIHyqMmgA2kc7R+fSgBu0E8YH40AOICj5n/CgBpUYBHSgBcbcE5+oFACMApz0+tAARnkjNACEYPFAAFJGRQAoJXhl/OgA2hvu0AGT930oAXYAeaAAgAY3flQABlUfc/M0AJy3QfUCgBee/SgAZcEYU0AJlmOMYoAVxwByfwxQAi/KcnNAACu75hj60AIpZW4oAVznBY5NACYP90igBQoU560AKq5Gf5UAKBtOdv60ADOSOn1FADeBz0oACcAAD8aAF5blj9BQArYVeVP4mgBoXjdxQAmRj1/GgB37vZyefpQA1SVPFADgd3JUmgBGI/ukelABn5cBTmgBQ2BjNABtYnkfWgByhQRz9KAA7dxyOfagBu3nPPHqaAFJHT+VABhtv3O1ACfNnkd6AHF8jAH5mgBCX7n9KAExj5tuB9aABWOen4ZoAMAnnigAYBRhSD9TQAbSxyR09KAAsrfKOvagBdrDqOnegBoxuDdD9KAHn1I/GgBu3BB5/KgBP4s4/WgBQ2TySKAHBeOAcfWgAKnOVAHrQAmxwdxxxQAFw3DUAJtHZvyoAUEjoCPcmgBArKfmTP40ABBPUYHagBAB0c0AK20gBR0oANrDlsfTFACEgpgkUAJ5a46j6UAKuMbWNABtdOccdqAEw3Uj8cUAPVF2fdPuDQA0YH3W/DNACjf3TNAChS33178c0AISCcDJ+lADsEjBBH40ANKheGH40AKFOMq2B9KAECN3NABnseaAEKndjbjmgBygJ1b9aAEY5Odg+tACHy9uBwaADacYLUALu2jY+KAEKAn5TQAfc+RulAAFUdAT6YoANuepxQAZX7oX8aAFVSo3A0AGCwyVP50AKNzcFf1oARmK8Y/KgBAVYcLg/WgAGFHU/lQAuUxzu/GgBpAzlelAD1KgepPWgAQNjAXigA+Y8EHrzgUAIU7gfyoAOcYPP0NAByoxj680AI2QMdjQA5QgXceSKAA7n5z07UAKOR0PSgBBuQkEdaAANu69PSgAABP3eKAGzSxwKS/Az1NPcD5Z/b6/4LHfsCf8ABOHTJov2j/jjZQ+Ilh8y08DaCBf65cgjK4tEbMCsOklw0UZx96kI/Ez9ub/g8d/as+Kl1eeFv2I/hRo/w30Ukpb+IvEUUer624zxIsbD7HbEj+ApOR2elqxn5X/tF/tm/tU/tb+Ij4p/aW/aA8W+N7wSM8R8Sa7NdRQZOSIoWbyoV/2Y0UD0osB5o8skmN7k46UJJANpgFABQAUAFABQA9J5UG0Plc/dPI/Kk0h3Z9Hfsdf8Fbf+Cg37CN5Cv7OP7TXiPStKjI8zwvqFwNR0eZc5Iayug8K56bkVG9GFTyvoFz9if2B/+Dy7wB4iksfBH/BQT4HyeG7hyscvjf4fxyXVjnpvm06VmnhX1MMkx9IxRdrcdk9j9kv2bv2vv2b/ANrn4fw/FL9nL4y+HvGegzYB1LQdQWZIXIz5cycPbyescqo49KakhPQ9MUq65U/jmqEIBg5ZfxoAMDGdpxQA1s5oAVXx978M0ALhfSgBSgxlh+PpQAmFQZxk0AIoYc470AKWIPz498UAKCrYO78KAEOM/Ln86AHEZwTx6kUANZlBwF4oAUhWG4LjFACduWx+FABhVHTJoAF+Y7SB7UAKAAStACMvHK/jQAqghSG5HpQAKpzkDj60ABCY3bTn60AA3Ec9PrQAfIeOfbmgBApHRSB70AAZTwSTigBQB/dI9MmgAUjd6++aABs53BcUAAbu1AABuHpQAmU+7tyRQAuDj5hgelAC4wBj86AEIOPug+9ACgEDlBxQA0gY6c9qAADABccUADYUjbQAMd2DtoAQKg60ADrkgqPyoAUKwHXHsaADaxx1/GgBCpJzjp6UAAJ6Y6ds0AAVWPTHqKADgYx/OgBVzjIXPrzQAKrdSuD9aADbtPzj9aABGAOPyoAGTBzQApwVy4z70AIFwvyPj2oAQqTyzfpQAp27MfrQAkeM4NAB944/SgBwVUHzDmgA2k/dU4oAF4+UdfTNAC7c8NH+OaAG8odo/SgBSh6kfrQApGBnA46c0AMBfPP5YoAdtDrtFADVTB5BoAUlQMAfrQAmxmoAUbgcc+/NACfKp+6frmgBdxPYmgBCu3n1oAcu5hk8D64oAVMZwFx6mgAYsvIHfrQA3BPLGgAw2cYoAC2DwTQAMP4sUAKxZl6UAIAucHNAB1O0n86AGshU/e47UAORVHzE8/SgBAAW4HFACuCOoxQAh2jovNAAXYct+tAAHVRgDk+tACqrEZOMUABDDgLn3zQAMSeOv0oAQrtABGPc9aABdgOTQA4NkZDYoAUAdwaAG4AOQp96AANngjHvQAcKchc+4NAAQz84/CgBB93J5x2oAVWYD5l4oAR8Ajb6+tABtUjNAAArDBzigA2gDAH5mgBAN3FAClccHigBAMdG/SgB6klcNz+FADV5OFoAdtYdaAGjABHWgATrz0+tACgEfNsOKADeTwR+VAAPmxg9+tAAAOwP1oAAQpxjnPQGgB29QKAGlSTlhxQAYA5KZ9OaADI6FcfjQAbcjhfzoAaVKnmgBxcsMD86AE2gL81AATkYxk/yoAANp+cfmaAFckdF6+lABsJXcAaAAHJwBn3zQAEKO+D6UAIDng9KABtv8Ix+NACjdjk/XmgBGJPXPXvQA4blHJ49aAAsyjg5oAB83JB/lQAhDH7y4oAExna5oAULtY/LxQAhxuzz9fSgAyzgZU4oAXC9CefagBQm0ZC/maAGqz55P4CgBQB/Fz7UAIQMZIoA86/ad/at+An7H3wk1T44/tF/EzS/CfhfSE/0vVdUmKqZCCUhjRQXnmfBCQxhnYjheCQagfzuf8FWf+Ds39ov9oi61L4R/sAR6h8MPBj74JvGE+0eJNUTkFo2UlNMjOeBGWn4B81MlBN7/wBaAl3Px81/xDrvirWbrxF4l1m61C/vrh572+vrhppriViS0kjuSzsSSSzEk5qvUCnQAUAFABQAUAFABQAUAFABQAfjQAZI6GgD0D9nb9qb9oP9k34j2vxa/Zz+Luu+D/ENoRs1PQ74xNIgIPlyryk8ZxzHKroe4qXEabR+9X/BI3/g7Q8HfEy9074Jf8FHYtM8J6zLsgs/iRp8Rh0e7fOAL2EbjYOeP3yZtyc7lhHNTdx3Ha/wn7g+H/EujeKNLt9a0S/hurW6gSe2uLeZZEljcbldGUlXVgQQykgjkEitE01oSXhkc47+tADdhxnGPagBoB74oAXPIAB+tAC++aAEJydtAARt60AIORg/hzQAqkr1FADk2E5FACY2HOCPqaAFPzHav4mgBAADkj9KAFxnkL9KABpGQ4IFAAACN45/GgBGUEZC4OaAFzwN3X1oAQqeoB+tABjAHOaAFIA5PHrzQAoC92+lADShHbjPrQAu7b96gBFHcZ69c0AKdp4I79aAEKhfmU/lQAuXYfMcA0AINqnj86AA4zkigBQVPT/GgBGTHP8ASgBqHBwe9ADjlTg8fjQAAMvzDB59aADc7HBIoAXGB8o/EnFACBCT83T0oAVio6LwetAAQo5NACeXnkDH1NACgkHaBn3oATCjscUAKqk8np7UAMx8/TigAIz0H40AAXHLCgB2/nA4/CgBCSrZNACl956frQAuGAzkfhQAgG7qCRQAuedoX9aAGkYOcY+tAChVZc9f50ACbhwRxQAcA9x9DQAYzyq596AFU8bWX9aAAD+9/OgBGU9un1oAACRlmOaAFymPWgBAfUUAGC3BXFAC8JweTQAFejKv5UAB5Gdxz7CgBpyeCTxQAoyDzQAjhQRgUAAc4wBQAEKGxmgAyQduM/jQAvIPIP0oAeo6E/hQAhYKxzQA0qpOQf0oAUghMlaABQSuMUAIo5w3PtQApXjLdPSgBPlJGOfegAIO7g5oAHDkc0ACDBwB9TQApUMMk4I6UANIZTz0oAVmVsZzmgBNqgcZOOvFADSFJ+U0APUt1xnFAAMlsjmgBQAG9D70AJwT8yE+9ACDap4H4ZoAUO7dBQAudnDpz7UABKkZJx6CgBoADcDNAC4z8+3HvmgAy/VjQAoYY5fn0oAbswcsn60AKVPGDmgBGCZ+UHjrQApAI3DGaADDlQCgoAQqFGSPyoAACeB/OgBWVwOTn8KAEQKylSefcigBQQq7G/nQAbTjjJ9KAAsGAUDGO9AAoB+U0AOC7cALn60AIVUHLdfTFACBVznB/KgAUAnDnoaAE3YypFAAB74oAepJPzAH6UANYq3G3mgATkbQvP1oANvGWB4oAQEAY9f1oANhAyQf0oACRjYy4NADo1C9G/CgBXQnFADQdvAOfxoAXDnqQPyoAAGUcnr7UAIzKeATn6UAAXA6d6ADBYDKY75zQAu0KQdvt1oAArH5iPyoAQgDhl/WgAA2H5gfpQArKfvbaAAFcDBwaAECc8frQApAA/efzoATbnhF4780AKpUHaRQAMedqg4oANuBwpx9aAD5RwefxoADkjOMUAfLH/BVD/grV+zH/wAEqPgk3xI+NOq/2l4i1SOSPwb4E026VdQ12dRztznybdCR5lwwKoCAA7lUZ2srhZs/k+/4KQ/8FR/2rP8Agp58Zpfip+0V4zJsbR3Xwv4P0xnTStAgY/6u3iJOXPG+d8yyEDLYCqI1foPRHzeTk5NUIKACgAoAKACgAoAKACgAoAKACgAoAKACgBVdo2DoxBHQg0rAfo1/wRi/4OG/2if+CZGt2Xwp+JD3/jz4OSzbbjwrPcg3mhhj882mSvxHySzWrHyZDnHls2+ps07orSWjP6lv2Uv2sfgP+2n8EtG/aB/Zy+IVl4l8Ma5Dvtb60JVo5F4eCaNvngnQ8PE4DKfUEE0ncTTT1PR3wMZP1piE46nvQAAALkcfWgAH+2fwzQAbQPmA+nNACBQxyBQAoKqMEUAMySeTQA+NO+KABiM4IoAULu6t3oACrJ0NAAeuWJoAa+Gbg0AKFOODz6UAOAOBvOfSgBAUHFACjAPJ496AEAGeBjBoADtP3h09aAECr2FAAPlPNAAxBPy0AKmQDvoATCA5/SgBS5/uUAAQEfM2M0AA3KcDkd6AE6HOCcUALncMkj2AFAAFBPPagBGUZytAAA5PWgAKEc4P1FAC5Xb0/HFADQccg59aAHYHXbj8aAEOwAYoAMqB93mgBQSByMj0oAQhQM4oABuyMc0ABwD90/gaAFC5GVGOetADXXDUAGQD8w/GgBWRcbloAbuZhgn6UAAU9cfpQA5FAGSpoADxjKmgAJUnpQAFWC5oARVIXdj60AKMAcDnvQABABlQT9TQAo3Dl/yFACKcnG38aAAlV6L+tAAVBG4UAHBXBXpQAICTQArEngx8UAA2n7xPtQAgAPAXP40AHGcFaAFZQjBloAMq/JOPxoAANpzjn9aAEdsn3z60AIEbIyMetAAybcH+VADhuYYzigBFB3Y9KAHAYbB69qAAlskKO9ADMMTyTQAvy9yTigAGDyOKABGCnGM/jQArBT82aAGrgHn8s0AOfLdhQA1gVAOKAFXGCSOexoAbkqelADhgjJX8KAF2Hug/OgBoZlypFACxqcdMjPrQArA4x+lACZxgAYP1oANsg6/rQAu/GB+uelACE5O5vwxQAgIzg9c+tACspUZIx+NADVyP/wBdADmbIxj8aAEXlemaAAEEbZAcduaABWCnAH60AKw3cjmgBqjjigBwBzgsOetACEIpwq5+lAACP4s+1AAADymfzoAVmAXGOfWgAAUYYnOaAFLqB8ic+ooAaVOe9AC/d525NAAxYfN0zQAYONxA+ooAVGXHAzQA5RxnFACfN1KfrQAjcnccA96AG428449aAFG4nL9AepoAaCd27HHagBw3AZH5mgBN+CCxzQApGenAP6UAAwDgNmgA2ndnGPqaAAnDYOT74oAXJxkr+tAAMEYwR9aABUK9s0AIeeqkUAKAB978KAGkENxxQA7heTmgBQUHzY57UAIQx/h/CgAI2rk5/E0ALxwdv0OaAGkbhkqeKAFVk6bcmgBCmOdn60AKTgDPbtQAMNwGE/WgAG0dRz9aAExhuB/9agBxIA+Y5NAApBGBQA0jaOQKAPir/gs1/wAFmPgz/wAEnfgT/wAJFqsVv4g+IXiGKWLwF4JFzte+lXhrq4KndFZxNje4wXbEaHcWZC6QJN69D+Sv9rb9rv49/tt/HLW/2h/2j/H1z4i8T65Lme5m+WK1hBPl2tvEPlggjBwka4A5JySSZ1luPY8xqhBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfW3/BJf/grp+0R/wAEqvjinjr4bajLq3hPVpo08Z+Bby7KWeswjgODgiC6QEmK4AJB+Vw8bMtS1rcafc/rb/Yf/bo+AX7f3wG0b9oL4AeKRqOj6tGwkhlQR3NlcJgS2lxFk+TcREgPGSRgq6lo3Ry0+4NM9lyxOdvFMQFs4yKAF+QY+XmgBFw/ymgBVO07cUAKAo5I6mgBAqk/doAXczcCgBB8uccmgAGW69aAE4Xqv50ALlScCgBS3YL9aAEK8bjQAK4B6GgBd4I5zQAwgY+UUAKokz8poANw3DJ5FAD9x24wfzoARSFGCmKAEPXINAATvAwKAAMF4Az+NAAFLHJOPagBCSD04oAUnI5BoABtxzn6CgBvG7CigB2G79/WgAVgpxQA0nJyaAHFjtAC8etACAr1JJ9BQAuePl6UAGQeWGfpQAjYHQfrQAvmMBj88UAJhiR82PTFADiMcuf/AK9ACblI47d6AADHK0ABYkZxigBMgL0yTQAm0njFADh93BoARQyjhetAAc4zuFAANx6jNAAFw3zfoaAFByeAT7igAwTwzUAJ93hTmgBQc/fH0oAMqOmaAAFe65545oAb3xnFAC7R2OaAFULjkZ59aAF+YDCjj60ANKsvNACqRjLE/SgBNoJ3A0AO57r+OaAEOEbigAcgnO7NACFxwAPrzQAo56k0AGzHzE5oAUHA3Hj05oAQbQMhelAACc5PFABkZ+WgByg5BxQAhYbiCaAECgng5oAQ7kPI/CgBSxIwf0oAOAuBnP1oAWM9j+GKAFwFGduaAGcE9cUAKHUHDcigA2IOQ1ACZyfm5/CgByop+o96AGgjPNAAQByx69qAHL83RTQAhXH8PfsaAAdi/wCdACHPY0AOJVlAI6UAINo5BNACbR1zQAZGMD+VAD0B24NACbMnJUGgBNihueDQAMCD0/HNACEgJg0ACjAyRQABzjae9AAVjGMA59KABTyM9fSgBQCPmYfWgAKgqSTQAibnBX0oAQMUBFACg59vxoAXL+tAAAFP3SaAEwSRx+FADio4BB+lABnA2gcH3oAFDN1H60ALsA/g/WgBrqq9Vxz60AIdhGc80AKpAGSvHbmgAJbGADQAhLryw59aAAMSfmbigBcKvJHOaAFG3HAye/NACMD97B4oAN+flP4YoATaByVNACowPG3NABgD7zcHqKAF4zkKcUAAUjjb+RoATaN3PSgBRxyoP50AAOfvfyoAUFSuA3P8qAE2bDuOTQAhwxGBQAv3RtWgAVfX8vSgADMew4oAQbM8qQfY0AKQCNymgAXaBkAk/SgAw55cYoAQLgcjvQAoGRk4/CgDwT/gpF/wUC+CX/BNn9lvXv2lfjXfM9vYAW2iaJbShbrXNSkB8ixgz/G+0lm5EcavIRhcEBK7P43/ANuD9tL42/t9ftJ+I/2nPj3r/wBs1zX7j91awswttMs0yILG2Qk+XBEp2qOpO52JZmJm1xvQ8iqhBQAUAFABQAUAFAAAO5oAKACgAoAKACgAoAKACgAoAKACgAoA+yf+CMH/AAV2+Kv/AASk/aZtfG1pJeav8PPEE8Nt8QvCUc3/AB92wJC3cAJ2rdwBmaNjgOpeJiFfIlrqNPof2E/Bn4xfDb9oH4U6B8avhD4ts9d8M+J9Lh1DRNWsH3RXNvIuVYd1PUFThlYFWAIIpiOk3MDjZ+IpgGcHOcUAKFB69aAEYZ43c0AKBtGQDn2NABuZhz+YoAMg8d6ADB2/MDwegoATPcjp3FAAct8zfhxQARrnk4oACQDnqaAFGGwdn40AGVI5OfagBQpxnAx6GgBN59AKADHOQ/PoaADBB+YflQABePu/jmgBNxxtYnigBVyvOKAAPk4AP1BoACDjn8QKADI9OaADDgcigBPd1FAB5xxgYAoAUKCmT+FAAV49vegBMgAc80AKBu/h5oANxA2t+VACbe4BoAMgkEj/AOvQAoAXoPzoAHHHJ/SgBVGBkLx3oATG85IoAGUeuaABSMY25oATAB5P4UAOBJHyrn8aAGEc9PwoAcMD5mFAAyZOQhFAA+MAEfQ0ANBGeRQA5irj+ooAaGCHIoAcCrZJJz9aAAqB94Y5oAPMYcDNACHOcnk0ALhmAGAPoaAEA28Aj6UAKGyOQCfWgBQGAz+dACNsPzDrQAAr3B/E0AKFGORmgBu0DgD86AFyuCGH60AAJHf8DQAZPXGD9aAELHPzDPNACqrMN2MUAHA43dO3rQApK4+YdKAECl+goAXlBtyPegAXaeCv1zQApQEYBoARdysAT3oAR9uSMc0AIC4OaAFLhlAI/GgBAg64yKAFwuOhH40AKpCnhTzQAmATk0AOy39z9aAEYZHzr+OaAEzsONtACkpgMVoAaSSeKAFIEfDde3NACg7h84oATYzdOlACrwNhH60AIV2Y4P50AAbB/wDr0AKSx+bB/IUAIwLDk0ANCsDQA5So5J/KgBQ2eFFAAS68saAFKZAK0ANkwTkigBBgrgIfrmgBcgrtJ/CgBoAAwAfyoAFU5wKAH9vmGfegBMIcnr+NAAoXBJTH40AIM5xjFAAUUnAoAQ5BxQAuwgZIoATcfXP0oAAzDqaAHKF5YmgAwG+6OfrQA4EpwwoATdgZA4oAQAP940AIyBe+aAAcDG2gBSMLuGfxoAFJ6MB+VADHA3cDHNADwdmARmgAIA5xQAg2g8g0AN4D8fyoAUnHzZz9RigBQ69COtACqM8gHFAACAcA5x+VAAwAUtjrQA2Nipxn9aAHn5uc/nQALnptP1FAAwXr3FACBsYJT8c0ABbPU/gRQA6NFPNAAVDA5Yfl0oAapK5Cn60AKwIHzUACcA4BoAM727j8aAEI+bGScUAKq8ZagDM8ZeLfD/gbwzqHi7xTrNtp2m6ZZS3eo6jeTCOG0t4kZ5ZpGPCoiKzEnoAaA1eh/H5/wXY/4KzeKP8AgqX+1td+KNB1K7g+GfhN5tN+Guizbkxa7h5moyoelxdFQ5zykaxR87CTLu3Yq9lY+HaokKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/Z7/g0+/4LD3/7PXxjg/4Jy/HXxOB4H8eamzfD+8vbjCaNr0p/48wTwsN4eABwtxsIH75zUPRj30P6WUaOWISxsCpGQwqxCdOQKADa3UjAoAFwjc0AKwP3h0oARQOpP6UALgL90frQAiE5O7+dACq2AQw/WgBMZ4PfuaAABQeDmgBx3sNpWgBpAQdPzoARRk0ASBcjn+VACYUcbDQAnA5PT0FAADk/doAD13Dg+9ACZOfX8KAFY5xnrQAp6fKp+tACBtvDUAG0LyASPXNAACRnjHPHNADWTHXPXvQAmBng5oAflVGGGPfHWgBFKA8nIoACBnIHFAChscAn2oAQ/J1WgAUhuelAC/Io4GT9aAE8sn5m4oAUEKNuaAFAYjnOPSgA24+6v50AIAM/MKADcAMDp9aAEYAfd45oAQFh/UUAOLKF6ZNAAAW/hOPWgAAOcbj7DtQAnA/gJ54oAVlZhjA/CgBFJQ4oAC2B93HPrQAgoAdkdcGgAIXHK49BQABjjBWgBGCgZIwaAFXAXG3J+tAAA2COBmgBVyPvfhQA1iw+UjHNACoDmgBdoJyAT60AKxYggjFAEQ4P40AOUnqR+JNABtc8r0oAXCL94UAGSTzQAAgEfKfrQAjAFspz9KAFxgcnFACYKmgBwGSOP0oAAoTqR9KAFUZbOPpmgAyu45FADdvOTzQAgOeq5oAMAHjigB2JM4JP1oAB05J46jNACDceRzigBPlA+bP0oAMFhnHFADsZ7Z96AFckr0/SgBiqTyGoAVsZwxoATAJ4P0oAUswO1hmgA6HGKAA4PATp70AIQcYYZoAcg+TI/KgAAJ6r3oAaRg52mgBWUdQpHtQAoI289aADAHXP4igBMqeFoAAhPJ/LFAC8k/MD+FACGPZyOlAAPmGW60AIcLxtOPrQADcBncaAHKCR938c0AIChOFTkUAAUkc80AJkYwF6GgBVXA5OQKAEIUnPNACg9sCgAePHIFAAgCj39KAFGGUluD2NAAAzfeNAACAMDPvQAmB97nNAAHLYG4H60ABXBBYUALwrDHT2oATIznZ+tAAVZxnPFACbuMAUAL8p5wc0AAPqucelAAAz87fxNADGBzg4/CgBV46jNADyGIDADjtQAAqw+5QA0jy+9ACrub+H8c0ABCg/OOaAFUlmyoH1oACAp+YY/GgBRlgAo/PtQA3kDpx7UAKrg5Dd++aAABxwF4+tAAB2x9aABVBPOfegA+XOC1ACE44A70ACqCOfwoACNvPH40Afib/wd6f8FSJPg98F9L/4J1fCTxAYtf8AiJZrqXj6a2lw9poCyERWpIOVN3NGxYf88YCCNswqXcqKSVz+bySRpXLuSSTTSstCRtMAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAPagAoAKACgAoAtaNq+o6FqlvrGk6hPa3NrMktvdWspjlhkVgyujKQVZWAIYcggGk0B/Yr/wQe/4KbWH/BS79hbw98RvEmqwP488PFdB+Idqg2t/asMYIugvGEuodtwCBtDmZB/qzSQb6n20wBPTj1FUAztkZNABnsf0oARThs/0oAc7H+6BQAAADd0+poACrN1X8qADG3qTQAcSdQfxoAMKON1ACHI75zQAoBK/NQA3Yw5x+OaAHqn95uaAGliWxnPpQAZ9F/KgAyoHPJoAVUHUKfxNAAfmHLc/SgAICD5lJ/CgBBjPHFADvLXG7HSgBBtbop/OgBdrD7qce9ACOrnhsAUAIka4JxQAFiDgnp7UAKjZ4I7+tAAd3UjpQAmCTgj8hQArDDY60AKVGMlfyoAQq2AcYoAGUkZLZoAEwByM0ALjJ6kYoATAzxkigBdqg8dqAEJYkfJ+tABnjDPn1FABuDcBM4oAQjBw3FAC/Ip5P5UAIdgbK/pQA4AnlsgfWgBrYHRiaAELnbtzQAbMrlQaAE70AKvqBQA7IbquT2waADBIGUIxQAAcbRnNACIPm5OcUAKqr97P5UAIANwKg/jQA75m5cYFACHYRtxj0oAQMQcc46ZoAVeOQMUAJhGORQAuMHJWgAAJXPOO1AABgdMeuaADAAzzj2oAM/L1oAFz1K8eooAMKTnB9qADauMgH60AOXdigBNpPLCgB4IOAtADJAc57UAC7RyeaADJbnH1oAay4JIoAA2RgnigAIA+8v40AKNiDJHWgAB9Bj05oAQYY5Y4A7UAO3HGBigBoG05YfrQArFiMBfzNACBWUYb+dAC7cAbQeaAEwC2QaAAklsntQA7Hfb+NAC5VFwRzQAjBgMEYHtQAgBHAY0AGAD8ykenNACHKv14oAVjHjIIzQABSxyRQAPtX5QBn2oATp1HX17UADAdVIzn1oAUFANrLk0AG3HKqRQA05BGTyaAHDnBC9egFAC/cGcfrQA1Sc5P40AKQe6/jQAKSmPQ0AK4B+Y5GPagAYkAcEe5NAAcMBu4560AA2Kc780AGdvRetACYYn60AKdo5xn2FACdV5GKABD2Ck0ALhupUUANJLNhuPwoAUAIeDmgBQd33hmgBNqnkAj2oAQsW46DPWgAIK4Xb1oAUDYOT+FAAApBIUmgBEUt2xQApODtySKABdvQAjPY0ADZBxtNACkrjBWgBCD/CcCgBQAi/MCaADlvu9KAAAAcA+9ACEjsDQApI28t+VACADPA+tAAvH3hQAh45Hr2NACliQAP50AIPu9Oc8UAPAAX5h+lACBQB93rQBznxX8feGfhh8P9Z8f+NNZTTdH0TS7nUNZ1CQ/La2dvE008p/3Y0Y/XFJjWrP4kv8AgoT+154v/bt/bH8f/tWeM3lSfxfr8tzYWUjZ+waemIrO0HtFbJFHx1Kk9SamOo2eL1ZIUAGCegoAKACgAoAPxoAKACgAoAM4oAKACgAoAKACgAoAKACgAoAKACgAoAKAP0F/4Nsv+ChepfsLf8FHPD3hjxBrpt/BHxYmg8LeKY5HIit7iWXGn3xHQGG5ZVZj0huJ/WpfcD+vG3mW5tllxtyOR/dI4I/A8fhVAKT0A498UAIBwAB3oAUZUYxj60AIf7zAmgAJB6CgBShC5FACK7Z5NACsOec0ABJUfKDjvxQAA/LjB96AEXZnLHFAAeThMnJ60AOJAG3aPzoAaRn5s5/CgBQ38IFACMFHNACB2J5NADsFcHGOetACMTjJYGgBYx/Ftz+NADh8/rx6GgAwM8sc+9ABgjvx7igBuFHJOaAAZftxQAjx7ecUAIDg5NABkdQpHvQA4jau4UAIrbiNwoACTj5hQALhvl59sUAGCGIIoAXgn5e3c0AB9Hz14oAUYAwExnvQAgQg5PPNACFR0AI57mgBdrDFABk/xEn6UAJks2B/OgBWyhwwoAFLn7uMUAG1hy3SgAYBhlfxoACF29KABS23BPFACYCntQArMNuAPxoARQSMbaAAK4PI/DNACH2FADlYBctQAmSDwuB2waAA+xz70ABDADdn2oAcqZHzZFACMxVtqn9aAA7iMtQAoOxcjvQAgI/u4oANox8pOfSgBCxPysPrQAHavQ0AG4sOR070AClV65NACjPVW5z0zQAEt90nP40AL8uOvNACq2OmfxNACjk8igBrEZOR3oAOOy9uaAAlP4qAEzt+YA470AIpQ8lee1AANhOGJAoAUKRxG3frQAh3L949etADgSEGc49aAEAR/wCEmgBM7RjYfzoAPq/4UAHy45Xv1zQAY455FAApycfpQAEY4I/AYoAXJAwTx6UAKNrjHcUAIDn5WH0xQAgUIclKAFBUsdoz6YoAVlYcigAJPRlFAAo9ePagAdGY/dHHegBoAQ/NQAvLnnp65oAQkKcHNADsblye3vQA0KP7vSgBAccDrmgB46biPyoAQ5IzsNAAq54bP5UALgHKhPxoAQLj7/4UABXIyc4oARdzHpkUALlQNpGaAFAKjg59KADJbh80ANKlcYBHpk0ALhcAkfXFABjHAU4oATA7HB+tABtLHOOaAE3YO0/iKAHDHVQc0AKcDsQc9M0AIwwCwxkdaAFG105PNADSoIxtPFACqcHDNigAAVW5FAC4yMn16Z6UANADHkHj3oAFPUE8CgBQN33geD60AG8KMYz+NAAAGGQefpQALk8GgAcbBgfyoAQADkt+FADsZOQnTrQAAgjGME9qAG4UH7p68UAKCH4IxQAYYnaORQApXBB7elACcdT+VAAWwMgUAflr/wAHXH7bFx+zn/wTR1T4QaDffZ9c+L2tR+GLUJIVlGlxAXWpSj1VkWG2PtdGobsUlpc/lTdy7lyepzVJWRIlMAoAKACgAoAD9aACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAH2881tOlxbzNHIjBkkRiCpByCCOhB5oA/tT/wCCMn7Z6/t7/wDBN/4X/tEajqS3Ou3nh9NO8XNwGGsWZNteMVH3fMki88D+7Op70l2EfURU5HOfwpjEwM5U5oACWAwxzmgBAxAwaADaAMkGgAG0/wAVAANydDQAoZ25J78UAGD1delAAuWOT0oAQKfvEUAL16CgBAxPygDFACjH8QGaAEGVOfegBSyt14PagBMbT836UABCjnP6UAKVUjdigAHI5Xp3zQAnIP3s0AP3Dpuz9BQAhAJ5Ug570AHIHzHFACAEDkflQAFwflA/DJoABkDcAOvpQAhJPJAzQAAD0P40AKF2jLAD05oAbgE/KKAFzk89fagAT72SM0ABIDbgce1AAGbt+NAAHA4JP0oAFI67KAFUh+o4+tABjJwPyoAUDGRgigBu3v7/AJUAKMg5egB2eNw/WgBCo7qf8KAG7dvLL+NACrhl+bgetABnjao49aAECADLA0AOG4jgcelACc/xD8qAGleOQaAFBPTH50ABUqc/1oATI6EUAG0kZFACrtBxjNADuBjgD3JoARlG7g/hQAoG8cr09qAEJVRyvT3oAAxHYUACnHOMH2oARUyd23P1oAUgHHy89hQAgXBznpQAO+evrQAm0kZFAACQec0APUD72DQA7JK8rgUAAGOTQAjqTzx9DQA1TsGCKAB1QDd0oATKsMMfpQAo2rxsJ9aADIXnFACKAzZoAcQf7ox25oARgFGSp/OgBEwDyaAFwF4zkZ/OgBhOeaAFGRwaAHDcVx60AIsbAbhzQAu4k8qTQArqc5K/jQAfJjJbJ+tACdfmA6e9AASGGCQaABG5weKAFdccg9fagARBjLKTQAgK7sDPtQAMXzk0ALgA5z+FADXBBDAH8RQApJYZJz7ZoATaSRgY+lACkhRtB59aAACQjjFADQADycUAAfBwGIH1oAX5V789sUAAcg5/maAFAVyCetABs2/dXPuKAEV8Hk0AO/djqP1oAQLk7lFACNuU4Pc0AKoQ9etAC7VAzjH40AJnsSaAGsmzrQAodumaAEyqt83NAC4GN6oaAFDkDGKADOeWB9jQAnAHyg8mgBeSuCaABW2Lg9KAEUoOSOT6UAA+UkkUAAfByWP0zQAZBPyL+tAAQ3R6ADZhck0AAIAAC8+tABzjk5/CgAVCedtACsAB8wHFADRKRwTx6UAKpC/MBQAqnIyw/WgBNrA7s0AKxycDj3FABtULz+tAArKBjGaAIbt1it3nPRFLHnpxSYH8t/8Awd4/tRyfF/8A4KO2X7P+mXrSaV8JfB1rp8ke/KDU7/F/dOPfypLOM/8AXKp6or7J+T1WSFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH78/8GU/7WlxFYfF39i7WdQBjtrqz8ZaBbs/IWQpYX5Az0B+wNx/tHvUvSQaH9AByeStUAmNvJHU0ANAOc44oAPkB+7QAFh/CKAFQOoyBQAhA6n86AFyoHy859KAAKCMtQAIRyBwaADLDgKPyoAacHvQAoVQMknPtQAdDgigBeRyQSKAExtG4H9KAEBJ4CmgBSmMEigBdy9zx6UAG3bhsH60AITuwSKADY2M4xQAi9ecUAO8wn5CKABRtbHp6UANPJxnvQApXH3uBQAmEAyOtAApwcmgA68Be9AC/OFIIFADQCvIoAcpL8nNADRtzkA8etACkYGWH0oAQbe44oAUA9hxQAnGeaAHAMOQtACgheSfwoACGbgLwaAAhQOeaAEBfIGKAFztHA4PegADN3FABjdyOncZoAMg/KP8A69AAwUclj064oAAWYYPSgAwgPfNACjIXLHOPegBApfknigBSFAyEz75oAZtYdRxQAoVT2P5UAKQY+vegAU9iM/jQAjYBwoz60ALlVHJP0zQAh2/wjH40AOy2OVFACOx27aADBxgmgAXITbtNACAjq2Rg0ADEZ4oAFGTnvQAhPzYFAD8M/agAC88vg+goAcFAIJ/CgAHJIK+vNADDlTjk0AH3uWTp70ADRgDOAD2waAG7iO9ADlBPX+dAAWGcAfiDQAFcDdt4+tABlmXpxQApVSPu8igBrheDQAICeozz3oAVkCnO3PpQA12B+6DQAKSDyaAHgOewHrQArBB8p60ANAC8lvwFAC7zjAXigACL1B+tADGGBnr70AKoXrnvzQBI23bz+FADC2OAtACDYTwDntzQApD9Cg+tAAQmMck0AIhPQ/iKAFbJwWyaAEI2jpg/WgAVkB5XmgACEncBxQArHOFA/GgBuDu6UAOLNja3P0oAQLsGSKAF3KBgce9ACKATytADwuOq0ABOOFUUANwp4PB+tABt2LmgBQQV4H4mgBqqQckd/SgBSEY4VfxoAUBlGw9O9ADWRV+Yc+1ACld/JU/nQAg2scFec8c0AIy7f4cUACsR0P60AAAJyQaAFHz4AXHNAAB/CDQAAHA3mgAVPRcUAO7ZcZ+lACAc/cJFACEBgDsOKAAKM8Aj60AKXI+UY564oAAoUcigAG0ngGgBrKoOf04oAcrsw2ngUAGz05HvQAHLY3dBQADavJOD6ZoAQAu3TjPNADjgHB54oAyvFWpRWOnASSbFmnjiLZ6AsNx/AZP4VLYH8Qf/AAUL+Pdz+0/+2z8Vvj/PdGaPxb8QdW1GzctnFq10626j2WFY1HsKUdSnY8YqyQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA++P+DaD463nwU/4K+fDrS11MWtn49stT8JX7s+A32u0drYH1/wBMitTj1AqZdxrc/r08Pamda8P2OrS4D3NpHKyjszKCR+eaaEXMAkZBz70wAFl6jigAyCPmb8MUANAIbOO9ADn+YdO9ADChBoAXcNuCKAFjXI4FACn5RgjA9aAGjaDwpoAAxzyufegB20BPmIoAaNhGP60AGWPyigBTvQfzoARcDl8/QUABZT0H40AKFP8Ac/WgAIK9D+FAAAp+v1oAMHPIz7UADZUDtQAEqw5b8hQAAlOADQAgAPLDHvmgAC54z+lABn+EqfrQAbR3zQAFjjHQetAAAF5zQAuxWGR1+tACAMTtOPbmgBJFK4/nQAgGO/WgAJHYUAPQswwTn60AKUI5YfiKAE46q34UAAO1cFeaAA9t2aADdt4FACMp+8aAFVvlwTQAp2A42nPpQAmcfLtNACkHGTQANkD5T196AExxuYUALvDDZ/OgAyVG0DI9aADIY4K8/WgBCcHDCgABAXAU8n160ABBIxyPbFAAFyO5/CgAbOMFKAEAAGCSD6GgBRuHIHT0NAArSNwQMfSgA2jpuJ/CgAwe2TQAEhjhl6d80ALwv3mINADCTnBHWgBVXuf50AOO7AyvH1oARwMAhMZoAMYGCefTFAAHJ4H6UAOTG7rz9aAAsB8vvQAjBhyFoAQbwckcZ7UAKzFhjFADdoBG7j2oAVsH7o4oAQAAZ7+lACkn7zCgAyCOQfpQAZYNxxzxQA7aAOVHWgBsmQuM8H2oARQvrzQAob1B/OgBrKc0AOAZAGbpQADazbiOPegBc56KMetADVwOo/CgBQSDwCSf0oAGBGMmgBMkDaBQAAZ+oPSgAyWIB6UALjnhfxoAN2Dls4oAMhuVT8jQAHdn5gaAE2jHANAAFVeW5oAAFY9Mc9KABuR8yY96AAAjkE+9ACjaw6c0AOA4+6R9TQAmW5DKcUAN24Odp5oAUIw+Y9PrQApxj7pwT3NACZAbdg4HegBAQzbiKAHYUDpmgBCWJwoxQAuADyCTj0oAawYH+goAMydcD8KAAZ6NQA4uAcDofegBMY52n60ACk5P8qAF2ljllAoAQnZ1HftQAYx8w4oAUgEcrz60AIAvC80AKqlegFACbCx3AfjQAE4OACT7UAGNxzgigAyScD9aAF4AztGe4FADcgn5uRQA7IVchevvQAnI/hx+NABjaeV6GgBDycnj3oAUEA4UZ+hoAcwOOQSfWgBO2FB+tACYwMY4oA8K/wCCjHxMk+DP7IXxF+Ldu5STwz8PPEOqQuDjbJBpVy0Z/wC+9uPeoluhrdH8QmoBlmWNhysaA/XAz+tOOuoPcgqhBQAUAFABQAUAGccUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHpf7GPxOf4Kftd/C74xR3LQnwr8RNF1YyK2CFt7+GVvw2qQfapl8IbH9znha0hsLCSwgjAWC6lROc/LuLKPyYU0D3NEkk4JpgCjdyRnHWgBExu+7QAoOcqf0oAaQFPDfpQA/G4fMKAGlMDjFABGB/F/OgBWG05wfrQAm5vukcelACMD124oAftYpjOfrQAwx7TyKAFGB95fxzQAnHagBCS3JNACpkHJ6UADEnk5x2oAAN3v9aAHfNt+5igBq7cYIyaAHlflyf1NADcnvz9DQAAE/wAJ/GgBoU56d+1ACnII2igBW3bfmGKAEwuMDrQABiPlZfwoAVgMbgtAAhGNwH60AH3u1AAdoG3r9KAEIA42/jQALgDOODQAMuDnPFACg/Ly4NABlRwi/jQAhxkeooAAx6kfnQAPsxwOc0ALu+XaenrQA1TtbIoAkUAHOaAEKknJB/GgA4B559+lACHLHgcA0AAwvY57YNACKcZI/LNAApyfmNADgAnzKuaADOR84xQA0bR8w5oAUksMk/pQAmGPGT+VACqCvYmgBDuB5WgBccfM34UAHXhVxjvQAYIOWbFAAcHgt+OaABUA+Y/higBORyVoAcCpGCOe1ACABWywoAHXB3AcfyoAQO2OmaAFVSx3E0AGc9PzoAI+GHFAAx+c/WjoAoBf+LGKAA704JNACBM/MRQAA9lB/A0AIc+hoAEVTwTg0AKdw6Zx9KABhkD19aABtigcUAN8xm4DUAPKErl+tACLs6d6AFIZerH6UAN+Vj0JoAXIU42mgBOvegBemNqHPvQAmAOCvJ6UAKMq20Ak/WgBQMj51596AE+bH3fyoATqMBfxoAAvYA0AKuFGM9etAAAT1PT1oACWI+dRQAIoIyo5FACPID8rAcUAOG0jjHvz1oATawycD60AGxgu5jQAIi7c55+lACrg8Zzj2oAM5ODkUAGEPAYn0oAQqO5P5UAI3AGFP40AAII5PNAC7X25oAGHyAZH4CgAXLLgnp7UAB24HHNAChcfMefwoAU4YYK4HuaAGbGzuU/pQAmR/FyaAFVQQdvPoBQAo/1fLY9qAAAYwFz+NAChFIzyD9aAAHAw/T19aAEOF5Ixk8UAAGR8oOB70AA3EfOcUAL8gGMGgBFZRwFxQABNvJ/nQAbs8Y+vNABgIcsP1oAUnI5XPvmgBqjb82PwoAXkAHpz60AG1sg55oAMheKAAKBzj8KAFOHIAXHNACNjPJzQAuEI9PpQAg2AGgD4q/4OBvFc3hb/AIJS/Gx7eM7rn4b6jblx2WZ4ID+YlIqXugW5/HJqTb72Rh0J9KI7De5BVCCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCS1kaObzEYqyqSrA8ggZH60nsCP7v/2fPFyeP/hToHjMS7v7Z8O6ZqOc9RPZQyZ/U0o/CgerO1JX7p5+lUAn3fujFACngZbg0AAHGaADLNxigA2Z4wSKAAg42rmgBFDBufxoAVg2QwOPTigAI6Fsj6d6AEPPBbPtmgAwFGQ35UAIcsAdv40AG0D7zfhQAqbcFSPwoAPLxyRQAEj7vbNACYwRg5oAcxXGMjNACAY/woAGGGyoPuKAFPA+ZaAEGMbiMf0oADt/v4oABgd8+hFACjkYAP4mgBNhzl1/OgAKqrbk/SgAJDcsaAE2sTgn9KAFDbflU0AGOfmHP1oAU+pXqeoNACModtyj9aAFLFRhhQA3BbtQAqoOlACgN0xQAgJ6Z/AigBTHkfMBmgBoCqfmGaAFA7rmgBSu5c9TQAikZwwoAUqrH7v5UABUDjBoAQhVHP8ALFACEBV+XnNACpgjBH60AAyp+717dKADaTyAc/yoAXOfl7+4oAR1wP8ACgAj3HoM0ADj+8D7UAAyeAKADhfvjn2oARQNxB4oAcV2DJNADQFJ4UmgB2Mj/VH86AGk5OD0zQApQDGB196AEK7Dx+tACly3UUAIADx+lAAwC8EUAHXk0AKoUcsaAFAAcAHvQAEqHOR1oAGA6rQAhZlGGHX2oAF6d6AA7sDdnHpmgAIG3ljQA0BgeBQAu49SxoAUbTg7T+NAAAoGR+WaAEGSeQRzQApyXwKADbtbODQAMVY4A5oANjLycUAHzHgnI/CgBNuT9zFAC52Hk59qAG9wQaAHFXxk0AIQGIGc/hQA7AVcYoAahYdqAFZuMBefWgBFUAZagBVOfvL9KAE9iMUACnnaO9ADvLRev5UAIFXrux6UAKAvRTmgBGBB5GPSgBQx2lf1oARVAGGGD2oACmDnbjPvQAENjk/gaAAbVXkfTmgAAL0AB/dnBQUAN3HpnAoAcrFeg60AGSBk9SelABgAByKAAfMdxPHtQADYeARntQAdAQwoAbtyeRQA5uB8vI96AEDrj7uD60ALuI+8aAGk4PH60ALuTsvNACHr0/WgBV68mgAJGfu4x70AOU5PNABhW/gxQA3BVutACybhjFACjhMnn2JoAaFIPEYoAHyf4ufTFAAFLDJOPrQAjAbgo/CgB3APTmgBQ3GGXpQAKOOQR75oAMbsAL+NAB5eOxoAOcdM0AfEP/Bw1o76v/wSi+NUcS5MXw5vZuB2jubRz+impe6Gtz+Ou+Qx3TKfWiOwPchqhBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQA6H755/hb+RpMD+439gSKVP2SvhWJgS//AAqPwt5hPUsNMhBpQ+Eb3PaMZHTp6VQhVAOA7Zx05oAFznpx60AJwOcn6CgAIY8/yoAUEEYbigACqoIzmgBqlgflFAD2BIBYYPegBCpAyV/HNACBCOSpoAMg87T9RQAr84wtADd4U/doAU4c5C80AISoGO/r6UAAQMMmgBcMq4xx3oATeAOV70AAwRyDQAoz0Un8RQAAhh8xOaAEOM7VHQ0AKMjByR6cUAG0dl79aAFBOMH86ABMbtrEGgAK4bauPfmgABK8EE/SgBM56g49M0AN4HSgB2cr8xHtQAAY/gPHUigAyeo6frQA0DsaAJFAHIBOB1xQAhCd+uaADBAy36UAIOGxg/jQAMSTg5xQAFSBkD8c0ABJK5I4+tAAMcMBn6UAChs5C4oAV946k0AHy43EfrQAm1X+Yt0oAUyDGwD2oAaBzlTQA5gNvznNACK3GBn86AECkD7v40APUqBtb8c0ANVcfMFoACckc4PbFACsSV3EdOlADAcdv1oAXaMZDUAByozQAoc4wBxQAnQ80AL0OSM/jQAHGdwFAASzHJH0oACGBACn60AKVIGWP0oARGI4xQAAMxzt/WgAZec8CgAjHzY9DQA4kZIbpzzQA0CPOWNACkAjO3HuaAEYDOQKABCd2Dz9aAFYIDnjBoAQ7VGQaAEC7+eKAFfKgBnH0oAFCkjaM5oAVjgguT9KAE4zuB/DNACFwDn9aAHAj0oACvH3c/jQAAlRtP5UAIcHtigARe4oAVwRztx70AJtBGWBoAMgjAB69aAEYBTj+dABtGMk0AKVQLn+dADByaAH8D5cZoAMEDAGPx60AIPkPJ5z2oAcd3RlyD3oAQLt7H6UABXnOTQAo8xRz0oAT5T25oAOCOnPegAGwjbg0AKUGMlf/rUAI5GNgFADcepoAfyVBXn1oARcrywH5UAA2sfu5oACM9Rj2oAAwY4bPtzQAu0HAIwfegAK4OMA0AIQwbBGPxoAUgkZP8uaAGlcdz+NAAybeT37igBAq9TyPWgBxwyj5ce9ACfMo5NABzjc3I9qAEwoXOw+3NAApI6jjvQA4bQQQKAHkn738qAGqQc5SgBCRI2B2oAPuNhhmgBQit8wf8KAGsFB4XP0oAcAGXGMe1ADdg6elABuJ+UmgBVRQMsM+woAUFTw3HtQAigK2S1ACsVyPm4oAAO6D9aAPl7/AILI+DJfHv8AwTd+NnhiCJmkufg54o8pBjl49Pedf1hFRLQcfiP4rr4hpg4/iUHr7U47A9yGqEFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAElqC0u1QSSrAAdzg0mB/d1+zr4Sm8CfCnw/4Llg2NovhjStNK+hgsokI/Ag1MPgQ3ud0c/T3qxAQoAz1oAAflKnNACqF9OaAEGQcEYxQAbNx5Yn60AJIArYAoAFJHJoAU5bBAoAX5F7UAK2HTHagBhIHCj9aABlAI4NACYwMkUAK21RkdaAGjPQUAOAIbAGaAAFfXn2NAAATQAhXaQQO9ACh93DGgAQAE45oAN4JwRz65oAQhl5xigBAdx+b+VAClUH3c596AHoCTuFADWxuw35UAKVwBkE/Q0AG1iPmFADdoY4AoAAoA5P4GgByF8EAAj3oAFLEZLfhmgAGOCF6nqKAAgDls0AB/I/zoACAcYB49aAAnAwx/EGgBoHGdpNADt28YGM0AIflG0igBflPfBoACrD7x4oAPkI+UDNAAFz1OaADDYwUoAbgdh39aAFLMxxjp3oAD15fPpQAZ5yzEcUAJ8vXkmgBQDjc3SgBN2eozQAoOeSp9smgBMDOOaAHAMoxt/XrQA1lIHP6UAGVKcn6CgBVOBnAoAcuxxlsZoAYVBYgCgB2cDbyfU0AIOmAD70ALnAztGO5oAFUEbhQAmWHDCgAwMcDBoARAvVxzQA9NowMYoACASeM/jQA3O09CKADhuOSfWgBeFG0j9aAFXaByuKAGlWBzigBcMwwy/lQAiDGQV5oAQqWIGPwPagBWJHyjPvQAncAg0ALtwfagAGAM7aAEU4bcaAHF1J5WgBB6KPxoANoC4PH1oACeMEnjuO1ADmYhQMH60ANC55xmgAx8+Avf1oAGO49M0ABA4IB+hoAUNlcZzx0oAaI887SPegA+YH2oACFA3EfQCgBB8zUAOCnOMZAoANpxzx+tACso42jpQADDDkcCgBEx2QmgAwTy2B+NAAQEGd/5UAHL+9AB5e05YigBZGIGMdaAERc8470AKZAvy4zQAgAc5296ADOFw60AJjPsPWgBxKAYH50ANXIbIFAASHOSefpQA4AZyaAEO3OGU/WgAyD94kCgBMnHAOPrQAZ3Dgd6AAKP4n/AEoAGOBhaABstgkCgBUAUZ5z7UAGSeWQkfSgBCQHGBigBzgdRye/NAAGG3bjH40AINo6n9KAA7SRkUAKVwucfhQAih2GAaAEwynn1oAUjOAOaADCoOCaAFyWGQT9TQAu4gZI/GgBoOT3PqKAHNnHIoA4346+BtO+JPw41HwFqqg2uu2F3pVyG6GO7tpbc59v3gqZK4Lc/hN8a+HNU8H+KL/wjrdo8F7pV3LZXkUi4ZJonaN1I7EMpGPaiOquN7mVVCCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD0n9jj4Xz/Gz9rX4YfB22tTM/ir4h6LpAiAzu+038MR49MMc+1RU+Bgf3Q6HGCLm6Ax5tzJjnjAbaP8A0GqWiB7l5hnhlx9KYAo2/eoAR2AI29KAAk8MfwoAXg44P1oAHyvA/lQAmM9R+lAAQp/i57UAKGCDA5oAUHK/Pn8qAEOOoPFACZOP88UADDGOOO9AAXU9effFACFAwBH8qAFCKOSM/Q0AAbb2wM0AJtBOR+NACgjALjPvmgBM57fhQAMhXHy4oAUkD+LNADSScYWgBcjHzcmgBwfCdPwoARUOd2KAF3Kf4v0oAN2OMY980ABUj15oATCnjk/jQAoKr/D+OaADIPJ/CgBBtHqKAFAUclT7GgBOW4xxnrQAuB0XqPSgAGQfmGfpQAh2nOQfxoAF+U4xQAqvg4boaAEKANkDIPpQAozxk0AJx/ECQPagBAQG60APwqnJHXvigBu3DZz17UABVQOSfxFACBiBgj60AKVAGVP4UAG44IK/maAEGCuAvI60AODFxt6UANwc47UAKG7KM++aABlcHdx70AIz56DpQAZJFAAu1c7qAFDAfwcexoAQKOu7HpQAo8sd/wAaAF69E49c0ABVc4IOR2FAA3A2he3WgAjcfcIoACu05XH0oATcRzQAu4MBvX6UAC9MAUAKqncD2oAGxnrz9aAE+YfeP4UAIWDdBj3oAACThR+ZoAcoI4YAUANI+bpn8aAFIVumcjsDQAdfvJj8aAEXaD0P1oAUow6UADY2/MPpQAgUsMc4HtQAhPG0j8aAFCYGWoAaCSckcUAP44GPyoAG2g5PNACELwcEenNACuRgbhmgBNvHTGaAFXGT09qAEBIPOfwoAGAAz+R4oAaMg5oAcduMgdaAAE4oAQhOgPPvQA5VIHQfgaAEDMRtOaAA7cgKv1FACqcNn+tACHA5yDQA75tvC4980AN2MpyaAD733hjFAAAo+4CTQAcDnYRj0oAByPmBoAQ4xtCkfWgBSmByBn0zQAucLtK/kaAE246g5FACAlmHFAClB94fiKAG54xigB6OF4YfpQAMPmyg5zQAMrY6A/SgBFZP4loAAEzkDv60AKGz8gHfmgA244AYY9KADk8H/A0AJkAYKEUAA4HBP+7QAL1+ZD+dACuB0x+NACBCOpx7YoANwPylfyNACrGD93IoADtPDMaAEIIfb1FACgEfNsx+NABtAG5loAB84yV4oAb8ucDt2oAcTGfagAVc4Ix+NACgEfw9+tACfKc/qBQBm+K9/wDYM80YIaBknUAc/u2D9vpSlsB/Gr/wXe/Z9X9mn/grH8bfh5bWBt7K78Zza7pSAAL9l1NE1BNoBI2g3LIP9ylG5UtdT5DqiQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+/P+DZP4GT/G3/gsZ8MLubTBdad4ITUfFeq7lyIVs7OQW8nti8ltRn1I71E9bL+u/wCgz+vbS7ZbKyjhCEEjLZ5+Y8n9SapCJ2Aznb9aYDXxng//AFqABShGG/SgBSAMd/xoAU5YdOKAE+XOCaAAMwGNooAaAQcZx9aAHkgD5mzzzQAm5T2xQAgB6hT70ADDoWHNACsVKYWgBsYOSCPwoAd93hh+FADfkzwMUAKccEc/Q0AJweGHP1oAVQVGCO/QGgAKkDJGfxoAPmIxt/GgAII4BB9hQARqByzfhQAmFJ4XPPWgBQAEPy0AIvPANADhheDyT2FACbSPmK/maADI9MfjQAEgrjvQAKdvyr1oAUZB64oACRn5uTQAbSTk/lQAMW+6VGPrQAbcLnaR9DQA3gdF59aAAE5yRQA7hhkjHPGD1oAQgg5INAAGbbgjmgACDGWGBQAofacAceoNACYG7PagBSF+9uJ9AKAEBx0BH40ADBsZc5oAQBQMlTQAuBtyMg0AJnBzjNABv+bnj6UAOKoRnpQAigdKADDDgke/FAA+SBlqAG4ZRgigBdwYYYYPrQAu0AYLCgBQoAznJNACY2nJi7+tACthv4Me9ACMrKPmPP8AOgA3DHf86AFVF27iaAAsqdvwoAaWLcdfY0AOAIPK5/GgBrAZyeOeeaAFDdj+eaAHIcHGMc+tADZBg596AFGCuG/WgAQ44VfrigAKsTnbg0AJlkOKAAndyVz9BQAoRiAAuPxoAPQOPxzQAgHzfIvFAAVIOcH8KAAb8ZH44oAOOrGgAJUHgGgBBycntQAEjPy0ALuOPmX8zQAhKgAAGgBR06ZHrmgBUJxtC8euaAEIAPNABgD7g/GgAYkcEdKADPdRgmgAAz8zD8e1ACOAOhoAAzYwT9aADCjBz+lACkZGetACA7Bhk60ACcHI/I0AOBDHLjmgA9CEoAAo9D/hQA3IHPOKABcetAC5Y85oAMso5Gc0AIwIGaAEHXJPPagBdjZzQAMrEcjPPpQAqtlMNQADgcr+tAAAxOQvPf2oAA+OP60AKFIP3fzoARmYcEj8KAFTc33jxQAblU4AFACPkYOPwxQADhc96AAcDdk5oAU52ggZoAMkD5loAQDHUHFABuGMMDQAqBxz29qAEblxnpQAErvwMfUGgB2HYcj8KAGqNpwW59BQApbJwo470ALg45PHegBM7Ryc+1ACZBGQp+tACZ9vxoAeCpUAp+dAAqAcnNACHgYPH1oAUHj7pxQBDPAlxFJBIAVdCGHqCKAP5vv+DzT9mG48J/H/AOE/7V9lpm2DxV4Tn8MazMicfbdNmMsTuf7z293gZ6i3PpUrRjXwH4mnrxVCCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD98v8Agyx/Zf1CHTvi/wDtk32ixlr66sfBPhy7mBHyL/p+pKOO4FgAR3BBrNq9T0/X+vxH0uf0D5fGGGPWtBDSpPzdfpQAjAqeaAHKcgYH40AADFuB9cGgAZh3JBoACc42jOPegAbIwWGPSgBGAxubrQAgOOq0AP6c44oAbuXgH8hQAuVIwVOO1AAGC8KD+NACKMjJH5UAJsycgZFAAQgGSpzQAqsQMk8UAN+8cigBQwxgjNACoFwd386ABDnO/pQAhOG+UYoAftLDJx+VADVG04J/OgAYH+I96AHKoCcigBBgHCigAbpk4+lACHnopzQAmCo5oAXeB0oAAoHJGKAFXaOVBoATBY8jr0oAU/Lww/HNADXG1vlP40ALtyN2fzoAXzA3y4/GgAIYcbQPWgBBtTjk5oABgnOw/nQAA8nj8PSgBH5Ix2oAUZIyF59aAFyEHJJ/GgBCxZTx+OaAGnigBQxA56dqAEI3cIKAHEgJtbn0FACcNwq9OtACH3oAFUg5J/CgAwpbjrQA5lCjO3n60ACHnLCgBOvIH5CgBG60AALA8UAP2tjlvrQAm5f4V6UAHB5c/hmgBW6YDACgBMMpx60AIyheFPfmgBwwFwRzQAjAjDYxQAqPx8wyTQAh25xn/wCtQA5CCQcH60AIRuYgdu9AABs6HNAASw5I+vNADc9uaAFPIxn9KAEXABDUACYzjn60AKAoPzc0ADvg4wKAFHGCVoATcW4C4zQAoixyfyoAGyvTGKAAqXXJYZoARQQMAfjQArKVA4oAaWBGCB9aAHRgkf8A1qAEBUEhqAFCY5X8s0AHVcsMUANAJPvQAuFH8OaAEyAMIMfjQAKp6sP1oAVhgcDigAJBThiT6UADj1XPtQAbl4AXn60AJtJGSp/CgBfk9Poc0AAJA+YHHagABUcgY/GgBQCfvDjvQAh5JyOBQAYYc7T+dAAV/i2/SgAdQBkn8qAEUhevftmgA2A85xQApKn5cnNACBABlsUAClc80AKeDwM/jQAYOASuM+hoAUjHJNACIefu0AKEJOQO9AArDuD70AJ8rDHT0zQAseMkGgAeP5uKAEBKrtJoAcFJGTQA0Abvmxx6UAAXPRP1oAUlSNpHNACAbT0oAcTu52c/WgBCrYyccdqAE354P50AAOOi/nQAbmbk9RQAYTGME/jQAvzAZXp6UAJ068fjQAuSQByce9ACH1AP09KAAEDknNACqWPyqT+NACbSG6fWgD8//wDg5n/ZAf8Aa0/4JN+PZ9E0s3Wv/Dow+NNDVFy/+hBxeKAOebGW6OB1KrUvuOO9j+QqUAOQvQHr600IbTAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAHXpQB/aJ/wRE/Y/0/8AYu/4JnfCb4J3uk/ZtdtfDser+KEkTbKmr6gBeXSScAlo/OWAZGQsKjtWdOzXN31/r5A9ND61OByTwO9aAN3gYAFAAygHJHFAASh9vxoAFGOdwx6UAKWx1U0AIoAG4UAAJz8y596AAkA5K/rQAjOx4AH4CgABVR86/rQA4hSM9D2zQAAsRwePpQAZIGHcHPagBAvPT8CKAD5c4xx3xQAgUgd8Z6UAIwJG7FACqmRnOPrQAKhzw2fpQAA4PTOPSgBWJ4LdPr0oACpzkrigADFe3P1oAXaGGSefc0AChBxjJoAGwPlK4oAULjgKT+NAByOSp+uaAAHPXOPegBsi85/KgA4YYYUADKAOFPsaAAN8u0nIoAUMAMKtABt4+ZT+dAB5Y6kigBOgxtJPtQAAEcKfrQAFSRnJyOpoAAwPy4oAUAt1UHHegBAcEArjHYUAHyHgqSaABgQOV4+tAAd20Y/L0oADlRksD7UADFHG7070ADOAMCgBFkb0H4UAAHP3SfxoAOBxnn0oAQMRjcM0AOcZA4H+FACMpRcADmgBQvGWX8c0AJhcd6AFBAGB/OgBRGO4IoAVY1A6ZoARt3cUAIMDgjP40AG0Dkx4/GgBfk6nigBAMcqelAAWy3zfjQAoA2/KO/HNACYAOACfXmgAyqnBz7ZoAXAB4/nQAICWyRigBWzyAPxoAbgA5I/KgAIX0P0oABuBzg/WgBMFj9ygBWZgMcAUANIx3HNADkOwbiOvSgAyXPTHNAAQE4xQAKWBoAkHI+Y/SgBgO1s9aADl/mA/WgBOOm3HvQAoG3nP60AI5HHzUAL8oX72PbFACJjtk/SgBGJHb6UACsxXFAC5AGMc0ACHH3c0AIM7uTQAsmMfezQAn3RgigALEDBUUAKowOQfbmgAbcB8ynr60AKrFhjcelADdwHO7n1xQA4Ag5P5GgBrKc5K4+lAC87fvEigAGFxt59aAFwMZYEelACNk8g5xQAAhhjv70ABbcNgFAAI2x70AIMKen4UAKQ788UAIodeoxzQAEsGyw5oAXbuG5j+lADQFzjrQAoAPAB/KgBRjPJP5UAJu2jAH40AAYjv9KADcwOQc0AL8xXkHnqaABRhuBQA7IJzuxQA1woI9e9ADunAzzQA0AdgT60ALncNrLz2oAQLj7qmgAyR8xBoAF56CgA3HozY/CgA2gchqAFGQMOKAEII6mgBdwIw3GDwaAE+U8ls47+lABuBHIoAQKc5K/WgBxKhfQ9qAAAkZYUAVdb0fTPEOj3WhavYRXdpeW7w3NrOgaOeN1KtGwPVWUkEdwaBarU/ix/4LB/sCa9/wTg/b38cfs5XNjMugR351TwPeSA4u9EuWaS1IY53NGN0Dn/npA9Si3qro+Xz1qiQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAUDPegD7L/AOCDH7CNz+3x/wAFJ/A3w/1nQhe+EfCl0PFXjsSxh4jptk6OIHB4YXFwYLbHpOx6KaiTbVl1/pjWmp/ZHo2nvYWCRzIvnNl5ynQuxy2PbPA9gKpKwupa5H8P1pgJyRxn6GgA+ZTlx+VADQN3RTj1NACLkngd+1ADst0wfegA5PDCgAwQOOfcUAAPRSePSgBckNgLQAM2SMDH40ANCknOM/SgBwJx83FACKV6hc49KAAkucEfTFAARtPFAByT87Z/CgBH2E4B5+lAAF75oANjEYHSgBANp+btQAoJbgCgALN0Kn3FAAQOMKcUAG4kjjvQA7AXnb+OaADLNx+VABwBkqR+NACKcn5vxoAU7Qd2cmgBSd46/QCgBN20Bcn+VACFCwzQAicN1oAeeSCc8UAIeuWBxQAmVY8D8aABcA8mgBSpP3VFACBZMcflQAArjlDn2NACAc5UUAAfPDDNABvJwMYoAGDAZP8AKgBV+79zP40AJx/EmPfNACc7elACY9aAHAbQGxnPSgBGbI569jmgAVWY8CgBxwow3NACEcbu/agBBu3dDQA4jPLKeKADOBkAjnuaABt24MwxQAMoB5oAVD6sPqKAEIC4OCTQAp4The/rQADrnJHtQAjdmHXPWgALBhn8qAEyMgAdKAFK5wcD2NAAvyjOM0AKmWOSDQAi4B3BSfXmgB4yxDYxQAyQndg9KAFXkAhenfNACNsY59KAEAxwW/DFADlYAElgaAEKAjeoFACADG4/pQAuSRnr+NACEg9RzQAcAfKfwoAkQ5XkUAIxBGME+1ADVK5wVzQApVjyF6dqAAnj5jmgBAqMcZ/OgAK4OOvpigBVUKPu/hQAmSeCv60AJnB5HGaAHSDKggYx2xQAwA9wfegB52gY5/OgBoVR0Xv60AOAJGfL/WgBAMnJH0oAAAx+btQABVJwq/iDQArgBdpPPY0AIgYLu4xQAbg5yE5oAVQWOW7UAJsCHc3SgBxIb5AKAE8srQAhXHIX88UAK2No3L9OaAGj5eccUAO3E/N0oAQHacnn8KAAAHll/KgA24PBoACCD82TQAZAHLD8aAHEgpw1ACCMkZzn8KAEwOmOaAD5yNvJoANvGAhoACu3qKAAKMFmWgAUgNwaADJUen0oAAWYAFc+9ACgEfeHHtQAbkz+NACqPXGP5UAAQEYPrxxQAmQPkxzQAgHr+RNABhMcYz6CgACkDJSgAZlP3VwaAAbOvNABtB69vwoARic4I70AGWUYz+tACljnbx+dADgoTqefegBDtLfL09aAALxknFAApA6D60Aflv8A8HSv/BLOf9uP9jgftEfCfw6br4j/AAhtrjULWC2jzPq2iEB76zAHLvGFFzGOTmKVQMy1L0dxxfQ/lRljMblSfofWqBqw2gQUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAoGT1xQB/WD/wbH/8EuLr9gj9iaP4h/Fvw6bT4kfFr7NrniS0uYSs+l6cqn+ztOcHlXVJHuJAQCJLgowPlA1nFXfN/Vv+CD2sfpxwoAUcdOK0AaQCeT+FACHBGD+FAAwwMcigAOCoOfrQAmFAznmgBw5Hyrn3BoAQ5BwwNAAVA5x1oANinhSc/SgAJKjDc56UAIpC87efrQAYHXcaAAY6D8qAAHjDAj6UALjcfpQAhAZuTQAu1QdpH45oATgNg9KABwo+70oAAGxk/nQApVB1bNAC/MBhQcd6AEX5h8wP40ABHOD+YoAAFUYByfagAGCucDPfmgAweu00AAwT8zflQAbRnHagBdyn5QuaAECYOc/hmgBWA6fyNACYxQAYH8I/EUAARicA/nQAMCowaABOmCuaAFZcfeA/CgBCSR0OKAEDMDhqAHEFeT+VAACFGecnqaAG7C3zAigAVj3/ADoACAByKAFwu3BPP0oAQAoOTQAAlzgg/hQABVbgA0AGApwRzQAYLEELQA4jb8rN196AGqP9kkUAKctzt6H1oARgM7S35UAHygAAnNACrnGDzmgBDjODQAHgcIaAFDY5KigBQA3HP50AOCDbgigBhGDhh+lACtwgB60ANC8bgKAFVd2R+tABtVRk8n0oAAFxk59xQAq7d33gB6UACna2FPFACgfPkk0ANfaH5bnPSgBSzAdBg+9ADRt4Jx+BoAGIxwn40AGQE5HWgBRgrigBAAo60AAdgMdqAADuc/lQA/Hy5PSgBgxnNADhz82Tj60AICpGcfSgABJHzMRQAq7RzuP5UAAG5snigBuWU4oAXAI3N3oAQFf7n60AAAByw4oARuTwOM0AOXA/i5oAR2J4xigBVJwM8cc5oAOM9D17UAABYe3egAwqHIagAyXPUZHTjrQAZ9QR9aADcuMKv40ADDC8t19qAG/cGfyNACqz9s0APOSMlaAEYYGcE+hoAQAscEY9KAHEheCSPWgBpCj7oJ/GgBcfLkJg9uaAEVlAxJzQALhzgDp3oATGDzQApCnlGzQAuQy854oAQ7SOWJx70AKGB+9QAKfnwP5UAIRt+YigAcBRuC4JoAI29RQA4YwMjFACBE7Lz2oATBY9eBQAuR0wfzoAAAR6Ee9ADdxPDE/lQAh460AOXcVzQAKCGwR+tADmIByeaAEBXpjNAAFbr2oAaE5wB3oAUE5wOaAEYKPqKAEUqOcZoAdtDncB0oATHO70oAXzNwwwFACZOcmgBQw7KfwNACsxA5HWgRHcQLcwmFu/TjPP9aAaP5VP+Dmv/gjzL+wF+0q37SfwT8KmH4TfE3UpZraC1i/c+HtabMlxp+BwkUnzTQdBt8yMf6oZnYv4lc/LY8mqJCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP1b/4Nhv8AgjhqP7bX7QEP7ZXx28GtN8J/htqiyadZ3kX7vxPrseHitgD9+3gJSaY/dY+XFhg77ZersNaan9TFj/x7qzR4duWJXkk09SSVi3B/UUxguM5wPqTQA0/eoAMFjnGfQ4oAXlOv5UAN255APPtQA/G1eRg+5oANzAfMufTmgBFVichQMGgAZs/eb8MUANKk8jpQAq7VOWGaABnXOdn60AG4lduPxzQAAlBgjg/hQAB9vP6ZoAC2WGFxigBSQRknJx0oAbnHagBRljQA5ioIwOlACHJ6rQAqkDjOTQAFpM8YoATaRyR9aAFyCcFfwoATIUYCUAHJGQcn0oAVuQDs5FAACH5OTigABUex780ALy/UfpQA0gLzsPX1oATcXPPUUAOAKrk0AKikc7eaAEKknkcelAASp/hwaAGgANQAvzN170AAXaOVOc0AJnn/AOt0oAdgLw7Zz2JoAOF+YL9OaAExn5tvQ0AITzgcUAAK5zt574oATIIzsxQAuFCj5O/WgAUOo3CgAVlzlhmgBVO89MUAIcZ2kfjQAuTtwoIH0oAaMDqpoAMcZ/KgBVGfl25/GgAKgDFAAPu5/rQAA5HPA9KAF8vPIH5igBGY5wf50APDnHA/AmgBBj7xB/woAbgdQuRQAoyefyoATDDgqcfSgBUCg8igAyQc8/nQAEHqwoAVQSMCgBVUKQSfwoAGJOQEz70ANO4HLjFACYQ/dbmgAO/OGP4UALuAxhSPX3oAA2e9ABlRwG/SgAIcc5H5UAG/HBHXvQAhUA5BoADjGNp/OgACgdGoAdlScZOaAFy5GNvFAB1HzDHPU0AMYDd8vSgBwCn7xzQAgVScqf0oAGYfdYA+9AASo5GfoaAFALrnigBpXbwR+NAAi7jyaABic4znFACjYAO59BQAuQMYXH40AJtB5Lce1AAAoOOR9RQAbSw3AUAGcpgk/TFACpu6Hp7mgBpAZvlHegByg42/1oAaQAMhufQ0AOYKBuJ59qAAbSnzY4oAQPg4OcfWgABQDp70ACspPAI9TQAKCO2fxoAUEq24rjNABsB+fb1680AKrbhytACBQOcZ96AAktkEYz3zQAgUL/Fz6UAKAfvMKAADPAGR9aAAqC2Dx7UADKCBx+VACBtpAH55oAMbs4NAChWC8UAB3AYJH0oARRtHNAAAScAYoAQptPPXsKAFc/Ltx3oAFXIzn9KADaycEcfWgByhgOg5oAT7rZZu9ADjtIyeRQAxAQSR/KgBXViMMO/XNACKuFPf6UACqWGOlACEAY9aAFU8YC8+uaAFAK9SPyoAPqCKAEAJbFACnPpx60AeX/tlfslfB79uD9nHxT+zN8dPD41Dw94p05ra52gedayj5obqBj9yeGQLIjeq4PBII1cSfK7n8aH/AAUc/wCCffxu/wCCa/7Umv8A7NHxq08vLYSG40HXYISttrmmux8i+gJ/hcDDLkmORXQ8rST7ltdUeDUyQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+p/+CRv/BLP4wf8FWv2p7H4LeCEudM8KaW0d78QvGIg3RaLp27BwSNrXMuGSGLqzZYjYjsqbtsC3P7Gf2c/2f8A4Ufss/Bjw58Avgl4Nt9C8K+FdLSw0TS7bnyol5LOx5eR3LO8h+Z3dmJJJoSshbnc5LnhqYxGLDhqAEcE8gfXigB0Y+X5hQAmCDwce1ADSdxwW/GgBxIwBj9aAEJJ+8D7c0ABBAyR+FACKvP3sUAOG71BoAbjByeKAFLFQNrEigAPI3Z59KAEAPVgT+lAABzuNACEAHKmgAByeTQA7YePkoAQDLYxQAuVU/KucUALy4waAARlT0oARcKdxFAASCclTmgBWGVBHagBqnbwB+tAAFyM7fpQAqsU5OaABdo465oAUL32mgBSduBv/SgBMgchevWgAUrjCj9aAEYEn5l79BQAq527c/pQANngenvQAfKOrfhQAY28uv45oAQAuMbaAECE/d/lQAuCAQzmgBoGD8xoAcDn7w47GgAGOhBNACP8owD+FACoGYdRj6UAIAoOGBB9qAEPJ4/WgAZieCaAFwq9Tnj0oAFWPrnFAC43cbTgd6AAqQM7OKABI885xQA07QcdfQ0ABUgZIoAXaoGSCCaAFHPAbI9KABoyD8q4oAUFvusM0ADDA5GPYUANC5HCmgBVI+61AARtGfzoAMgkZP40ABQLzQAD5l5x9M0AIgBPTpQAq4bgtyOlAAooAdgZ5Uj6UAKmOxP0NADcgE5HOaAE2lu360AICvTYfegBAcngd6ADazcj+VAAQq0ALhhggUAKpJPQn8aADCg7sUAIMuTgUAL8ijDDJFACAY+6PzNAAQFOBzQAoJJyQSPrQAE7ulAAAB95aAFfkcJigAQn+IfmaAEACtkoetABIGY5A6+1AAqsg5bHtQAAbmyRxQApKgbSKAGN7dKAFRSRnbketAAAijJ/KgBQwbgJQArE+vFACKDjgce9AAGC9KAAqu3jNAArADBoAQqN27NABkAZH55oAaQOooAcWOMY/GgATaoywNABsLchf1oANgAyWx7UAAYgYFACDLHk0ASFlXt+JoAMB+ucetACDrtVc++aAEMeOpoAAB03CgBSAcDFAAQyjJXFACKpPIoAXB6MfzFAAAqnPXnpQAHc3zbTQAEkDBNACKBnLDP4UADqAd2KAFViwxj8aABwFxgfjmgBvfJNACkgep+tACgk4BHP1oAGQ46flQAhIPPP0NABlm4I4oADtUYxQALgntQAvLcZH5UANK7OTQA5SoU8UAIASMstACkArkjHpQAm5CuBx75oAFAAyQaAF+UjGSOehoADgLgH9KBHyj/wVn/4JO/AP/gq3+z5J8K/idENI8S6SJbjwP43tbYPdaHeMozxkedbyYUSwEgMAGBV1VgmrjTa06H8jP7c37Cv7RH/AAT3+Puq/s8/tI+Cn0rWdPbzLW6hJez1S0JIjvLSUgCaB8cH7ykFHCspFCG0eN0xBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfRP/AATS/wCCZX7SP/BUb9oK2+CHwE0Mw2VsY5/F3jC+hY6f4dsi2DPOwxuc4YRwqd8rAgYAZlTYH9eH/BOj/gnb+z7/AME1/wBnDTP2eP2fPDphtLdvtOta3eqpvtdvyoEl7dOOrtjCoPljQBFAApJWDc99wSoB4x6dqoAXpgLyfegA2nPA+tADhzw2T+NACHGcgEUAK+dvT8qAGBCOtADg524I4+tAAVHZeaABSQemPrQAbQByO/egAHzAZHTtmgAIz8oU/jQAEsFwen1oATkjhTj19KAFGWHzdulACYX1/SgBxDMMbfxoAYFOeBQA8j5NpyfegBvy8YbmgBeRyRQAmFAzu/KgBwO75QuR60AGcfKV/WgBrZJyelAApQfKRk0AKFbO7aRQADnopP0oARmJOGH4UAKCW/hP40AGWHpQAgVhyVoAcCdvzDigAII6KaAGng4JoAdjodmfrQAZHViPwoATKjp0oAPmJxtxQAMADgD6gUAICxOAaAAgBsDr9aAEYAH/AOtQAowQDzQAAkfK3r2oAQ8tgCgByccGgAwBwR+NAArbTk/zoAbtz8wXr7UABXAyaAFRiBgCgBVBYbicfhQAo2AYOTQA0kdB0zxQAMuzBoANuRn+lACoygfNQAEFuQMigBAM9OfagB2SeGXGO9ACZQHpk+tAAGYdDQAKVzkr+NAA6g8igBUBA579sUAI2Sc54oAMhVwR1oAAyqMA9aAAKVO496AHYYnJNAAwJ+6Rx1oAUHkZ/SgCNz8x+tADgo2bic0ANOcZoAIzz0oACdzYc8elAA2FXaFoAVWZht25oACoAxg59M0AIhGcNigBcEdelAAG4wFz9DQAoQMMsce1ACE44PT0oAMBMZXr70AKc43Yx9KADBIxtJ9cmgAQheG4oAGALYAoACA3JJ9qAEII9aAFHl/xDJ+tAB8uMZIoATBXqOPWgBCPQGgAUseP6UAOxnlkNACEsB90AGgACADOM+/agAwxXDDigAVecEfrQASbDyeaAEQHPyD9aAFdQOXH4igBMZ4B/OgAVCDhhn6GgBfLIOSMCgBA3UFeKAFIyucH6UAC5HHTHSgBcN3AP1oACuQPk/EUAIvy8bvwoAUv2I5780AGwj5iKADlxnH40AGOxzn+dACEBj1yaAAhc4B/WgBWG0AA0AGz5eRQAF/lC4/HNAAEJHBoAChGPkFACEgcDg+lACjLJ1zQAfKRyOlACgbuCufqaAG4ZWzjFAAMlhnrQArBVJXGfxoAQkj5WX8xQAoUBcnj8KAGhsHJagBwUld2D+VAAqZHzJ+tAC7AR90UANJKjafyoAECkYJ+lACY5wRmgBxBx60AIORnbmgBCOeRQAqnPGOvegBQAoyf1oABg8/yFAHzZ/wU2/4Jf/s3f8FQ/gTL8Gvjv4faK7tPMm8LeLtNjQaj4fu2H+tgZuHRsASQN8kigdGCsqauCbS8j+T/AP4Kef8ABI39rL/glj8VD4N+Ofhf7d4b1C4dfCvj3SIXbS9ZjGSArHmCcD79vJh1IJG9cMS47J7Hy0QQcEUxBQAUAFABQAUAFABQAUAFABQAUAFABQAUAABJwBQB9vf8EfP+CGv7Tn/BWDx/Fquj2s3hL4VaZfCPxR8Rb+1JiyDlrWxQ4+13RHYHy4wQZGXKq5qwP6tv2JP2Gf2bv+Cf3wL039nv9mP4fQaHoNh+9upmYSXeqXRAD3d3NgNPO2BljhVACoFRVUIW57FtVfujA9AaBhkMMHgZ5pgGzjigBVYKfmHX3oAAdp4OBn1oAXvgjg0ANbj8+lACKNxxigB2CnWgBMgt8wz7igB20nBK4/GgBTlRg9KAGhQeAPzoAUqu3rn6UAJ1XO3p3zQAm4kfN+NADlVSvyigBqK393p70ALg7vmNAC9BgL+NAAEByGP0oAaR/CFyPXNADgOgxn2oABuX+Hp70AG04LA/UUAC8DG3OaAE2DH3MY9eaAG4y3WgBxIxtNAAEIHXAP6UAKMKOTx6nvQAnXjaetAAI89sUAGxkPU/hQApIzjbQAHZjg8+lACAYHJx7GgBVG7k+vPtQAmFHAU+uaAF+Zuin3oANoTkjigBA/PC/rQADP3j+WaABtu3qM0AIoJ5AoAU4IyxoAQBARwSaADk5JBx7GgAA2joRQAueACc0ACoT1oAGCdj+FACbf7woATJHGaAHIh+8O1ADt4PQkH0oAQRtncwoAa+3d8vrQA759ucCgBEHy8LmgAZT/E2PagAOUxkZzQApUHBAJHegAXI5A69s0ADJzycelAAMAbWHHrQAm0ocZ/DFAClV7nmgBFG3jGRQArEbeR9OaACNSBnOfagAyGOSvTrz0oANobjPNAApIbnk0AOCnOaAGuC3bv1oAYRtOKAHbkIA20AIykc/wBKAE+7yKAHH5lyTzQAmADgfjgUALlQMKOvqaAAkjlhQAmN/JNAAV4yGzQAKxBw1AC8E/KM5oAH3dO1AAoHU/nmgADN2xQAo46jJoAcuep/SgBGjz83T8KAEVscE5oAAcnO0/nQAAlhyf1oATGBgjj60ACAZyR+VABnsRj8aAFKgfMScGgBuUXkJ+tABvbrnFACgfKG2/WgALHbtNACCNj2oAUgAY7+tACKcHIYfnQApVWywzx1oAb6Y/OgBSD94mgB3Vc7ce+aAEBwckk/SgAww+Yj60AG3d9O1AAFIOMEUALuHKlcigBBgckUAGG6kGgBQFYcNn1FABz90CgA27B8yjmgAwD0JH4UAG1gOuRQA08HNADmG75lH1oAN3HIoAWMcZ60AI6bhnA+tAApKjaMUALtB+Zj+lAACG4B/IUAMK4bBFAAy7Rn+tACLnORQA/5sYYcUAJjgDH40AABVuVoAUAk57UAIV3NwD+VADlwvytQA0xnOQc0AKCR0T60ANBIOGGPY0AKwL8Kc0AGzaPmBHvQAKB+IoAFQnrxQAAgN0yPrQAH+8q4oAFYn5qAOP8Ajr8BPg9+0r8NdV+Dvxz+HOj+KvDWtweVqmia1ZiaCdexIPKOp5WRSHU4KkEZpWBXWx/Ph/wVl/4NGfix8KJ9T+Nn/BNW6u/Gfhsbp7n4aanchtZ09eSRZzNhb+MDpG22cAADzTzQO6PxZ8XeDvFngHxJfeDfHHhnUNG1fTLhrfUdK1Wze3ubWVTho5IpAHjYdwwBp3EZtABQAUAFABQAUAFABQAUAFABQAUAdD8LPhL8Tvjf460/4ZfB/wAAax4n8Q6rN5Wm6JoOnSXd1cv1ISOMFjgZJOMAAkkAUAfun/wSc/4NC7gXOm/G7/gqPqC7U2XFp8IdA1HJY4B26newthR1BgtmOeMzDlKQH7y/Dz4b+Cvhb4O0z4e/DzwlpmgaFo1otppOiaNZpb2llAowsUUUYCxqPQCmBu5CgKq8e1ACABTk5z3oACq4yvSgAUkdTj1FAATzxQAEZ5JoAevPRc0AJsLHk0ALgRngcmgAbn5iPyoAOccL+tACbdx5YUAIcqeGzQArDHPrQAYGM5oAAW6A9fegBPlB55oAVcMeOKADYytwaAF244C8+pGKAGtlec0AKWG3OcmgBUJI6CgAC/3TQAY2/e/CgAXbuJxQAgUEZwRzQADBHJz6cUAKpUHG0igBDlzyPpmgA2kd/pQAh2jBAzQAp2ldwHT3oANwPLHmgAyzDAGfegBRjlev40ANZCOcYoAcrnGCfpQAgI9M/Q0AKOTkL+tACNwcY+poAGCgbQTn2oAQDbQAFmYZbmgBAMYweO3NAC5Zec9aAAkfwigBFGep/M0AKpHXBoAXBJ3EfiKAAFRyoIoAMMDuIoAQMFJwM+vNAC5Y8kcUANO3gKtACg4XJBzQA4bgNxxQAhJxuYfSgBCS1AClmI2449MUAIoI4wetADiqjqCPqKAEIKmgBASRz+OKAFVcfMR9M0AAUMelAC7GHUCgBGUdSaAFyGXAz+dACFiRgg/nQAijBzn60AO3buCaAF+ZByOKADaMbiO9ACbQRkDHsaAHKDuyc0AITkkc+1ADTgcbcfjQAHOMFfyoAU4AzigBOHP3SaAGsAO9AChgBgg5+tABkkYKkj2oAB14H4UAGAOcYx60AAKE5I59BQA3Hzf0oAeOB60AGFAyw5oAQMQMHigBQvQquBQAu1Fxjn8aAHBcjIxQA1m3HaaAAKoyD+WaAEBAyf0oACA3zY+tAAJB0zmgBUKk5AwaAEZSGyw6+lAAFBGN34GgAChR8y5/GgBQSeAooAAD1KdPagBuMtQApKgjDc0AB6AlD170AG4nBKigA6kbhj6UAKBkYU8UAJs9QfegBSFX7w/CgACnscD6UAIPlb5TQAo2Z7A9+aAAYPOSPTmgBMAjG0/WgBF9NuD60AKV5xjOOlAC44Adcc+tAAU29FzQADDDngj3oATao7n6CgBUwx4z+dACFAPmY/hmgBpYE8CgBVJU8/lQA7IU7l4z2NACjkbsGgBNwbhmzQAgHQEGgBTtB5U/XNACA7TyKAHFVcZ249zQAgQHlO3rQAmcHkUAKNpHCfrQAbGA56elACDO7jI+lAC4Y8An8aAE2Z+Zxj8aAFBJGA5PsaADBB+YYx3oAAF25IyaAECkck0AAA/vZ/CgAwOqj8zQAZUj7ufoaABQw5IPvQAvzDknHtigAYtnpxQAihT8wOPwoAG2OpVsEehHWgD5r/b0/wCCSf7CP/BSHQGsf2nfgbYX2spB5dh4x0rFlrdkMcbLuMbnUf8APOUSR+qGkF2fhf8At+/8Gd/7XPwZu77xj+w14+sPin4fUtJD4c1aWLTdehTqEG4i2uiP7yvEx7R0XHpY/KX46/szftCfsxeLH8C/tD/BXxR4J1ZGIFj4o0SaydwCfmTzVAkXjhlJU9jTuI4Ygr1GKACgAoAKACgAoAKAAAnoKAPUf2Zf2KP2tP2y/E48I/sufs9eK/HF2Jlink0HSJJbe1ZuhnuCBDbr/tSug96NQurn6+fsDf8ABmX8WPFrWXjb/goV8b7XwpYkLLL4J8BvHfaiwIyY5r6RTb27A8ERJcZ7OKWgep+3H7GH/BOX9jb/AIJ+eDD4I/ZR+BOjeFo54gmpatEhn1LU8HObm9lLTz85IUtsXOFVRxQB7iixxKAFAwMYH8qYAWPQjr2oAUAhRnv1oAGwVxs/OgBoA7tzQAojyOTQACM5oAUE424IoANxzyx+hoAMBeenrQAjBScA0AKvBwT+dACEbWwelADsAj92PrQAEnbhxmgAA+XBGPrQA35MZzzQAqqcZKUALgY5B+gNACBCORxQAZB5JJNAACuPmP4ZoABljux0oARiW6igByHah3UANAy3y0AO4HDZJ/KgBAvdhigBAxVun/16AFI+bcVx60ADbR3/ABHegACkjOM0ACkkEEFvrQAqj+EDHtQAMoIyVOexoAYqnPSgBxbJ6/lQAqgE5UfnzQAjqw5agAU4HTPtQAuSq/doAAAOWWgBMqWy2fwoAQvzgdM+tAChCy5wBQAh2rwqkmgAIIGScexoARen3c0ALweAOe9AC5CjB5NACsuAHoAado6Kc0ABIYZK/rQAYUjqeKAFBB4C5+hoATYwPK0AIuQ3AzQA5lZvmIoAQccUALju9ACD5ug70ALhU6n9KABirHA/QUAAAU/NkUAAwOh70AAVcbih/OgADbj9049BQA4Bu60ALIAV57UAR8Y60AKAW4Kn3NABsAGW4/GgBQcj0980AGccBe/rQAAHOSgH40ABKk8DPNAC/MRjA96ABF2nnrmgBGHJY54oAaGDHLDpQAvA6ZoAFB6kce1AAdrHAGPWgBCFzgD8aAExz0+tAChiTk8e9ADQQDkUAKwOAzGgBVKquD1oAVVBGQv40ADDacsBQAi9dx6fWgBSV/hX8jQArE8E9P5UAKHQDGKAEUc5x+GaAEbC/Nt/WgAHz/MTQABivAGfxoATeN2WGPxoAGBPHHPvQABQD+NACggcBjn60AN/i60AOcjjAwaABT8uTmgAOCMDj8aABDtByOtAAyYOSMUAALHjtQAZwhwCfUUACttNADsL1KYoAQgDkcDPXPNACYj6g5oAUMcYI+lADQGHPagAGc5Y/rQAqhWPyj86AFw4+XGKAGnIbaT+NADgQi5PWgA+ZhwP1oAQFAcH9KAAgdRQAobjkfjmgBCS3TjNAANqnjn8aAF2qeSfrQAuFAyU4oAaMHnn2oANpX5jQADkcDn1zQAqK6njpQAAMxJBx+FAAd/rx9KAFDKRgqaAEwOxH0oAFKA4I/OgBD14Hf1oAc57bvwoAQLj5yP1oAAQTk8CgA+XOFHNABtYcEd6AEwueTQAEADKmgAwuw9z+FAAu0c5P50ADMxIyKADBJ5oACCvAJ/OgAcqwGBmgAG08MaAEY7TjP40ACn+Ijg0ALnHRSfegBJURl2yKDnsRQBzPxM+Dfwx+MnhebwR8UPAei+I9GuBifSPEOlQ39pJ9YZ1ZPxx3pdQPz8/aj/4NbP+CVP7QVxc6n4d+A998P8AUbgsxvvhr4hewjDHuLO4E1soHoiIOtO4Hw18W/8Agyb1aSaW8+A/7b0kcfJisPG3gjDL6A3FncsD9fKH0pXA+evHn/BnT/wVC8NzP/wiHxA+FHiGJT8hi8TXNo7D/dntlAP40AcDff8ABp//AMFkbSUxw/CfwbcAHHmQfEKwx/484P6Ua9hXRe0D/g0p/wCCwWtSiO98H/D7TATgvfeP7dgP+/KyH9Keo7nrPw5/4Mu/+CgGvuknxG/aM+FPh+I/fWyudQ1GRR/urbRqf++qLBc+mPgl/wAGSvwP0ySK6/aF/bU8W67jBms/B3hm20tfoJbp7k4687AaAdz7Y/Zw/wCDar/gkf8As23lpq+m/sp6Z4t1G2Hzan8RtSuNbMhByGNtKVtAc46Q0XEfcvhTwR4R8C6Db+FPB3h2w0nS7RAlrpumWcdtbwqOAqRRBUUewFA+ljVXCgBPoBSAGcgBXX6U7ANBycZ70AOI4x/M0AKCBwAeKAAA9SaAGlQOQCD6YoAFIPDUAO29kJoAFDYwRkUAKNoPzcUAI3ytu7UAKCOu38qAEzuHTmgABUcE9O2KAFOHHyqfrQAnAHU59KADHOZD+tAAhxwFOKAEUgNz60AODqDwDz3oATOeX6UACnbwAaAAgjjbg+maADOeD/OgAICLgjJNACYzggZ9cUALuIHIx9aAEHB+tACkqBkgfgaAEJUfdBPrQAZB+91oAXCrggdaAAgAZI59jQAISRjdigBR83DLn3BoATaVYqFJFACnbg7uvuaAEIOPmHFAAWxwOPegAXOMlTigABHp+RoADxyT+tAAznsfxoAJEHUUAIqkcn9aAFYHOT+lAAxDDIBHvQAA5HQsPagBBkclT7UAA3KcY/WgBQQOq5HtQApAZcjj2oAauAef0NACttYcUAALIO1ABwo3FepoAUDcuWXP40ANBBG3FACoOfm/WgBCqhqAFPJ+UfrQAY2j1+hoAUYxjb09+lACSKey9+aAF+VRz19M0AJlSfmFAAGwcdvrQAKWfoOPY0ALgg5GSR70ADEkYY/hQAmNuDtPNADgARw+DQAgI6FSaAA7RyVxQAAn7wU0AIQ2QWz1oAcpB9vSgBCPn69KAHDbkED8qAGsQGzjmgBByd2B+dAA21jwp/OgADbeAtABhcb+/fFAAAfvcmgBM5+UCgBdgQZI+oxQAh2MMbcHtQAoDsNuOKADLdDxj2oAXDMODmgBAB/GaAFHP3TQAjZ/iH40AGccnmgAG4jIoAOF5/pQADH8WfwoAAoYYC49OaADheGPPpQAigE7jzQAu0g7mH05oAU8nkYNACbNq7sfnQAAFhwooAXJPEmKAE4LcDNAC4I+8poAa5AOR+VADsBkyOaAG9TyOaAFCgdifQg0AG08b6ADIByGoAM7+MdO+aADaoxls+1ABkg5C0AKBuGSuaAEIPZcY7UALjA/w70AIpIYhhmgBdq5yBQA1+OP5UAAPygkcfSgBxUBvlH5UACnPDA/nQAm3nOOlAASJDtH6mgBcNGMFgKAEByc9f6UAAxnp3oAXJA+VTz70AIBjkg/iaAFKlxnaPoDQAnzH5SKAAFU6DJ70AAwWwTigBSMEbT+NAAAf4kNACgHGdooAQjIywzQALsHOKABlzyVOKADBwCQaAEOQM4x680AICeu39aAFARfmH5UAB8s89T25oAOiEbePrQAIwHU4oACMdcUAKSGHPBoAaAegoAXJ+61ACBVJ+QGgAOBwOcGgBcgnLDnPagAymMLnr60AH3+ooAAcnAoAXPGC3ftQAKUXoAKABpO9ADd691A/CgB2BjgfpQA0TMDjFAWHAsTkCgBDyOpoATb+FAAxfGSOKABW5+YfgaAEcgsCoFAAQ5IyaAHkqMBuaAG7VPIBoAViduD370ACDaP/rUANPynOaAHLyPu5P8AOgAY5GNvNAAhI4waAF3nPzA9fWgBCrfeKY/GgBwKsMMfwoAbtPfP0NABjnCHOKAFyW4OPxFACEFW+b86ADA3cJkfWgA3kDgj6CgBFZQclfzNAC/K5zn6GgA5xwCcUAGwkZbrQAYPdvzoAUDjkceooAaQOoz9DQAKzEY20AKMFvmP4UAOcKVyuKAGDOOnSgAyTwT9M0AKAAOR9OaAEB2tnpQAvGd3c0AGe5BoAOWPI60ADbd2SRQAh/uqD780AKSVGGH5UACAY3bfzoACFbp1oANuBypNAATu420AHlqOpoARQBlTxQAHgZxk0ALtwucfgBQAAAdB9fagBpYE+tACqABnaeKAFyrdDg0AKMp1T8jQAMQRkp+NADdqgZB/A0AOycYC5980AJkZ6/lQAu1yOmPxoAQHHyryfWgBTvxtYD65oAAmB/hQAADoTQAmMHBbpQAFiTjBI/KgBdpGGVB9M0AJn/Z59jQADCtyCPY0AGQDjH60AKVLfNtxQAgIxgtzQAZYDAFAASUGXXr2oAVWXO1ePxoAD8nJ70AIRwCD17CgABJI7+1ADxnqRQAjYbgj6mgBVHOelACFASSfWgBhI+7mgBQdg5Xr70AIAAdxB+lAByGzigBcuPSgBpBU8CgB2MfMx49RQAjbRyooAXDEZ96ABcDkKfwoADuPO39aABSE6HNACklvbmgBCRjaTn3oAUFmGAvHrQAjqQcsg570ABVcZJxxQA3cQcCgBwCj5iaAEO08Kn60ADBh1GKAHMTgAg49aAEYAjPf6UAHJwCOnvQAHJ4X9KAAJ6kj2oAFIPAH60AGMHJGfxoAXIxyvbjmgBqrkHHOKAFjYEYoAXaF5yR+NAACOir+JoAAGI4PP4UANViDzz+NACqCegI5oAUkkYJ46ZoATOBgHP0FACg/L81ACKCnRfxoAVQ2ORn8aAEAAOWI/CgBx3EZYcelADDtI4HSgBVB29eaAAADnZ+OaAFG7GCv60AJhUOWoAcNrdAKAE5Q/d/WgBAWPzHp65oAXG4ZUUAIAoGNufxoAPmXj+VACrjuM/jQAgwSQx/M0AJnB6UAKMdQfwoAUbmHr7+lAAqsTySKAAHa+OtACkAncooATe44I4+lAARvHX8MUAChUXnk0AITz8y8UAA56EigADAAgsaAEUZO7GKAFG1hymOetACqSvGPzoABknJB6/SgAIYDpigBpAA5FACKRnJoAdnHGPzNACL8i4I6+9AAq980ALgsOF/GgBDiM4oAN5PU0AI4C8jNAApIwWHXrQANycgY5oAUEZwW/D1oAaM520ACnB+YnFAAcbuDQA4/vOOnvQAhIU4Bz70ALk4zzz6UAIFw33fyNAC7hnOCaABSC3p9KAHc9249MUAIAh6D9aAD5iNuPrzQAEKoGVoAUYA6UAI28Nu28euaAFyGHPP0oAQKMcKcelAAGIOAvegBTsHO3n3oARs9SKAFG7HA+tACYUDLA59qAAKOuCB70AI7bhigBeDHnH5mgBIwSelAA45yRigAUjGCM/0oAVTn5cYBPSgAUYP3P1oAGG1ty0AKXBGG7+9ADcDGQMfU0AAJB6fhQA7zOwXP40AIAQM0AJgIcsDQAZ3HgfTmgBQCnYEe1ACFccgUAKNw5YmgA+ZuMcUACqd3C9KAAkoct+WaAELAnJH60AOYgDAOfWgBuAoyD+tACo7dP0oAQgrzmgAAfrjH4UALs45OPwoAA+flagA4I45oAVWI4UcDuTQAm35umfWgAU4bOB+dAACM5VD+dAASd2G/nQABTnIU4oAQvu4YfjQAq7Rjj9aAAgHknHtQAhPQqKAF+8BzyKADByGP50AA2joM49DQAowfmUfrQAfNnOz689KAEYgr0H4UACnIwT/9agBAwU4BoAX5pCMCgAICth/wxQAAKepyOwoAQAE4VaAFJZR8wwPagBN5zzQAg55xz7UAOCEpn8s0AAZdu0mgBFGDkjigCRBjt9KAG7cNnpzQA7DEjtQAjDIwTxmgBpROxOfSgBADnHqaAFcA8FefWgBcMo56UAIFUkYQ/nQAhKt3zigBcEjBGDQAM+1dpPWgAAIGetAC7VxkcUAN+UdyfqKAFB3feXPvQAhCg4UHNADhu2/MvHuaAG5A6H8KAHAAjL0ABJJxtNACMQBhQTQAu0EZXrQAhxj5hQAHnufyoARioGOc96AFQ44Hr0oAUpn5mPagBMlCR+dACkAgAde5oAGGFxgH3A6UAIMAcp+vWgAAx2Y+2KAFIyOhFADVG3rQAMVHC/yoAVW3D5uKADA6M3HrQAqopHWgAZW2460AIpAGCTnsKAFjXnLUALtVhkoKAELKBjcDQA1Tg8c+1ACswx9w/jQAADaCD+FACpv/AIumaAGsAWyBQAo29COcdcUAIQPT86AFK8ZKY/GgAAJGOCfegBUIIIegBMZ75x7UAIFx1zQAuUI5HP1oAIwckleD70AH3T1oAUFOuM+p9aAGD5m4oAU4JxjmgBSAoyR+lAApyOW/WgBUGMjHFAC4L8j8RmgBMbcbl/WgBSSw+X+dACA7T0oAQ4dsj9KAEKhWx1oAXBQZFAB8h5wRQAgUgZ7UACjJ4XNADmTA3DP+FACYUDkGgAGD2J9RmgBNpY5CfhQAqhSfegBCCDgevSgA2gc55oAU4xggg/WgBAVAwRzQAm0Hqp/KgACBcE9PrQAp+9lB9aAAAD5noAbgA5AoAczHGdwoAQR7hnb+GaAE3cbf0oAUnoClABkEYKn2oAAABnHT3oARRlsZoAc2FGD1oARDg56+tACjGckfhQA75Rzn8RQAcbuTkUAHPUkigBpIPODmgBckDJX9aAEAzywoAXAPU/zoAPkThRk0AIVY/M/5ZoAXGBnJoANwYcgn6GgAUHGBj86ADYB96gAwAPuHHagBc/LynB9KAECqBmgATeSSAKAAgBsE49qAA7QMg80AAyBjAIoAMqeMY9yaAF29yPyNACZ5yQT7UAKfmADZA96AA4UepJoARUbO7FAClDjLGgBpJI6fjQADaV+Y80ALGBj396AFO4ckceuKABAuSQv60ANJBPH/AOqgBwAGMmgBDkjLD6UAIoI5P4UAKSTwR+GaAARgfeoANzE4x09KABkbGd2aAECkjJP44oAVVyeaAAvztX8TQAjBVPvQAockYJ60AJjBwQfpQApJyMrQAcA5xkGgBOSPlT8QaAAAfxUAKH4xjjtQApCoehoAMrxkHNACFcc4z7A0AG8dl69eaAEABOD17ZNADiAvbr3oAbj1U+9ADshhg8UANX5W5GaAHDBJBAFACFSDz+HFAADjjf8AkKAF27udv4nigABJ4A+vNADSvOAeaADG04YGgBVVepb6UAHsRQAgyO34UAKCD2yaAFUEHBPXtigBS20kCgBUx2XFAPYNwGcjvQAwDc2aAAhVIwpz70AI2fvMaAFAUjg9OtAAHY8AUAAbH8QH0oAQAE9MigAKdwMfWgBVLE7c/hQAYXdgDPNAAJGHP6UACc896ADJ3fMD+AoAXbn5jQAnXg8fjQAFcH5efoKAF3ZXBU0ALjavC/rQA1N26gBSoByw/GgBSCw7flQAwbQcEGgBx+VcAcmgBquy/wCFADgd3JoATLA49+1ACsrMfmX9aABtvCqp4oAT5i3zcCgAIQ/dGfoaABBu6rxQAhXa3zY/OgBfunI/OgBSA3zbDmgBDknng0AKpJ65OPU0AIFLGgBVP8O39aAFGF9fagBpGT93FACFQvPWgABLHkZoAUAhtoH60AKYz60AHl8EAfjQA3CL1OaAFU5PyjHvQAEAfeOaAFyrDaAKAGkMv/6qAFA43Nkj60AC8HIGPx6UADtu4OM0AICV4JoAcckcL0oATCgDOT7UAGQOAn60AJwhyKAHHfj5xQA0lcAKuDQA4AlMlD0oAaCM4zQAoAB+ZaAFJZR0wPWgAUbhkHPtQAisQMY60AJtbdyKAHlwOM0ANbBOTQAbSvTpQAZYnLCgBwbIy36UAJtXnjr70ANC4+ZRwPegBxYvwOnqaADCpwQSfpQAFgRz0/OgBACOVSgAOT1YD2oAQjbwV4oAF9zx7UAIQOwoAUcDNAAvI45+tABjKkn8KAGgZ7d6AHbff9KAEIYcjFAACAPn59qABCueuKAFfOd2D9c0AN4BoAkyNuT+lACZ7AcUAIY8H/61ACYG3I5xQAqkZ5oANqE4yTQApAHy7SaAECDPKn8KAAHY3FADm2ycr19aAGgFT8wNADwQDwvTvQAhUA7io/woACSp6GgBHAHzg80ACliMhc0AAbJ+bigAUAfdB+tACqWAwR+FACHkALQAFMcn9DQAAtjGPzoAAF6k80AIPkPA596AHL83LDH0oAAEJwqnj3oAUrnllx9TQA0AYxQAuWH8VABnKHA60ANUgcN3oAGUKMg8etADg2F6Y96AEKkDJ6UAKT8uQP16UAIEIGSKAD5sZJA57UAHIxySaAF3E/KVx+NABsCDd2oAQbicgUAB5ONo/A0AGQvLjrxQAg2DnP6UAOJITIH5mgBFxjIUmgBVYE/OOKAEIGcov1oAMknBBP40AGMcutADSAOe2aAHHbtAC/lQAKMcEnH1oARdxPAIoAU8csPoaAFjYn5ccfWgA+fnIx+FACIR1agAK7jnGPagBcFf4TgUANBGfmXj+VAC5AbKLigALtnOOTQAFWByTjPvQAdRgsD6YoAQbkPFACklueAaADrwB9TQApDKMAfU4oAa3GDkn8KAA/NyBQAoCjr+hoACR0OTQAg3Lz0oAUFP4uTQA7tkAfnQAq7sgnH5UAI2R8w9aAGkM3YUABGOGoATaDzQAik/dHTNADsbDnHNAAM5yyUAJhR1BHpQAoJbqCcehoACvfafxNAC9Ryh59aAEAxxt79zQAjJsOQaAHKcjJHPrQAK3zYI/SgBGQL82KABWYcAUABUnlsfTNAAGA6jNAAARh/1zQAuNx3AUANGPcfWgBQdoyT+NAAqg84OaAEbk4wRj1oAQA9cUAKr8/c/GgBQBnhT+dACEYXJoAM5XGM/WgABB52mgByhVHJz9aAEZ8nABx9aAEGTz6e9ACgoDgn6UAKARyvI+tACHCHOOvvQAEBfmU8GgBcsBk0ANGzOf60ALgEZIP5UAKFwOVNACK5PyhQPxoAHyCCDz9KAF2sRuY0AIoGOB9aAFIjK4PWgBFGOQf0oAUcLyv5UAIEJ6UAL8obaTn3oAa+c7QOOxoAUMVAyv/16ABV3HOeM8g0AObkYFADAcHk8/SgB4YOMstADcL2BP40AGBtyB09KAFUMT0/OgBGZlbBAoAMDG4nn0oARVbGcflQAFs9WPsKAFG9xjtQAjgAbTyfrQAi5zmgB/wAo5Zs+ooACS+Ao/wDrUAG0E8Hn2oATq2GoAAExwM0ALuA+6MGgA2EHLfnQAjuQMY+tAAmB7HtQAZPRpP0oAMMTwQfxoARs/dOaAG4xgY/CgBQ5HB9emKAFYqDuxzQAfNIOeKAE27W+8DQAoKn74oAPlPAXj1oAAqgEEZNACbSp3HI9KAAsGPPNADgCp3bQAfegBpKscjrmgBQSDigBSEJyBzQAfdHzD8KAFUoee/1oAAGJ5H60AIM4K9B+HNAAqkHOz86AEbrkr+VAC5BG45JoANz45J+lAAqFj0/WgBVC7sHg0ADAqc449aAG5BPPWgBSFHJOTQADc4+7+dACbAT1+lACoWA2EUALsK8nmgAVx07GgBMexxQAo5T7pzQAbQx5JyKABgQPm/SgBMqOgxQAEYG40AOQBjuoAQ7nP3fzoAQ5HDfjQA7aGXByRQA3AIwQ3HSgBMlTjpmgBduOdlADgCy8g+4oAaRk4CdKAEOAPun8aAFTJGT0FAC/uxyTn3oATarfcHvigA2N3HSgAHy8PzQAEZ+6MUAAwOBIPyoAMIvLc0AOVVIIH86AGFj3oAXoMKKAFTK8FiCe1ACFSfmGDigABY8frQAMPRcUAAAxuNACfeOQpoAX5uhB/wC+aAE2qBkp+tAACpGQCfpQAdBnHPpmgBQrE7sUADEE89PegA3DABBoAGjAwAetACHg7Qf1oAd8wGByaAGnJ4I570AOwyjkUAN+X+I/TNAC7T/EPpQAcKNuMnvQA3HegB6kNwV/GgBcAc7R+dACMCw6flQAiqCcEZxQAMBu+brQAbiBwPxzQAh5OWNACY9utADgQCARQA9FPBIoARsc5Xj1oAYACaAF2qBkkfnQAm0Zzn8qAA5IzjigBcADgZ96AEBKngH8qAFO5hnpQAAEcOP1oAMHOU6e5oATaSMt/OgBcg8R0AGJG4IP1NABtwfm5+lABgddhHvQAZZjgn9KADaA2Oc/SgBFGH6flQA5xkAsOaAGgNyDkj0oAQOw4FAC5JGc5x0oAFYDIIoAXCkZAxQAm3sDQApaRVwT+VACKB0Kk/U0AK0hAwooARQTzgmgBV2gneKAFJBG0GgBpB4J/OgBVbPy4P50AKSwXkY9qAGkbRyOtACLkmgB58o8UAIwOMbaAFKZAANABnAxtyfXpQAi5DEEfgKAFCqW7/jQADCsVb86AD5T7j0AoACBjBUjFACcHqD+FADgBjG00AJg4y4wKAE4OOp/CgAKY+baaAFUA4IGKAEOB3OfegAAeQYB4oAX5V+ULzQAbgBtIwT2oAQRgDLc+2aAFUqc7V/WgBNxY4NACqGAwRxQAgUdnoAAW6baAArt5Y8UACsOmT9KAFKlgWAoAQMwG39aADYvVjQAbUJyFJHrmgB21gOF/CgBuCTySKAFb5RwP/rUACYAGP50AGGyQAevHNACfKOSaADO84C/rQAjIEHJoAXORtVaAGlQnDCgAAJNAAdwI5NADjgD5/0oARkIGVGfrQA35yelADtw24NACKQDnFAAy/xHjPtQAu5tuNwFAAhUHnH5UADBm6igAHIwVxigAIBHzNQA3BHbFACoM8mgB3I5KkUAOU9tpHtQA0qFOfegBWG4ZGD9KAG8dAce1ACsW6UACIQfmoAVjhuBx7UAC7QcUAKSw5A4/lQA3gHluf1oAUFj2yPcUAIQqjrzQAYG3Kj9aABVLLzQAJt6GgA4Y5J4/WgBeFGMc+9ADduBuweKAFVlP3waAAAk4HSgAyBx6H8qAFGcY5oAUHuSfYUAIUJHLcUAIpCnHX3oAUrtGQDyfWgAAAGWXI9qAE2k/cU0ACg7vmP14oAUFQ/y5oACWdsYoAFUsPvdKAAn+EDn+VAAynoT+GKAG5I9qAFU5xlelAC4DDIH0NAChSBknpQAgAJyFzQAYHBPX0oAGOeNg+tABt2sDjFAClm3dfwx0oAY2MjauPrQADzD0oAXByA5oACcHPagA2hhuxQAJ/tCgBCV6BT+VAAig9z+FAAAS3Bx+NACuQSAF/GgBAFHU8/SgAPB4HFACEHqKAHZJ+9n86AEOeBQAoDYzsoATn+KgBYz83A60AO78xn60AJjceaAGgYXJb9KAFADDhPxzQAABD8x6UALuBOdv4k0AJkYxg+1AAUAAyetAB1GKAAMANq9+poAMMPvLkUAKCSuAMj69KAGjj6UAOCliGPSgALfNgCgBVBLA5NAA+3BBPNADChXkmgBfMBOGHFABjd/H07UAAyBhv5UAGNxyEoAMgMBQAEDGfTtQAKM87M/Q0AIUAOCfwx0oAVtgXgA5oARc4oAFKjh8/WgBcIOjGgAJ4xnPtQAAqgJYUAKsmT7d6ADKMeF79TQAELnccmgBPkHJY4oAOH4C0AIUwcE0AAUKMsuaADO7C4GKAFMe3lh+tACKF98UAKuN2M8+lACEFT84FADt64xn8hQAgjGcg0AKDjnH4g0AIAp+529aADKtyx57UAKCpIUfnQAFQgyKAGqqN1yD6UALtOPumgA2ADcBQAKjEdPyoAUbQ2Mn8TQAEr1Iz70AIgy3PH40ABADdaAHFQV4XFACLjoI/xzQAg+U520AKSp5Zf1oAAR2XjtQAoAbjGPpQAm3bwMn60ABJY88e9ACog24NACFucDP1oAMfLkfnQAKcj7uaAAqTyRjFACKxzwPyoAXg8sOfrQAcqcmgBMBzkevSgBXJ4GDQAoBC8CgBCVPAX8qAD5vukGgBNoznbj6UAAUdC30oAGbccYoAAoIGTj8etACsAB939aAAANyenpmgBAy5wo59jQAENkAmgA2gAFx+VAAcEZCn2HpQADptJP5UAC5UZNACAoTwh/OgACMTkrgd6AAEcjFAB0HIoAMjPIoANu080AKVUDODQAgGDwvHfNACsC33/50AJzjBBxQALwpyPxFACKrZyKAF4PXk0AIFPQj60AKRjkigAA4zg0AO+Xpn8qAA79vt6igBmSDQA4DeMkUALu7bevegAMZxvBz3oAVZOMZoAQgliwoAAQxw3NACYBbHQUALkngKT6nNACHP8AEDQAbdwAAoAUk4CkcfWgAVBgkigBMled2aAF5k4xj8aAEJAPWgA3IQNxz70AGzB3Dp60AIzbzx+eKAHHcCATQAHceWHHvQAAKRwh/OgBAMH5h+FAClUPQ/nQAbmJ25/GgAOOpAz7GgADD+4fzoAUMCPu8UAA5z70AGzjDD8aAGLw2aAHHGMgfrQAmwbcjn6UAGCB8w/WgAHlg8g5oADnP3e9AClg3yjg0AAyvG3P1oAVk4yf0FACYHQ5z70ABO7j9aAAAcAgn8aAAjd8wXI780ACnA6HFAAwVxkHkUAIQzYyh496AAbFPLYoACOdwbPqKAFBDdcmgBCGxluPagAXbjB60AAOM7aAECrjJoAUgYwTn3oAVEABJoATG7kg/lQAIxI2kfrQAFRjOSRQAmVIAx+VACgDGNhoAU7QOcfWgBNoXDZoAUDfzs/WgBABjHTFAAAF4KH60AGwdQSPbFABuDDDGgAA570AIdu7kUAOAbHyqR75oAQqAMFT+dAAFJHWgAUcn5TQAuM8sDigAyjDlulAAgGQcd6ABiozlfxoAQYbrxQAhCD+MUADbQuV6+tABtYLuJFAAH4wenrigBGAByDQA7lh6/hQA0ZBwaAHKOeCaABxyM4/A0AG2NeSfwoAMgcheM+tAAxLD5hzQAKAh5FACuobn07UAN4XHBoAXJC5YfrQAKpb7ooAAg53HmgBRkj5R+dACBD1GOKABieAR0oAbjHOKAHclc/0oAAy425wfXNAARzlcfhQAg45dvwoAQjec4oAd8oHI/CgAOHAABoAQAoMYoAAARuJ59KAHAN2X680AIpRT+NAC4J+dQcfWgBMA/ePI7UAGSOB0oAVfMA4x/hQAmCT8x/CgBxCkArz9KAAsO4x+NACKBnIGRQApYDp/OgBrNuwN34ZoAXaVG4igBNpfn+tACjjhVz6mgBSFzhBz3oAQgfec7uKAAYHOOB2zQA4HjNADCpH3lPWgAyvVuTQApDEZC/lQAg2qeT+tACjphB+NAAAOQ4oAbgg4XpQAoVupH44oAXgjCqT70AAYH7xNAAOny5H40ANZmB5/nQA7LfdC4zQAcKMMMZoATGDkZwaAAlcfdxQAL83GCcUAGWXsQKADazc4oAMoOMZP1oANhbnZQAPlR/9egAUgr8woAQctk5+lAAeegIxQAoZiMY/WgBGAU4BoABz8p/PNAChcDGzv60AJkk4I6UAJ90cetACqxJyaAAAKeUPtzQAYPHGM0APCKOi5+hoAQgKMn8qAGheAQnHbmgBWGEA9aAEQkds/jQA4Ar83bv7UABXPKjOaAEzj7360AJhcE7OPrQAKcnk8egoAUFC3FACgd1Xp2oAbjPbGPxoAVWOc4oARuf4cUAKNgGO9ABjaOn1GaAFBO3lRQA0bR1z9MUADE7fb60AABK5OcUAKFQ9B+NAAflBBWgBoU+lABgKcHmgBysBw3ftigAwOSvFAAy45YigBCcYyPxzQAMRjCnvQAoMigZB/GgAG4nnjPWgADIp4oATGDuFAC5x0oANxJ5XjPNABlM5A60AO4A+Yg/WgBA2DwuKAE4PLHFAARjBX8xQAvzbcDn1yKAEQMrYwPpQAp46sB7EUAIBt5oAMrnOPpQA4bQM7T7UAGCW+Zf1oATA7pgZoACWbt/9agBCwA2jn1xQApCocg8+lAAFZhmgBDtPy85+tAACyDBAI+tAAPm5Y0AAyBgce9ACAANzQA4MQflQ0AI2ScsCKAF2gAEKR75oAQjjLfyoAdvGz7vH1oAaD35/PpQAFgF5P40AC5bgn9KAAqYzk/pQACQg5wPyoAOX7cjpQAEADaRQAobYMBR+dABkN8zcYoATD5G0EfhQArDIyTzQALH3OKAF8sAfe/SgBrBV5Bz9KAFPTI6/WgBVb5eufYUANKnOQPrntQApO3+LP0FAAOGB559aAFweu360AKF5zgigBGzzkce1ADBgHn8qAHMTjLKD+NACcPwTj2oAR1xjI4+tACj5fmVKAEcMcFlIoANoHXg0AHAHzA0ALtwMgcetACru6Y3UAJgA4zj1oAUZNADSPm6UABCkjHPqKAFJxx/XpQAEZA3E4oAO+AMUAODFh8qjP1oARtuORk+xoAQ7hgsOvvQAKCeAKAEAGe5NACiMk0ABIHyEc9+aAG7FHIfn0IoAdHhxtYc9qAA4TjNAACzDG0+5zQAhXaeVI/GgAGG4JoAD8vCj8aAFG1R8x/CgBducYU8etAAcAYdR9c0ANBLnAoAUALw4J+lAB04CnGexoAUnjg9O1AB977w+lACKwHXrQAoLYxg49M0ABbH3yfpmgBFBboMUAKAuOWzQAowT92gA+4eBQAg3HkqKABjtwSaAFG0DIQ0AJguc9KAHA4GO9ACbWPDgY9elACLt6Y/WgBG6YD/hQAijnbigBzHaRkH/ABoAOUANAARxnbjPvQAoU4xv/SgBOmCcE9+tAACzHO3IoAMZ/gHX1oAa3DYA/CgB33gCWBNACAjOME/jQAo2gZb9aAG9D8poADn7zZFACjAHC5+poANu7kmgBQCFwFoATaB8pPP0oANmB8/agBvBPHr2oAeCWG3A/E0AIPlOD+HNACADkMDn1oAQcH8aAH4QjrQAgwflHI780AIyDjavSgBQCf4c/U0ABGDgjB9jQAFRjLA4oAQBWPA+nNADgQwxj86AEYjdjFACjkfd+uaADapGdw69KABR7Z/CgBwRgMDFADWKqcbefagBFzjAWgAYEcNx+FAAoXZ8360AHAGM5+hoAFJB5GfxoAXnGdv47utADTwee9ACgjowzQAgyW49aAHsuRz+fpQAgUbckZ/CgBvyr1XB+tACknv0oAXaEGQM+tACYUfNt/CgAD7flH86ADA67Mn60ADZxny8UAA3AcqPcUAG7Awyjn3oATKg8L+RoAXBZcgfrQAgU554oAViRwDn8aAEG3bl1oAVSMcj6c0AGP7tAByOtAABtwWFAAdpPoaAFGcbWHegBwC7ckCgBu3nJXv2oAQlWbGMUADKqn5jmgAODghjntQAfM/DCgBdqpwR+ZoAASOVyaAArnlz+FACjrkA/X0oATr1U9aABUX0PFACOTn7vT9aAAZfjb+NAClMcsT+FAAc7t2cjvQAjMjD3oAQBe6/jQAq8HlfxoARtucrQA4F27n60AJgq2Ov1oAMjd9zmgA2gDGKAFIyAu3JoAQ4xtAoAFBAwQPoaADbg524/GgAJY8Nz+FAAvB3MM4oAPvHOw/gaAFwyrzQAokU8NQAxgpOV9elAD0G5ME0AAUL2xQAm5QcBQfXFAAqqepx+NACSccAUACgkYBP0xQApLIoyBQAi5zlxQAAY5C96AHBTtwf0oAQDIwSce3agBV2hsd80AKOCTj8aAGFA3zc0AAAX7xoACN/3RyKAEIx1oAU/d9PxoAMHHzLkeuaAAqOqj8qAGncpwVxQA472HFAAwwBlTQAucEDGc+9ACEED5l4oANwQYA/WgAA3feJ/CgBGC4oANzAA4/KgAySRx0oAU887DQAmCBk8A0AGU4+agAwD0HPpxQAowBnYaAEZmIBbP8AhQAKHz7UAOGN2QMkds0AGcNllI9MUAJuyfunFACEgdFx+NAC7CF6E0ANbaoAA59aAFTJNADgT0KD86AEGQfvcemKAEUdWwSPagBUYZyRxQANwQRn3oARtx+ZxmgBCelADgABgL+tACMdoCkfr1oAUZXoaAE2MTkjAoAd8vU8ntQAZPAKnr0oACHPOKABGwMGgABX+IUAAGein86AFxnp/OgBBlWAIoAVjgZagAyoGVNACKcnkGgAPrsI96AGhSPmNADxzyAaAGhiGz1+lAANoO5jQArSDt/OgBo+Y8kfSgB/OMKtACKQGxQAMNwzkfnQA0qVPP4c0ALz0x9M0AGVVsgfrQAEN1IH50AAYlcMOKABVAbk0AAVc5AOKAA4DZzQAYJ5UH60AA2gZLfhQAgYg5/rQApYt82KABGUDIFAArEnLdulACkjA4/WgBE3g5C/lQAPyMgUACkLyTmgAOQRxwaAAhF5x+GaAEyDwcfTNACkqBtA5oATJYAZOfQ0AKCVGGU/nQAoAYAsD+NACY/ujj1oAVAc/MKAHEA9/wAu1ADTGAMgUAAJABxj8aAAFe/NAA3yEHjHvQAcdcUANwQ3I5oAXBYDCY5oAGwo2jk0AEa4O5qAFYB+RQAcqp3UAIn0oARtuehHrQArbivFAApYLhh+dACAHPzD6UAIevA70AOLjHIyf5UANLEjBoAcvA5P4UADk4HHegBoA6k0AKBuGSOBQA4DuOvp60AIS3G5fpQAZPVj+FACHGeOlAClBjOcelAACoQjFACA84PT0oAcrf7HFACEL1GfpQAhwOi/rQAsZGfmGKAAgZygoACeQSKAA8n5Qce9ACgEct+RFAAGjAwV+tAAMkcGgBpVlb5qAHMynBHX0oAXOR93r3JoAQqoGRxQAHheQAPrQAkbYODQA7GOQR+NACHc2F29/WgBBtPP580AKpc9Rx9aAEOXPSgBcAcMpoAQFh0AHNADiUb71ADQFBzg+xoAGVduQaAEUcZNADgvH3vpQAhDBsgZoAGJJww/WgBUQjkDH40AICC3z/pQAABjhRx60ACjsW4oAPLHXPHrQAoUAZOfwFABkYwOOaAADJ5OaAA4UDCnNACYyMk80AKuWUg0AABX5ST9RQAmNhwRQApbjn8KAG+WxP3frQA8bUHJ5+tACEHBYtmgBF/2aAY87R1B+tACEkjOSMds0AIdpGDyfegARQeGNABtVDgjJoATqcsvFACKUBxnigB0YbPBH5UAEmehPX2oAYRtPSgADMxwWoAeTt+QrkUAGFPDDHpzQAn3WxQArIM5OD60AJkfdVcjvigBp+U4VvwoAeq7l5A/LmgBoO08E0AKDjoPxzQAZbGf6UAIoDdR+NAAGHRjQAcBuKAFZwRhhj8aAEAA4wT7AUAK2FIO3igAI/iX8qAAYc8ryOtACFsnBPHbigBdikZUfrQABfTnHQUAAIHDCgBMANk80AKXXq3J9M0AAIbANAANo+Uc/jQAuCF+bB/CgBqkdAv0oAQhupFAAGx1FADlLjlV49qAFUZHzZNAB9B+NACEk/KAfrmgAZSO+aAFBBTaTj8aAGqpBx0oAcdp6KaAEA55bHtQA4MhOwc+9ADXGDhjQAfK3KDnvQApBPLgn8aAExv4A4zQAuNoxg0AIuQflOaAF+bqy0AI21uSMGgARece9ADiccMPyoAaFHU7jQA4dMgYoAM85ZTn1NACNh8bRz60AIwbq/T2oAa2AMigB6FSMYzQAMoIy3HtQAIADgCgBWyvUZoAbsU8L1oAUCTGCBQAjZx80dACIFJ5oAVhgYBI9aAAMoPJzQAuNx6gj0oAT5C2FX9aAFZcdf59aAD5QPmXNACFVzuK49KAAKSNw5oAORwRQAo5TIHTtigBACcYPNAC/KOoyfagAxk/dP4UAID82MZ96AFwFGSpH40AIpAwPU0ASZGPu0AJhT/D+tADSrdGIoAMZHPzY6YNACcOQMZxQABcHLA0ABHOVNAB8zH5jzQAAbfvKfzoAAW7jj60AABK7lHHfnNACbznmgBygEDoaAE3AHG39aADaWGentQAgC/xAk+1AC43nAHTpQAjBcgZzQADI6j8qAEbr0oAcCAPnWgAzgcJxQAbQ3OPyoACVHAWgAC56H6igAOCRk5980AG3j5UNAASAMMOfrQAAHFAADn7x/WgAMZ6gYFABtyOhPvQAqpkZI/SgAABPHP0oARlA524oAXKt1XPvmgBNq91I+tAC7TjP5c0AJ3685oAC5/iXNAASpxtHNAD1Y7fm/OgBqpk+lAC879pGaAEbauBjn60AADMOVoAGjVeQfwoAReTyKAFIYKPbvmgBCxYAOlABhQMNn6dKAANhcFT7YNAChe2ygBDtxhRzQAAFRkjFAC7WcdsUAIRtOOlADi5J4HH1oAb0OSfzoACw/ukfjQAA4H3M/jQAi52nigBUyo4z9MUALtyNzfpQA0YHTP50AODKx5HPbmgAC5Az1+tAByn3l/I0AICD/SgAAU9jmgBHIPygYHvQAqgr94cUAKUQNkH86AAgAgrk+uKADO44IwaAABQ2Mn60ALggdc0ADLk/KtACIMNgj6UAOOAC1ADSztwV/WgAJ6BRigAdccjrQAgLbeQaAFB2rh/yJoAaB3C4560AOVSTlv0FAAPv5zQAEMeuKAEKlcEAD0xQAp3nBYfjQADA6A/UUAJgg56mgAOAfnX6UAA9cHHvQArABeR+XegBBkrgDj60AA4HBzQAqE92/DFACJHyQRkZoAMqrECgBAjHkDrQAu4qCpANACFcDJXFACAgUAL8g6Z/GgBVOfvCgBGyeB6+tACBD1IoAdgBdzAZoAbk54FADjlh90fU0AKrALhl+lADQrFvb3oAdtQDBxn60AA+UYYcfWgAweooAapC9jQApPctn04oARwuBgfWgBQyhc0AAAY5wTjv0oAUkHgA/WgBMPjn86ACMDqQKAFXrkigBfl6gCgBoYEfMM4PAzQAEA8k4oAD06c+9ACjp8xzQAiqc47UAKAF5b9TQAmecrmgBQBtyeaABQMZCn3oAMEHL5+oFACEAnK80AKUAOTn8KAEAZTnBoAdubPzLQAnyk42/maAFU9yv5GgBrAnoMc9QaAAYxhjn2NAAwGMKtAABtHNADjgjK8UAIWIG0mgAAXqfxoAFAJ+7x2OaAAjy+AvFADcFxzQAsa4yQaAHHAGSB+IoAjzg8etADsiQYOPyoATaIzyc0AAZW5J57UAClgQpH60AO4J4TPvmgBAG7g/SgBCPmy3SgBwOeFHH8qAGvkNnFADc9hQA7ex5JoAF656e1ACnAG5V6daAAepoAcG77SaADtyOR0oAVipONuf6UANdCBwoFACcKMAnPsaAA4AyQf8KAFVN3JWgBNuDhRn3zQAmG3bTQAMqjBXnBoAPmxzQAsYzliKADyx1J/SgBpTDdaAHsPl6ZoAQKOy59CKAE2EHPSgBd247cUAB+U9P1oADjooxnvQAu1xxnigBAw6Fu9ACdDmgBXYEDnNACAZ60ALswM4z70AKMkEL09qAEL54H4mgA2DIxQAEgNgigBcDOV55oAQg55XB+tADgq/wAQoAQgdVoAFbdw360AIBzwO/agBWJ/iXr70ACBPX6c0AIRtYjFAC4TbkjnFADRknAFAAco3+BoAdvBxuP60AJkdAvH1oAUhEHzDk+9AAfujAP1NACKN3bpQAuUHVenegBAOeB+tADSSp54oAXKHlgc+1ACg8blQj3zQAAk8k0AN5zigBwBPNAClsYCGgAPPRP1oAQglRuz+VAApC8baAEYAcgfWgBVc4w3SgBOSp2rxQAoA2/N+lAANoxh6AHY3jA7d80AN2hTtIzigAIAG4UAINuf6UAOD7RgrQA0ITz2NADlxj5hn3oAa7AkY7fpQAuVb7x5oABkfLj9aAFIAHv2oAaAQcGgB+1SMjrQAn3O5z9aAFjbJ5H60ADHBIx+NACFUHO/9aAFwcYC/jmgBnT73X1oAVcE8rmgAADcnIFAAdnZ8/hQAq8DgH3GaAEwh6r+tAAAp4ANACNgccn8KAFAZVxt/M0AIeOox9DQAoHPyL+OaAF3AfK1AARkcfhQAAA/LjB+tACNkj5l6HsaAFXZ3FAAWBHzMeKAEVf85oAUNtB4oAQfOOp/CgBVTa3Q0AIcMflb9KADapO1jQAuSnGCaAG4Ktnb+VACsS/GKAAKB9frQArKSOMnHagBAR0K847mgAABXIXJz2NABt4zg8dqAFDuTjAoANpI2kCgAfg7SfxoATaCORQAgyTgCgBTGATzz6UAGWxyOKAEyWIwn60AOyAMY6+lAAFA69PSgBAA/AX8qADBUfKDQAqnIwx/CgAATHzH9KAGgbTx+dAD1THQfnQAfMOuaAE2qeQMUAKAg5NADcE84yKAFLE8du1ACIoJwevrQA4hc9PpzQAoU96AEOT8u3j1oAMADATP40AIFDLkj6UALg4wc0AGBjLD8aAEUleF9ehoACUccjB+tACKpHO49aAFbJIyR+BoAXaGwQORQAnA5K/kaAA4Y4IoAACOMEe+aAA85O2gAXa4wxoAQBeh55oAUhlABOPpQAgAHPlfrQAMndR+FACfd4daAB1HBzyaADoOM0AJyeW6UAC8d8c0AKSpOByc9aAHFTtycDHTmgBvynnIz6YoAUAbDn+dACJjo460AKRxgD/61ABuAXbnOaAFwNmNw/GgBBlRkigBU65VfrzQApO4jPH40ADbs5Ix9KAG/KW5FACqo6jp60AIF9W/KgAPzttJ/SgBdmDx+dAAi5JNACMCg244oAUICOB+lAAQNv3cD60AJ8oXBJx6UACBQM0AIzEtnFACgOeSMe9AAVA5PJ7igADf3VwaAAE5+f8ACgAwCd2CQO9ACgYAIzQAMHPVevFACMu1eW59DQALt70ALtToB9KAEI2HIP0oAUZPIH1zQAA9iM/jQAhVQe/XmgAO3HGaAAcdeOaAHIQTg8/jQAEAckdDxg0AIrHpgmgAA4+YflQABiRhgeaAE2fxEH8aADjOVOTQAu5hQAAtj5l/pQAYyMbcD0JoAQgAYA49e1ACKFHXJoAX7xyVoAUlicBTQAZIOXOMdqAD5WOckHPpQAMWAzjP40AIAvXOPagAIyvzDvQAKpxgCgBMgDBU0AKEwN2RQAqnIyVyPrQAgVWPTFACsxzgEn1oAAm4fMgNACEDdjH/ANagBWyOSMjtzQA1MFuuKAFYANk/hQAuWbqv5GgAUIOhwfegBcE/ewfx6UAABXBK/rQAFgf4fxoAaSSfmHfrQA4nGBt/GgBpUb/lagB7naBigBoBzlU/M0AIUOcsPrzQAFQpwrigBUXjJHHpQAnAbA6UAKGJGMCgBdoJwBjFAAvynZjPrQABTuyRjmgBGVdxPf0xQABtvBH0yaAADAznH40AICmfu5oAQIScjpQAqvzhhz0zQAEFj8q5HrmgADBvlYfrQAAqCwx+FACAJ1zzQA1tg5AoAchQ9etACjaOGH50AKFXbuCkmgABwOVI+tABtJ5xQAhC9zQAigbsg8UAKQudxFAAGUnpj3zQAMqg5AyKAFJUjBBxQAhYcHac0AKeBjHJoAaVP93H40AKxAwBQAMAw3DqPyoATcCu0rz60AKo3DBUjHU0ABQLwf50ACKRgMKADBz39sUAAxu+VT70ALtOM7j9KAEJHAPFAAoAPXGe9ACkKnzDketAASGGTJxQAiAZ+U/jQAoQhssPxoAMKBwpPtQA3PHA5/lQA3BoAeCP46AFJTbkCgBAST047+1AAPlPTvQApwTu3YPpQAbWPzDjHvQAgI6mgBfmYcj8c0AAUD75oARRg/KDj1oAM5OSx/KgBMLuwKAJCGx8lACK2373WgBcbhuOfYUANDr0xj8aAFyoPA/OgBoXbyDmgB3mKeD/ADoARSF+6v5GgBSxI5HFACAAfMw4+tACEqzeg9KAAlFwAKAFPC9OPagABCfdX9aAAsWPoPWgBQilcjr1oAQbs/MP/rUABDA/c70AIxxzj8B2oAUYHO3j60AIRxkqR9KAA4VchOe1AAoJxuzQAMuDnbgUAITkjg0AGMDIT8c0AKIwgyR0oAQ8nI5oAUocZwc+3agBq/exQA8txg9vWgBvQcKaAFLHPzZ9qAFBLLxQAgyvagABZhg9KAF2+j/lQA3aB81ADlyRk8ge9ACAq3LigAGM/Ln2NAAQB25PWgACqvXJ+lAC9s7T9KAEDBP8igA3Dsx/KgBTgLlj9KAGqVXkn9KAF4bnOPegA27SMj8jQAEqRwPqaAAqo5L0ACqAfv0ADEf3gfegBduU5X86AEXGPmNACrknCjj1oATD5xgcd6ADYeh/U0AKuVGAPrQAHaclj9KAAMzDgcA0AIVHY8+lAApOPlFAAGIfLA/hQAOV3bs5/pQAvzMc4z7UAKSMDcuMGgBNy5zzQAMcYHXnrmgAACjLLQAgPdQfrmgAU45b+dAAfm5Vcc0AAwD8wyaABstzjigBSF2j5fzNADfkHTmgBzZZeOlADVVgenegB24kcn8qAEAwMAYPrQAnfAz9aAFyoGBQAgKn5cfjQAoyh9B70AOGxhyRQAxlZWBI+lACkrgAfyoAAVxypz65oAAu4ZJoAcp4xt/WgBFHOW4oAQA7sqtAC7s/e/DAoAQjbypP5UAAJI3Nk0ABJAB6UADbSMlhmgBNuB049aAHgjbhaAACTHJ+vFACKwB+5QAHnkUADFQOPzoAVcEfNigBGH+yRQAKMryfzFAAGHde9AAQWI2jj60AKTtGCPxzQAg4OVHSgAIHUt+lAAvXhqAFXG7pn3FAAQSep69cUANfk44oARiMYJoAUfIo9/egAHK/dOTQAbVT7x59KAFG0jK8+2aAGgP6H34oAMgAgqQaAFGcfMOPpQAjnIz1/CgBqjn/AOtQAu0DrQA4dMhvwoABJzgigBTsxn9KAEZUAzjqeMmgACHaWxj1oATcoGG5oAWNSTnH40AIw5wyj86AD5R1Jz6UAGML9z8c0AJkZx70AOYAqCD3oACV28gH3oARCB96gAUqGzigBZCrEbfzFAABxyuaAAHC/MOO1ACKQp6ZJ96AFKunOOtAChcclOtACOTnGfpQAKrNwR+dADsEdOR6UANIB5U9+gFAAo3nryKAAqynFAASwU7j+FABGM9vyoAD8rZ2/lQAEA/MVPFACfKRwfxzQAJheTg/jQAu/eelADlXaMEUAJjPygYoACFxhutACEluF6D0oAUhQPu80AJwfuk5oAEB7LjPegB2QgxjPrQAm3A3D1oAN+fkagAO1BjNADXYE4x+NACoc96AF+TGD1oAQBlHSgAD5PNACADIx19KAHFsHaR+OaAEVQvOM0AG4sPmbH40ABB25DZFADQwI5/CgBRnrQA9UUDPJoAMkc7sfhQAYY/xZ9eKAEdM8sOfagBA2Bt259aADaOuDQAblYY3Z/GgA25+bBOPagAHI+VSfXmgAAB5bj2oAARnpxQAuflINADVJHB4B60ALt9Dj0oAD8nBSgA3AHkcemelAANrH5eKAAKSee3SgAV1zhh+VAC7CWzQAMAuMDNAAPn+6n40AIfk4B70AGMckH6CgAAHVs49qAAFOgc/j3oANiHnOaAD7o+/QAKOck/nQADZngflQAu35OUoAaCQcbT9SaAHFGxkmgBMKvUUAAKNweKADO04agBQI26H8qAGgbWxmgBWYdqADb2PPuKAAkYxtx/WgATKtkA/SgB3BbcQfxoARsEZ2Yx3oAXepwDz9KAG4JOAmOaAFOcYz9cUAIoBXgfjQA7joWP4UANYgjAH45oARUbOSKAFG0NjdxQArbR3P50ACs2MfzoAT72Q1ABlduM59OKABQWz8v1OaAEICj73SgBwYtxtoATCqcAn8qAAvu69qAAEFdrigAz8u3vQAJgHcePxoAcz5GFP40ARqCpyR9aAFUbjk9KAF3gfKBmgAJYryMZoAQABuTQAvDclCaADKjgDB+tAAd7D72aAAYHBX86AFIwOOfxoARVwCSfwoAFckdDjvQAqjPRTj+VAByx+9+QoAMBTywP6UALhu5wPrQA1lHAzn8KAFHAweRQAm3noR9aAAk7umeaAAjcc4I/GgB6gAcfgaAEwxblaAEYruHNAAV6EJQAEhOlACZbPX9aAFOD99s0AC5XHymgBeGBySTQA3DAYAPFAC7geHH5UACgYwvT+VAAqENkGgBQSGwfWgBGyWIoAABHjjmgBhznJHfmgBRzjqKAFZsDCgYoAQZY4Y0ALt2npmgAAZuQMA0AI2AcZJoAdwOdnX3oAaUYrwOPSgBRhV+agBq4z81ADsgcgcetAACQM7c596AA7TycA0AAP8NACbgPvUALhR8wWgAVs8Z6+lACHYp4GfpQAEdyOvSgAQe3T3oARjuNAAD8pU0AIu0cn8qAF47DH4UACqxoAQ5U8kUAOEhPygYFAAQRzv/SgADbuGFAAd2AGPFAArH+IfjmgAVecj1oAe2cYxxQAi9OFOKAE7cj6UANVdp9/agBQGJoARgw4oAcAMYP8qAGjAOM8d6AAtxtA4oAE+XGcfSgBWYse34UAKuwc4GaAFByMgfpQAm0KNzUAKqg/MF/WgAwADhvrigBFCkEk0AKCV4A49RQAbh1z+NACDaT34oAAVyeMH60AN6twaAHAAcEA0AHXrGPzoAR8cEDFAAFCgMTQA9tjDk80AMVMvjGPrQApwhwVoAQ+oGKABWUHk59MUAJ3ztIoACRjkHP1oAQDNAD9oXkNmgABZjjkUALkAZIP1oAFOPWgA+duq8UAA29lyaAExzkHHtQAjDB5GPxoACxxgtn8KAFAI+YCgBM5+YsOKAFDhuNv45oAQKobOc+uO1AAcE5xxQApx2oATI2/MDQAnNACoCAW/pQADGehP0oAXAx0Oe1ACqoYZagAUqRgIfegBAQD81ADXKnhRQAoIAwTQAE4jyc/UmgBFGeT0oAflBwVz7560AIqEHO3PpQAjAZ9KAHA4TFACLx/CT60AGNx4WgBdwXhhjHbNADWw3T8PagBu0rye9AAM9KAHKWFACEY5oAd5ucfpQAAgjLt9KAELLnAGKAHZ4yWJH1oAQleD19s0AGCeQDQAMUAAAOaAF5C5C/rQAmU24FACJ1wR1oAcVAGNvegA37OAP1oAQuByVoAPlbkqBQAdFzjj60ANUZNACgsvTPNACgsfvY+hoASM/N0BoAcwJOdtACPj+E5x70ANB9TQA7I6gZ980AIBjLNQAfJn0oAR2yeDQAo4Az3oAVdoOTQAjHL/KKAFLYONv5mgBFYnjFAAQFbrQAMSQOKAAKSOKAFjRgM9KAEJyfmJNACjOPu/nQAhGPmz+VACqwKYI/GgA3LjANACp8qkkUAIq7ulACHBPbigByHKkGgBArIc469xQApVj1HHagBBxwB+tAAU43HigBycjAzQAHgZYY+hoAbt3HIFAC7gDjJoANgOccn0oAFKgYkFAAQAMhT9aAE3HoxxQAMq5ypoAXO/j5vzoAQrtIBGKAFyByx/KgBN2D8ooAchDHG38aAFJ7H86AGFQW46e9AC7mPA5NACHJOCKABiThQP1oACAMZ5PpQAAqnBH4ZoAME9Tx70AI5UHC0AKpAILYoAVlB5U4NACAsD0zQAMAUyQM+1ADUx3Pf0oAcxToR+PSgBp46H8aAHfLtwep70AIBtGSOtACjIX5u9ACbUHO7PtQApdWH3ee2aAEChjn9KAHHIXaUoAbtxkHr6etACFwRt2CgAVCVzxQA5SBxigAOP7mPegBAi/eZuKAEJA+6uRQAi4z92gB2AOH7+lAApVfuk/jQAoU9WI+lACnafuDmgAy69WP5UALnjcT+OaAGOApyBQALsx93J9M0AKAxHJwPp0oABtU4xn6UAIxTOSOaAAbCcEUAGzsFOKAFX5QQy/jmgBEBU5xQArOQMEZoAIznqeaAFAK8LyPrQAY28lO9AAxU8DH4CgAVflIz+JFAANo4bB+lAAq5OQv60AGFHGM/SgAUAHJ/KgBSQ2RtoAQKE6g0AKvHOevvQAm0EZ2nHpmgBdxI6frQAigH+H8aAA5DZJ+lAARu5UZoAAWI27cfWgBhBU4NADhtI5bP1oAQoccJ9OaAE6HkUALgDDZ4NAAQuASc+1ACZA460AOKkAZHPtQAp2hcng0AIg+XBH5UAIq45HagAUE8lee3NAC4DnD/AJUAB2hsAZ96AE3DoUFAAduMqefSgBVOVwT+GKAGswDZAoAdw2DzQArKdvJz60AIVCjKn86AFG3HzLz7UAN78MfYAUAOKnAZu1AClQy5AANADVG0/M36UAB2F/8ACgBSwPAX86AEdcdTx6UABwRtwc0ANXaG6fhQA5mXtz/SgAVWxkjFAB0G4kn8aADAI3KKAExgZIoAdGMclxQAjNk89ulADSpI4P4UAIG2jaRQAKdvQfhQA8ocbjQAgKj1oAX356+1ADWx2HfvQAq4xk/lQApG7omKAEBHQ8+9ACqSPb1oATABFACsABnB/GgAVhjqSffFAAdxb7uKAD5MfvOtAAArdMjmgBT2UMPegBCi5yT+lAAG+Tn8BQAoQMOgzQAgA6E/lQAHAH8uMUAIp56fWgBxCqM4zQAAqRgtnPUYoAZxnAoAczMo2tjpQAgAC5oAVS56AUAI2W4NAABnhuBQAPsXoaAAbmGAtADiCFyUFAEYPPNADwy9xz9aADAbnP19qADAA65+lACBW7g0AG0jnb+lABlD1z+VAASpAAoAGVV6Pz6UAKGOAAv40AHTHy/jQAAnqR+NAAADzg0AOVcDO2gBqjH3h+VAAV7k0AKSCuP5GgAVVIx+lACjgbAp/OgBAR0Vc+4NAByfvD8BQAhwv8OB7mgAG0dxQAuMfPn9aAEGxz3J9qAFwFHK/maAABMZJ/DNAAdzcgcetACAbmwe3egAAAbk0AKVyOo+lACoSDtagGB5PAoAa5zztoABhQCBzQApBb735UAIAF6559TQABTngce9ACEYxlcUALnd95qAE2hcFlP50ALtQAFjQANgEegoADjAOOtACYQL0J96AETg8DHvQAuVzwSaAFYE4LgAUAJhQeB0oANzZ+YdO1AC4V/m/rQAq5PG3igBmFU7ehzQApyMHP40AOCkDJ5FACZXOQuPWgAwgOc5z7UAHQZKmgADAH7pFACEE85oATjZj+dACpjHzcUAGIzz+tACKCTgdKAFKnIzgfjQA5iOM/nQAc44fPrQAAE8ucUABUMOMUANBAG1jQACLv2oAUbTwx9hQAAYzuXNAApJONv/ANagBGG0420AKMkZLY/CgBOGPrjvigBQSw2beKAE2gfwnNACjAQ7h9KAERgDk0AOG0nJ/OgAO1eShoATA28t+FACoVHBH60ALkk8L+NABhV6rQAhIbkL9OaAABi3K4/GgADYPTNAAwGc45oAcCWGDxQAwFVJyKAFyx+6MD1oATCjqc0AK2Avyjn6UAIjZGD1oACoJwAaABk2rkj8qAEVW+92oAUMB1UmgAJyMNxQAzB7c0AODMvUUAKMvyTQAuVHHX0NAACx+XJ47UANcBTkcYNACYTHJOaAHK5PysPoSaAFJdOM/pQA0FQPmU0AKhUcY4oATkN070AI7Z4x+VACg8DvigBwwF6fTNAC5BGCKAGFCvJ5/CgBduBuz3oAByMFvwoAAxHy560ACoc5xQArfeHP4EUAAdRyR+NACMcjiOgBUBI4GaABtp+91oAaFxzt/WgAAXbkj8hQAoG4Y5wKAFXJ4UcepoAbwGwR39KAFLcbtuKAGgIRyaAAKSeKAAxuOooAUIqn5zQA4kjG3pQABmP8A/OgBud7D5fyoAc68bQKAEAG0KevtQAhyeCePpQADK8mgAVjnBAx2BFAA+Qeg+goAVSM4egAcbcYHFAAWJUbjjNAAT0wKAAqeuD+AoATYy8jpQAu9s8kn2oAQfM2QKAFbYDQAMqoRg0ADHjdnP4UAJlNo45oAUA4yScfSgAdjnBP6UAJ8uOVOfXNAC5ZQAw4JoAToMr+VACkDZvbr6UAClicdB3oARsKfkNAC4YDLH8KAEByPT05oAQkg5OaAANg8UAL97GRjnigBfmTA2GgABJ5Jx9KAA9Mqxx60AIp3HDZ/CgA4z8qtQA4thCCOfQ0AMVh/EKAHDPY/pQAigryQcUAODZ6ZH+FACFlIwq0AKA/U4/KgBrKV52kc+tAB+74LZ+ooAcGGcDPt70AISd/SgBpyp5FAC7iBQAoK49TQAdsselAAUG3hsigBM7uCMe9ACngcA+9ACgBuv60AGzDe1AAx3Nx096AEBkUdMUAK5z1Xkd6ABWUDlcfSgAzlwR68UAKck4x36+lACMo6tQAzcM/L+dADh8wy2DQAEkjIUgfWgAyCuDQADbjLZoABhRgLigBQVY+/pQAgUjIIoAMcYOT7UAIBznbn8aAHN8ozQAmEPQHPpQAbiOCtACbG64oAMHHzGgBQqhd2M0AAyeShoAFxnAJ9hQASAr2oARULGgBx2j5SMkUAIBjkIeOvNACggj5+lACYHQKcfWgA60AAjOc7MetAClgoweT3HrQAgTuBQAbeQxWgAJ4AA/CgAJ3jaBjHpQADbgKW/AigBQvcnH0FAAAP7x/LrQAgMe7IoAVVIyfegBCzMdrUABRRyjUAHL8+npQAE44JJNAB0OCOe/NAChQBwooAUHaMnvQA1gB8wH60ACkk5xmgBXDEbivSgBAzjkp9TQALhjk/lQAvU5C/huoAAMHcR+FAAMHOOcnpQA05H3c/nQAqgE7jQAp5YHHFACMU35BoAG4IG39aAHA4x1PtQAZI6DHsDQAgQEbtv15oAT2bPXpQApwV5bI96ADawHC8exoAaowcgfpQA5RzlhQA0jLcA/WgBxAXq1ACEMee/rmgAJbPzEUAKCBwg696AABgfmb8CKAEMbM24gfhQAuNv3h+tADS4zwB9aADO3l1oATAC/XpQA5c9OaAEYKOhzQAoHGAhPqTQAqhsfPwKAGswXhR+NAApQDpn8aAFGeuCMehoAUDuEOe5zQAgUE5ZcGgBwEZ4Dn86AG5y2CvHrQAoUngLxQAhjIOW/nQADb0wfrQAFSDwT9KAF3FuGagA2h+5+lADThflA5oAUdOh+lAAPmOXHA96AADacpQAZDHkY/WgAVVPVqADeoyMGgBpBxwtAAqlTkkD1GaAHBVHOTmgBWIYgA8igBG3KOSKAAMCMFD+dACqCnJH60AJwTlec0AKvHLcZ9aADacZYZ9D0oARdo4/OgAIB5Ix6cUAATJyBgUAGVJwtACkMBgAY9aAEGzByeaAAdOBQAD5Rlh+VACgL97BoATkn7h/DtQAFSP4cUAAVtu79KAAZYfMaAArkZI6UAIAo9fxoAXBb7pFAAdjHDZzQAAoBh1/WgBNrNyF49qAFzjgKfzoACjEZB470AG4AfNzQAg2r83vQAoBf5v1oARlAbls0AA2lvY0ABRWbigAIC8AnP0oAFAU9efQ0ABLA/MaAEIQ4Kj8CaAAMw4OT7UALkDhSR6igBQMjc7frQAn3vvCgBcLjGcenvQAgwRggnFAACD1Q9eKAFxgfdx/OgAQYPTNAB8u7oQaAFbHUGgBpweVBoAUbcYz9RnrQAAcjk/nQAvAbIGfegBNpY8/lQA7B242Y9TmgBpGw80AL8rEDbyaAEAZCOOPSgBSGxuI+nNACKwzk0AB2E8saADOPlGce/egA3BTyD+dACgqDnbQAOBnINACrtB4HJ5oARiN3WgBVb5sAUAMddp6UAA29WFADgMjJHFAAxH8K59xQAgY9Dn6ZoAVdw5PSgBvyr1QigBQW/h4HqKAE2gfMM+/FABuLdRmgATgE4/I0AC5xlv8KAAMmduP1oAUFgfb0oAMpnNAAxLc8fWgAUtHwR196AFG3rg+5oAadxbrQAowOCc0AICB0JPtQAvOMEfSgBBtU5PWgBd2DuY/hmgAJV/n/yKAAfUn3oAQrtG7aaAE3bjlqAHDL/ACj160AA2DjGffNACKoJ5WgAzn7q8euaAAbAep/CgBVw/UUAKuB91c0ANYsDlhigBCc/nQAoAHLUAKuwDhP1oAAGIzs6UAAbnJB46UAAzncScUAGFxkg0ACMeu7A9BQAZG7GCKAD5T0kxQAueBtNACcp97v70AAYAcL+ZoAD/tCgAOQMbePrQAhI2+/pQAu4gbQKAAFcYP4CgAwnUA8UAGWxuxx9aAELk8N+VACrIc8/jQAAr1AP50ABJYZJ/SgAXHdDQAjEYyPyxQALz2oAfjI5Yn8KAEcDHC/lQAnHGR39KAF4VciP9aAGnnBx0oAUNjGM5oAQlieaAAHaeuPrQApweS2aAGkqMEDnNABuOeTQApPz5x1oAccFQcUANXZ05/OgBcsGyRQAIeeTmgBSQBx+WaAG7sdePWgBSxI5JNACD/PNADlIQZK8+uaAAHB+VDz1oAAT6EUAIMDsaAALj5itACkB13AflQAAHHT8zQAhwVGR3oAUhgucUANQDOWoAUDeSO3agBQqr945OaAAbiOBx70ANKHOGoAFVQ2Bz9DQA4MEbaV/WgACKSeMelACKQPlYUACkD7q0AG0A7iaADqc4oACeBwaAF2j/wCtQA1WA4x39aAHdOSePTigBFKk42n25oAMOv8ADigAIC4BFAC5yMKMe+aAGkFevftQAoY4w2fpQAYCHGPzoADnf1oAcc4zg/WgBCWA5Uj8aAEA6Dk/SgAYAHjn+lAAGCDBz0oAPlcbgPzoAABgHGfQigBckdQcUANAw2SDQAYx0U0ACrng0APZGC8AUAMQDPTP0oADgnJU0AC8H7h/OgABLNjGfXBoAUqc8p+tABjB+6PwNAAQ2MAEUABJA5XmgAzt4OaAEwW5ZePrQAhIzwOO1AABzigBwwDgDPtQAjurdV5HfNAAFUruUdKADexGA34YoAAwQnPNABnd8xXAoAQtzlTQAoXJwfyoAcwYDd8wx9KAGgMW45oANuDg0AKMgYIJH1oAbhQ2Av60AKyhTyaAAbfQmgBd2F4GPegBFJzknGO9AC4UdXoANy4wB0oABtIyTj3FACFRjO3j1zQAqsANvXNAAwPBx+tACsx2gGgBg5bk0ASZIHy5/E0ANxzk80APUk9vxzQAYViRjmgBgJXv+GKAFGTncKABQqjg5oAQEsdoHGe9ACgjOMmgAGF6gfWgA24OQcj+VABuDjp+NADQATxn6k0AKRjkNzQABd3BB96AEyq/KB9aADaFOcfrQAu4sMYwO5oAQBAcFT+dAChwThunpQABT1UcZoAAxztYUALjB5QcGgBHXJ+53oANuR8w+goAUAqOVoAaB83zUAG9c42/jQAAAnOfoPWgAC88qaABlQn72Mc0AKSrAA8+mKADayDJAoAThjux+VACjao4HPpmgAPzDc4OB6UAJwcBvWgBTx0OR60AKikDO3/69AAcHqCP5UAMYY/izQAIQDgigBxKhvumgBc7hz09KADGwbv0oAQ4c7ulACem4EnvigAB29O/vQAu3+I4oAR1UYagBV+7uJ6UAJuynzdPrQAoBxuIxQAF9xAI4FACbgW5X8c0AKp2nJHX3oAXZg5GB60AI20Dkc/SgBAB2H60AOOfukn6UANGVORmgA4Jyx60AOCL3ODQA0syNjdQAo2t1Xn60ALhxxtyD70AJtI5IH/fVACbiGzQA7cvYYNABuwMFs0ACrk8J+tACFvmwGP0FACEMvXkdqABcscbf16UAAUA4K4980AKVYD60AImOmzPrQAAgnp+AoAQgluBigBw4GHHHrQAgIQ5BzQAZ53AYNACg45bNAAQrDIHNAAFON2Mn60ACtnh8jFAAI88gE0AGBGMlefrQAuH+919qAE4PQnPpQADcO/HcGgBxLZBwPagBMA8jr3FAAwIOD0PXmgBFGTjbQApBB4XJ/lQAY55BznsKAEYkjpj8KAFRBjdmgADL0/yaAEywYgcCgAAHU80ALxjaFOaABQw4cGgA4Azg4+tAAXB6D8aAD58cge9AAB/sEHoaAEwg4xmgAVS2WJ/DNAAvDY24oAGYbvmH45oACADnNAAoJOR0oACP4iT9TQApBI55HsKADbk/e/CgBGBGMn6YoAF4OcUAG4s2WXigBQoPPQUAGf9rp1oAXCvwwoAQKFbAPFAAdgPyDmgAI3DJb60AIdwHAwPSgBCVHI4NAAr9j+tABx6EHtmgBRktgnj6UACjnhcigAJI7/hQAKdy42/rQAgV1XODQAgB6tn6YoAXBTnBoATO8/doAd8i89/Y0AIDu+6p6+tAAQARu7UAGF+8vXvQAH3Xn60ABUnn+VACqAowwNAApUglj9MUANCknAFADyGXgL+IoAQqx+8mPxoANigAd/agAbgEDH0xQAiR55/SgBxYFsNzQAhbnhf/rUADcHcoyfUUAICy/e/nQApATkj86AFBDj3FADcFTycUAKSG4Jye2KAEwVHIP0zQAFlPUYPrQAD5ecn8TQAbh2yfxoAUqqruKUAAIk4FAABtbB49OaAAfL95T+AoAUBegyPrQAhG1skce1AClR1B/CgAVmAxtGKAFAGQc96AAgk8AmgALMOox7mgBpOQD1GeooAXcVGWoARSxOQKAFb5jgNmgBu0DAIxQAp+UbW/CgARQAWFAArZ6j6UAB2ZwB0PagAJYDIP40ANyScFqAFGPuhfxoAQ7lGCKADA6igACk9eKAHhT13UAIB/tfWgABXPJJPbFACAOTwv4UAKAc8jHNAC5+bAU9OuaAGgeWev6UABZTznJ9hQAoBAztoAASBzQAAY5IPX1oAN/G0A/nQAm04O49fWgBU2IMdaAAoCd3b2oAACD8qGgBoBB5496AFIUHoTQA9TkZB/wDrUANdSnVQfegBoJB4FACkFRz+lACKTnP50AP3M3I5/CgBDx9/n2FABkgYwFFAAyoBnr9DQA1SoOSnFACnH3l/kKABicDPPPGKADY3Qr1oAMhPlD0AJgnnbxQAnGeBj3oAcHI9DQAgUselAD/lB9cDrQA3OTkA0AKWzyf0FAAAQc7OM0AB2kfyoABxgbD9aAFyze1ADCMHAoAUMRxigBQpY5GaAFYoOCOaAEy/Tbx3oABxwTQAHA5KfrQAquQOMUANU4OcZyaAFOO/6UAJtI5VaAFOTy350AAwpwaABmYf/r6UAJt4zg/lQAEYGR2oAOWXJHPc0AIvH3wcUAOyu0HHH1oAG3DkqMUABIA+U0AIvryfXJoAUcAgg9emaAEUE5wfwoABxwfyNACqVJ6EUAA2ZwTg0AL9znrQA0kk8LQA4EfxnNAAA2QR+YoACCTwPxoATKpxigA3DHTH86ADnsxP1FAATk4xQAir6Z4oAXJJy1AAAoAJU5oAUBh8xzz2oADvHbNABnAw1ACLkDIU0AKCSMkigBOMcAmgAT5RlhQAM2eh60AGSO/FAApT+6aADkf4UAKQzLkLj6UAAyRyd1ACgsq429PegBoAc8//AKqABlKDg8fSgBAxzmgBwIIywz74oAQBc/L+RFACqF3DK/SgBzMMYoAjEefm7UALvIODj2oATBJ+VKAAbBw386ADaCuQM/WgBBwaAHKcdBwe9AAAOo9elAAdpHCnrzQAFTj5Rn8aAGnA6Lz9aAFUN1oAH3ADOMe1AAMDls0AJlf4QfrQAgx1z+tADlXJ68+lAASQcFe9ACsTgYoAAGAyV49KAEB2/MaAFAJO8Zx3oACwPzc/TFABuJO4kD8aADaMhuv40AGSDk5XHSgADADkk80AGRjofc5oANpx976CgBN3OHH5UABCjhSDQAKWByRQAobJzg/h2oAACTuOfpQAHk5VSDQApO0bTzmgBoQ9QOKAFwBw2D+NACbDnKrxQArFm+8OlADQSDzQA5uR97NAABtXryaAAAtz6UAIHYnaooAUg/eYUAG4AbRnn1NACop6t+VACMBuxmgB5JyB+tACEEnvQA3AxkZ+pNACliRjaaAE2hhk8GgAUqOpyaAFAIGdoFACbgRyOfUUAIAQM5x7GgAVhjH9KAExg5H8qAAEemTQAHOcGgByL8uP0oAQHYfmGPSgBdm4AhTn1oATOF2igAC4AZhQAfL2OPrQA7K42gZPegBAmBycfWgAyT746YFAB1OGoAMD7pHPrnigBMkfLmgBWU5BZTj2oAQLjhiaAAlSdqc0AHzZ+YcUADMCcKOPWgAwB94E5oAA2eEX9aADLZ+YnNAChgwwOwoAVCc4KUAIVJ5A47HNAAMDqc+wFAC7V27tvWgBMELkqPzoAQKvU0AG1R1XA7HNAACegHHrQA9VIIG2gAYLjkfTigBgO05zigBGwx6Z9TQAoQr0Vh60ADALjbmgAwjDHOaADDEDH8+lAAQVGWP4UAICOm2gBdhAzmgA3EcOaAFJAGP69KAHJuI6CgBpiGfegAyw680AAHqo96AF+VuhPHoaAGnkgY/E0AKEYnkYoAVlG3nn6UAICoGFNACFmxjFACqXI5XPpQAh5O3bjHoKAAAY5B/KgBQFBznPqKAFZQ/QYoAb8y96AFRt4wwBx60AAUDsc+maAAMoHWgBN+Tx60AKu8jO4UAG0YwwX6g0AAG0EMKAEC7ugP40AKyqBg0AJkH5VBoABsC8jn0NAAGOev6UABCZ4YfWgAG0c5oAVMYJYUAGVBwoP0oAUEHuDmgBAMNgcUALlT945oAAgAyFIoATPPK5+lAB14PFACkOox29aABCxH3f1oAT5e6/rQAhC4woOaAAM5+Vjx9KAFUKDxn86AAZZsEcUAKduNoBOP0oAFGeWyfagBBknG2gB3K/w0ANYgnA7UAGJDx29aADPQYxg9jQAFQeSc+lACEj7u386AHdQC+KAEGFGFzg0AGSTgr+VADu3JNACdMDH60AG7B+VKAEOSNxUg+9AAq5/hoAcM9lIoAQgg4Zv1oAGABzkk0AICVH3f1oAUMG42c0AIV29FH50AHUZLcjt60AAJAww+tAAQpG7PP0oARTs7ZzQAp5XdjoaADAbBHUUADNztx+NACYHQjJ+tACiM4ywoAHKjhTQAhJIyxzmgBQqjBFAAHZ+F/GgBCuD8+KAFZeBgd6AE+cdWxQApBYZHOKADAI5BNACFQcHdQAoHYLxQAA7eApP40AIyhjgLg0ACjsc0AAJBwTQAEkjBHfmgAAVTzQAobu3agBODgj8qAFbaByPyoAbuwcqfzoAc2CA4PPrQAoAYZA49RQAAAnYRQAm0qc4oADhuWoAFVO5zz60AKxXpnFACoGA+UDFACF1IwetACKi5yXFACkAn5Vz75oAaFI68GgBw3EYxQAm0DjBoAUAYBK45oAG47cUAGRtwBj8aAFQY6Lj3JoAR8qc+9AAQCNx60AISy4yMZoAVWA5JJ/DFAAGDcY/wAaAGnIPNAASMY29+5oAUZUcr16CgBoVgche9AEmT/H3oAj/wBkfyoAU7MYYfjQAbSvCj8aAFBIG08+tACANnHSgBdh6Zz+NAAN2cHpQAMM8+X+tACB+cEYoACQepzQAKGU5VePWgBGIJ3ZGaAHKSBtx196AEG0HOD+dAClieAvXrQACNQvzMPpQAmxl57euaAEIyeevagBPr60ALtBGSaAAfL8w4z70AJQA6Pk8DP40AKwJGemPSgAXaB1yfTNACk5HCkUAG3A3GgBNzN249aAAhUwc5zQAm7ccmgBQyrzg5oAFyTk5wKAFAGc9efXFABsQDLH9aAGsqqPl/GgBDkj72aAAxkKP60AKMoM4+mKABsHBK/jmgAGF5ByPrQAfLt4U+1AABnr26UAC4HJGaADOTQA4EryDQAqsTxmgBpUKfun86AFGSctyDQAq4AxtwD+lADWG1sZ/CgA3EdScUAHAOQcmgACH7xAxnmgAAjzndQApBzx0FACcen4g0ALHuAKmgA74ZSPSgBOMDqeaAFOCnA/GgBqhQen60ABK/xZxQAvGPlGaAGhTjk0AJyDyKAFPzDJ4x0oAVSyjOeKABSxb+lACsoLcL9aAEIA6AH8aAEbdjlaAEAPegB2VGABmgBS+eg/WgAAUj5qAFUgrgj6c0ACAgEgfWgAGCdzc0AAzjlSOaADkrg9KAA7lOVU/XNACMMncXBoAM7wF7UAAwByeaADAC5KmgBY1LDt9KAGY+bPv2oAcGLY5HHegAcY+YD8aAFByMsw/KgBMrnmgAIKjOOtACEkYBzz7UAAJxkmgAYsODQAABfvDj0oAOPvJQAZY8sKAEHJ5NADyXQUAICByWoAXeCOfzzQA3AU8CgB24tgkdPegBdxAwSPwoARA2euKAFAfOMcCgBAFU4IzzQAhHTjrQAob5sfqKAEYY65yT6UAAQE/N0+tACfKrYAz+NACng5PA96AEOOy/TmgBQWAwRQAbnA5oAQYPJ4oAUbgAQh60AKwdhlgKAEJyMc/lQADYQQRQAgDbeRgUAAGP8A9fSgAYgDt9QaAAAZ+b+VAAxGBtH/ANagBc7Vwy9fU0ACHHzAcZ6UAKVzycmgBOWUqVwPegAjPBGM0AJsOd2z86ADI6tmgAJyRgc5oAVyPxoARApPJ5oAXB7jgUAJsbOcYoAUkqu0DPrQAiBOuKAEIJOSfzFAAWLDGc/SgByqRzgf4UAKCMYH5+lABjAyQTQAKwYbWH0FACFVH3hQADafunPsaABsg9Mfj0oAcCQvKfjQAg2/xE/SgBG9gRQAYUD5sn6UAGSp+U4oAcGDjJH40ANUhTwOfrQAgODzQAoZW4I/WgBwwpAxzmgBxBIoAYysw5oAUkkbcZ980AMYYHJ/SgAHThfxzQAoBUdKAEIUAHNADlDNxkY9RQAEbWwxPsKAGkkngfhQAu1QAcc/WgAwV5K/rQADAHIx+NAAOPvMMegoARWIOcfSgBVwx3FeaAEf1I9uKABcAdKAAlT91cGgAAKnLCgA464/SgBWAAwEP50ABbK4dRQAgGOAMUAOG1GCtyfWgA4PRQOfSgAIUfeX6EUAINndaAEIDd6ADy1B2mgAKFRgjj1zQAhUrQAAjPK5oAcrL1P40AACE8c0AKAV4C8fWgAK5+ZhgZ65oAawA78+9ACopIzt4oAG4GSOnTigBQQwAx0680ANztPr6igBQVbll5oAUHZyf/1UAKZBjuaAIwPMbpQANw3IzQAABui496AFwq8AfkaAF2EjI4x7UAIXY4DDpQAu0E5U/UUAIuzOMEmgBSCRuxj6mgBQxABY4H1oAaNoOTk89KAF3Bv4TxQAbgOoNADdxU5Ax9aAHANjI6UALg4yzEGgBEXJ7UAAcr8poANgbkevSgAJxwcn6UAKCwGdv1oAQ46g80AKPmGGHNABhh/EaAEPun60ACn/ADmgBGwGAA70AOYDgMTQA0KCev4mgAVTuyo7880ADDLYA5oAXaQORQAi4U5wD9aAHbVIyT/9agBArZ/pQAhXd2yaAAKM9KAFbJ/h/GgBAhU88enNAC9fvZ49KAAKOpBzQApGByfyoAABjkH86AAAn+IGgBMKOD6+tAArAnkZ9aADYc5waAFV+qkZoATbz0/SgBSqhc7hQAikH7woAAu5cY/GgACgDk/hQAoJYcDP40ABVMc8H3oAaFycdfegB67VGRQAhZ24GMd6AEK88r09KADCAccGgA5xtIzQAqhz1GPWgBfKGOvNADAOaAFVd3VqAHYVhhRyKAG4yc5oAMluCf0oAMAnGfpQArDaMH86AAgKN2SaAAnK8Hn0oAMfLgDp1oAXH8R/KgBpBzxx+NADcnd81ACk7hj0oAQYzlulADguf4PxzQAhC5oAVgMdc0AA8vbjuKAEHynBH4CgBdvGdpH1NACZ/hIP0oANoAyyfrQAHn7q9KAAEjgrigAKdg1ACcA4NACgYHCmgAGMZcY96AEyM+tADl4Tcc0AKBu+YA/hQAhbselACpwcKetACFcEkrk+1AAF4xgD2oAPl5HU0ANCnpjFADgu3k0AA3OeentQAFQvIQn8aAAYYc/gKABQVGGSgAZB1HNABtG3JxmgBAFHJ5oAUOrHlaAHAY4K4zQAhVSMnrQAgX1GBQA5l3DgZ9waAGsOMbcEe9AC5UrgnB9KADkL90EeoNACBuxOR2zQAbMfMo/WgBc7jhstQAEuFwF49qAGrhe3JoAVUB5oAXjbjH40ACZDAdOe9AC87jgH60AHDHD0ANAw3C0AKwwfmFAAQCQdpH4UANbAbgUAKQB8yUAIpc/MT9KAAA9WX8c0AOztGWFACABzlF6UAIcZ+Y8+lABtyM4PHagBcheikUAIBkfKGB96AEHHA59eKAHMEXAxj8aAD516dKAEO08r2oAFJ/i/KgBOGbkEYoAd905zwaAAAE7lB49KAFJfuKAGOCG6Y9qAHfe4IOewoABleRQAFycZHPoKADdg5K4NACMhzkGgBSx27WFACqpK0AJtOcbe/wCVAA7ADH60ACMqjOeaAADPNAChcDO00AJlfu7fxNACqpzheg9KAANzwCfoaAGuu0Z2UAKNrAL0oAFDBto6UAEmDgdMHrmgBNqqM76AFDZOAPxzQAm1ByWz7CgBTkjpge1ADflDcHp6UAOIbO6gBDuzg9fTNABhgM7e9AAcgDJ/CgBGJPB/KgBUXjle1AAAV60AG47vrQA47scgH8aAEwuAQc/jQAfMRz0oATAIBHrQAoJ/CgAxjoM/Q0ADbVXp+tAAQcDbnHpkUAIGyPmNACqARwB+dAAOOCvftQAgXP8ACfzoAU7f4m+mKAGqCDlefwoAVmOeefpQAFS2DtwKAFG0YxyaABmYDGMUAIgOeaAFIbGO1AAFAPJoAMKehoARlxyfX1oAcoULyKAGj5j834UABJ6EY9aAFLdto5oAQoEYBe9ACg44Tk+tAAp9V59aAFwevFADCoXqfwoAcsgA24/KgBSePlQ/lQAgODhlNACMRn5VxQA4KSu480AMx82AKAHrhPvLigBpbnIXvQAu5T95qAFAUD5fzoAQjHUdaAE2gDPQelADkc42kUAJxuwc/nQAEup54oAGTA3fnQAbhjAoAAzAjIx9KABmHRTmgBAvGR0oAdu7BfxoAaTwQTQAY4oAFGG5FADhydwoARvvUAOLZOBx70AN3YO0jj2NAACB9O9AAQG5DfhQAbV7gmgBrjnIFAC4QAEnPtQAqtGvGDQAnBGT09jQABto44z70AKSWUBh9eaAEwF+7z7UALlupX8aAELDIPegBSu47iDQAjBezUAKpO3p9OaADGDuJ/OgBNo6t/KgBAuTgUAKCVPI/DNAAxzzj8KAEyfXPtQA5Srde3vQAgLDvx9KAFUADJU49qAA8fMFPvmgADgjZjgUAKEAG71oAF3Y+VfxoATad2WoAGXCgj8DmgAQEnBHFABg/dTn+VADSSvGPrQA5lwBzkUAA3HjFACHarYAP50AKGJGc8UAIwZQCRjNAACD1P4UALhsABTQAEDGTz9KAFADAbaAAHB24+nNADcc/KKAHZVRtxk+9ACKNvI7/rQAjM5zuoAWPaM+tAAc4+Yn6ZoAFCnkDn60AI5bPIx64oAUKxHJoAcqquBnmgAJPIA/GgBMBRy314oAHVcbgaAE4xkA59aAFP3csmKAGkYoAPlI+Y5PagBPmHQUAPGdoBPXvQAEqOCxP40AIMt0GKABlK9aAEXP1xQAo5+/2oAbuA4GSDQA5ACeeMe9ACEL3BoADleQD9KAAEYy36GgAIXbkHFABuxj5jQAoORkp+OaADgj5s59M0AAAOMAmgBQC7ZOcD2oARt2eFOPWgBF+Xgg4oAMYPFACsCcFsfWgAJGMl/oc0ABGV5bPvQAbGwNwoAAwLY7+poAQ4YY2/rQAL8vXge4oAXbuGQw/KgAwg4bOe2DQA0HnJoAepRhgDmgBMMpBPSgAABbG7n0oACMMeKADgHI/HFACEgDO3NAChhjLpigBFwDxkenNAClWzzx+NABjHLNQAjbSM4z70AAAABJJ+lABkyDpigA2g8F/wA6ADYMfNj2NAC7MDk0AIHxkN0oAMBeU70AKQGHzDB7UACgMfmPSgADZPA+poAUpnn34oAT7o2lCaAAJjuQewoADkcnnntQA0jfg4oAVsbcE/kKAETAOdv4UAK21jletACqpA+ZvwoAMAj5jz2oAQqegQ4oAVcAZOfr6UAIck8D9aAFO4DpQAny/wASEc0ALgHkPQAKMnDN+VAATtXB6UACoSchfxzQApbnBX8SaAEKY+b16UAC5Y9c/wBKAAKvcHPtQABmHy4oAAhPzBfxoACxJAbnFACfeOVFAAQoHXmgBVLA9DQApAP3l59c0AIm4NgAe4oAczMB3/OgBo3tyBQAbyDhhQAMdxyB+FAC/MPu96AGnA6jn60AOVfMGSPyFACbAnU/hQAirkbiDjPAoAUZK4CHHvQAg5I3DFACHGeB37UAO3YXJXrQABd69enagAO7hcfrQAZIHzEUAG0EdMkelABtPegBVfaNrUAJs43BeKAAsCMEflQAKCo3MBQAhbqNo5oAVRgZYUACk7cAfrQAE45Kj86AEJwemKAHHkbtg98mgAYqF6daAEBAGO1AAxIOD3/WgBGUjkd6AEJOckUAO2KV3A0ANDbhgjpQAo6YI/DFAANw/hNAC4yPmP4EUAIFAG4igBCR9fwoAXGeMH86AAAA439+lACEqTQAnOeKAHAJnrzQAEMBjH1oAAxB+YcUAKQg6HmgBDkAFxQAHbjIWgAUAdQfzoACHxzQAYJX7pPuKAFVdw47dqAFxjhxn8aADaMbsd+aAA/MOBj3zQAmCRtB/WgAAZeGGKAAqvUHn3oAGUHChjn6UADdeecUAIrHPQ/TNAClSTu2mgAVWI4GPqaAEA2nBAP40AOwpG7FADVwTz0+lACvt6jn3oAUcgEMfpQAEszZ649DQArAAAMKAAbQOUoAYQcZPSgByhNmduaAECkcjj2oAAwPyuBn1oAVF67f1oAMhvvHv1oAVFVeh/OgWoPgqc+tAxNoZelACMxwFx+dAAc/3s/QUAKpJHCnGetACMBjOeaAERAepoAduOcAZoAblc8igBSn91eKABQB94j86AAsCcYoABHj7ooACCeNtACBgpxg/SgAwWbpigAGFOHH4k0AKuCeB16UANON2B6+lACgmM8j9aAEz6UAKWGPu4560AIvHUcUALkj7ueT60AG0qMmgBQ3GSfzNACcZ4IP0oAV3DDGOlACDaOuTQApJb+HH4UAJuKnAWgBSCo3MfwoAaWHbv1oAATjO78cUAKX4wRQAHaccUAKBt6ocfWgBNx9KAFEbY3YxQALtDY25HrQAuADuIwPWgBM8cA8/pQAEbVAxz9aADcw6j8qAE2sOcED3oAG246fkKABHOMYzQABATknFABgrwRxQAfKeB+VACkFVwRigBoVs5xQAuVJACknPWgBSFHK8Y6mgBmNzcetADuAMBfrQAocHjbz9aAFXKjLCgBAwIOMigBMdzQAuDjOOPXNAAwwAePyoAQBMZoAUZPABFAAxdPl3de1ADcNnLLQApyRgLQAirk80AKwKAbR+NABuJHzMen50AOQ8fKeKAGZYHnj8aAFDFT3+lAA/wDe/r0oABk8baAHbRt+VaAGoccfpmgBcEngYoATIIwR0NADgSF9jQA1gF5AP5UAO3HGMcfWgBq4AORn8aADJHXGKADCKPvZz2oABuXqOtAChQVyooATcf4z+FACxgE9O9AC5H8Qz+NACAFuBQAvyrxjmgBrctgdKAHK6qMbeaAG98nigA3YG3t6mgARSvFACueR8uPrQAnA6DOPSgBeMZIPPpQA1T/CTigBSGx0496ADkDkcUAHDDIHI60AAORyfwoAXPZhQAgGDuSgBxwwyBzQAny4ytAAMnhjigBAFHfNAByRz0oAAAT8oNADmyvBxj2oAbwPu5oAdvGMMM0AGM/wnFADdoZvlb8qAByDwO1ACKcHJoAdtJ5H60AG1f43z9KAGkKWwo4oAcrYO1f50AHyAZBoAApHIHA9aAABhzzigBAGzyKAFKhiAW/ACgBTtAwgz+NACGJhljj35oAZQA4KemRQAqoq8vzQAmCx+WgBcODjH40AIfvcUAOzngr9OaAGt12sOlAByevH1oAV8gBeKAFRCeaAF4wVUfWgAXK9gKAHcbST+dAESjJ5oAULg52n64oAQYJ+ZcUAAOPutmgBUAJ+YdaAByuRkYoACFH3V/HNACRgnooNACjryuaABlbg7celAAEycHigBdsg6CgA68Mv45oATHAAUj60ABO04JoAULghgmKAB9pORj8KAEwRg7Tx70ADk9c0AG3AyD9aAF4znH60AIDk/MtABx1zQAcLyB9TQA9cMQwWgBGyDk9KAEzGpyAaAB+Rkjn19KAEKBRk8UAKACNxJ96AAHHQ4FABnJwGPPWgBCm0cj8DQAEFjjbQAHOMENQAEYAZl/KgARQeQKAF3MTtI49aAEUYY/yoAOPukcnpg0ANAHTJoAdjb1BoAAgJ3BfwzQAA4PC0AIynPNAAqkNgj9aAFIK8tQA35cfdOaAF246jH1oACvdmFABk5wB3oAcOV2nigBuzyyCfXqKABmb04oAFyBu25980AL8p+91oAaSehoAcPuZwM/SgBBvB+9+FAC/KR8wBNAAFZTwCPegBGUYzv5/nQAgJzjFAD9vy/P09qAEUZGEoAQnJAPJFACgs3AFAAVAIyDnvzQAA8/LnFACMG7j8qADhjjGKAByV+UPQAiHb94UAKPmJI6e5oAXJHLEmgAwh5z+tACEEHkfrQApHy/c4PWgBCDjrxQAKmRkDNABhs5J6UABZjyRQAAqeq80AAZScDOaAArjlgRQAbgxCqPxoAUJgbmPNAAd+PagA5/56fmKAEwcb8dOtAC4O3O/p7UAIil+CvHrQApC/dHUUAG044BNACbCDkj8M0AKCvqPoKAEUseAKAFZiBtbv7UACbwMccetAAMg5J6HtQAZUHIz7igBwAxuYdaAE8sjn36UAJuA+XH40AAXHIz+FACZYnuTQAYXPK4NAChS1AA21fl29D3NACENjdsIoAQMwGGoAXkLkGgBAQDmgBSA5ypxQAu7AAAzzzQAvIXdjFACKCetAClQOentQAbnXqOKAAEHll59qAG4w3H5YoAcWBGOn1NADQrEe3vQAoAIwUNACFdvKmgBUJZskfnQAMFH3gSfSgBBt64OO9AB8oOVbHtQAAEDJHHrQAoXKYIJHagAXIH3T70AIoLHAFAC9vmzmgAwxHSgA3cYIzQAbSRyD+VAAo646+lACFSDk/jQAvVc9PxoAWPJO04/GgAYMOGPFACDgYxn1oATGRwKAFG/0FACMMtyKAFGxRjBz9aAE+9/D+tACYK8YxQA4MR1/WgAC4G40AClemD9aAAhQQW4/CgBWUHGB+FAB7lf1oAN5HXAoAT5d24flQAuNwDEUAAXdwoxigBu4DIA/WgAXjqM0ALk9SMHtzQAfdO7b9aABQCMhSaABs91xg0AKqrt+b+dAARx1OKAAZ7nNABlFONlACl93yigBCqjkrigAPA5Y89MCgBCvy/dNAAm08FaAABVyaAEDMW5oAOBwKAFjCkctigBSoIwo6HrQAh7ADNACjgjAoACOzE59KAAAgYVDz3zQAmB0IJ/GgA2lRyPqM0AKMsfuj6UABO0Y2UAJ8p6nHFAAcgYOPzoAXOABt60AJjnCj9aAF+YN81ACMEDfKOtAChT1YjFADwcnAHHrQAhwDnB+tACHBPA/WgAUknBX8aAEfAPzCgBVZdvA/OgBq7Cck80AKcL9z15INACAEfMRkeuaADK9QPyoAGBIyxJFAAMHhRQAu4kYoARAB3/CgAKjq3rQArMQMAYoAYoJORQAoUt1P4YoAcck7T+tAAoYHbt/GgA6Pj8+KAAkhsYIz60AKfmGGHFADRtU+3vQAOCx3KOKAGgAffHWgBy47D86ADB6GgAVSBnacUAGA5A2kYNACkkdvxzQA3Znjbj6UAGAOoJoAAvQ4JHqKAAYJ9Md6AF2bRz09aADJK4IxmgAG1B0oAaWJNACkleKAFVC53fyoAGAQZA47mgABJ68e9ACFS5xyaAFJK9Dn+lACBtw2gfrQAHcnDcigBDg/dFACgg/K9ACKQD8ooAcM53Mv40AISOoX86AFyWXmgAAKjDDigBHQg7j/wDqoAAXIoAMBuufbmgBoDfd/OgB24qMACgBBj+IfnQArAY3UAC8jAoAUR/Nz/KgBHA4FAC4bGWAA9aAE3qOg+pNAASAMN+dAC5CqNpAoABllx+tACY28FgfagBGB6kUAOCqFy3X60AIpGeDg5oAXbkbiD7mgBGXvmgACE80AGWAwaABXKnkUAOXa2cmgBGHbb+OaADoNp6UANYKuMDH40AJyTzQA/ACfezQAiHB5GfYGgBSo+8Rx25oAQfvD0oAcQqD/wCvQAwcnp+VAC5IH3aAFUFhyKABFLdTQAuNxxjjtQAjE5wTQAAgjDLn0oAFBHT+dAAGOeeKAB1PUmgAVQev+FACNkDDDv2oAVAByT17UAGO5HHtQAgPp/OgAK45cUAHpgUAOK5IOPp60AIWfIOKAAj5vlzn0oAQkjqMUAHUcev40AHI5J+tADhs6jHtQAg5bgY/GgAbrtJ/GgBMZOcUAK2wLhRzQA1c5yBQA4qAQO/agAJ2jaB9aAAoCQO9ACFRjIP1oAFPODQArE5GTQAbYwAQKAA8dV/I0AICCMNQAuRt5GaABXGMAGgBdoHOaAEBUdCaADJJxQAfd4x+tABknqKAAH5sgYxQABlLcj8aAE+UNxQArBRzxn0B6UANJJPNADht7jJ9qAApxkdKAE4B5oAcHzwB+OaAFwM5YE/0oARQhbKigAyDJQAH2HfrQAgG47jz680ABI3e3agBctjgcUANQlWweaAFZlJz37GgBABngd+tACgKpyf0oAXPHyrx9KAEyOrcH60AClMYyRQAA44/nQAbVAyRmgADcZ5z9aAAhcbgOlAAGHp+tABk46n3FACgnbyp+tACEZ5CEH6UAJyPwoAFVsZxxQAquRxxQAFVB/nQAq/T9etACgqTgigA2vnrxmgQpyTg++KBjSoBwARQAo3D79AACvQA/iaAFJ9vwNADPL2t+PFAAcKeRzQAAEnOPyoAGOeAvI75oAQjIBJ5oAXgjlT9aAEAIGQCPrQAvRRkcnrigBAAOcn6YoAcArDPLGgBApPVDQALkHGMD1oAFUls449aAFKnqBigAAwcOv0NAAPmGD09zQAoIzgLigBHGOSc/hQA0gA8HA9KAFO3b1JoAaq/N0/CgB4C5wATz1oAQhv4h07UAGS3A496ADO3jGfbNAABjksR7EUABUkb9vSgBQMjLJ+tACBADnGMfjQAu0Bcuv45oAaQP4VyPWgA3A8saAADnrQABV6dTQA4lcBW7dsUAISnSgACgAHafrQALz91efU0ABBHP6ZoATcD14NACgsB8wz9aAEVQT15oAGUA5IoAFYdAPzNAC7T12mgAGScFSfpQAmBnpz6CgB20Ht+NACDcOoz+NACrgnBXI9aAGlMHKjH1oAB/tjJ9zQAeW3UAUAG4g4YfhQAYHUj6UAKrEjYV/HNAABtPIoAQNzkLQAYY9VoAXJXAI79M0AJ8wx8tACE5agBdhxnA/OgAG3oaAHYYLkgUAI7BhjHP1oAQKVHzDigABG7nkdqADgHgUAGTjBXFAAqKeufxoAVkZR3x9KAEVAAWNACqSTgjigBUTk4B9s0AIQucuaAEbBHCd+uKAHAttwR+dABgY+4Tg85oANhY7sfrQAh+8KAF8xcfdzQAiqOvSgBSvOX/PNADQePlBweuKAAAdgc0AKoY/eP60AHHTBPvQAmO+P0oANw2Y7igAG0jJHNACrz1UUADLg7s49hQA35DyM0AB3ZzigBVYAfPQAuT1C96ADLYxigAI4wRz6mgBI9wJAPX1oAXAzu2n65oAVsgjd+lADSFJyAaAHIcn5hx70ABVB/D+JoAQnBwKAHK2RylADMEHJGKAFIHr9aAD5QMYyT1FAAAepHHegA68Be/GKADg4yTntQAElRjrz2oABgDlP1oAAqsOwx70AAAPGOlACsH434oATIH8R+lACcghzmgBRnOcH6ZoAOG5C89zQAuGHJXkUAIX7d/rQAjfeyKAFUvjBGRQAmM9Bj196ADC56EmgBfnA5TH40AIEfOdtACqhz/wDXoAGU9SP1oARdynOD70AKBv6ZGKAFCkdwaAD5nH3MY9KAEAwME/p1oABuXoPxoAUg9SAfxoAXcrDB6+lADcEDDCgABGPu496AAHPDH9aAGldp6/jQAoGTkr9aAHblxtU0AG07flH60AIFcjkfrQAAAfw/nQApw3JGPyoAQRMRnFAAML96gA2gnPP40ADPkeWO3vQAeUcZJoAE2k4IP4UAKFO7nIHpQAhbnAJ65BzQAoQtyRQAPkLtzQA1VOc4oAduB5wc0AGOmQT9TQAuQecHHrQAqrgjj9aAGscMfWgAUMfmxQAjgA5A/KgBQ7YxgGgADYxx+tAARk5NAAcdAM/jQAhyvIoAA5JwRmgBGVB1OPY0AAAHIbntQAZLcHpQAobjaTxQADeDwOKABlfGcY+lAABt5JNACMRn5RQAo3n5SBigBCNp4oAcp6Y/HmgA+Ut0zQAEkjp1oAQrgZzQAuS4yVz+NADQpIz6UALhAvPX2oAFVm7cUAHCnk59QaAEOAcrQAvX+H9aAFTB6jOPSgBF2joM49DQA3djhRigB0eWOSPxoAdgA4CH60AMyTxjjvQAKgPSgB25hyVFACbl6jigBucHP50AOUqvJOc0AByRkHFACfMRwKAEIIOCKAFVTnkUADYzgjPpigBAAOoxz3oANx6HpQAoVRyc/SgAzn6fWgAyw+UjHqaAHDCjODmgBCjdSaAFICj1PagBAWHJWgAC7s0AChR15/GgAUNuzt/LtQAhwT0/GgBcd2OMepoACuBuINAC5LcAcUACjYefxFACMFHOMUABUk5x3oAUjAy5zQAAccL+NACYGcDJ9s0AHQ8jigAI7jpQAgGenNACEg8fzFACon8RoAVXy3I4oAOC3H5UALz/ABLxQAnyjjrQApwy4xigBFUrzigBHbPPFAD02hc55oAazHdigAdSByP/AK1AApOOOc0ADDC/40AIGBGCKAF2ttyelABtyMqOfSgBMkHB/WgBVY9AM0AGGz84oATHPK4oAXjd8vNAA46Fh174oAaDg0AOznhRQAgAJ+YY5oADigA2EDkdaADBIwRwKAA7QcdfegA3YOAOtAATg5GfoaAFJ3LlutADUBzgDP4UAPAIYbhxQAhUfwrQAhLfxCgB6hV69/agADDPAzQAhUj5hQAmcdD+FAAVOAdv40AC8HkUAK2DyB+FACMxz81AC/uz0JoATfz0oANw6BcDNABtHUsPagA+YEYU4oACoByRj05oAQ4OM/hQAMcD71AC9FzjGPegBA5fgj9aAFJAGBwPWgBF68nFACscDt9c5oAFUMMk4oACABjOP60AIFHUn9KAFYKFypH50AAZu/4+1ABwec49BQAgUk4xQA7Gw5agBR8w4AxQABR2xQA3nOdvtmgBSGI44FACZAP3xQAZTOM0ALx1OcUAACMfkP60AJuB+8OlACKVHOM/jQAo560ACoepXj3oACR90DAoANpVOV/WgATAOSaAD5Cd1ACqM4wtAAuGPzLQApDL8yn8KAG7ud2PxoABhhycUAKhVTnOaAHdSDk/SgBgOTwO9AC7T/FQAobCdMGgBAQxywoAXYCOAMUAJuKAjbQAgyODxQA7ao5K9/WgAzg8Lx60AKu0nNACMVxjvQAgGBkn86AFYZX5j+lADOR1J+lADlZm45PtigBAOckUABz3X8TQAoPq1ACHaDuzk0AByeWFAAFVxzQAnIPSgBcqQCw5oABkDg496AAjJ4yaAF2hTyee4oAVTu/g49c0AJhumD/hQACNgM5oAA+DgrQA45IyMDNADfnAzigBMgtwOe9AAVA5Az65oAELZ+7n8aAFJ55B+nrQAYduTmgAAQcnFACEB2+UUAKykDDn6UAJn5doPX3oAcseOwoAaVy2R1FAANwGCKADIxhU+uaAA8DaTzQAo3YwVGP5UAJ0/hNAA4JXhaAGhTnBFACk7flx+NADTj1oAcpAXB70AKEwNx70AHDDmgBAoAyD+dAAu0nmgAK4PHc96AFAC8snX3oANob5gpGPWgAAxy1ADkUMelACnbnB60ANZOCQfwoAFLZwxoAQnD8fyoAHDHqO/UUAHAXBJzQAEBhkr+RoAQ8jagIoAUggDI5oAADjJJHsBQAoLE8v+lAAAQckZx3oATCsxBOKAFwE45+lACZ3cD86AHKqrx1NAAyseSBQAgHqCPY0AG3cMsP1oAQq6DJIoAUM7cGgA2BTgNgmgAYMB8350ACjIyTyPWgAGR979D1oAMAj5lI+tACDpjNACgD7u38c0AJgo3BoAVvmAYH86AFUjGGNACbCfun9aAECs3G3pQAKMHBH5mgBcMThj+VACFNvOKAFBbGWBxQAEjHCk+5oARVLHJFAAwH3dnNAAg55oAVlVTx68UABDBcn86AG4UfNu59M0AAJY4xQA7aQMZx+NABsBHynNACAFjyelACEjIGDmgBQD1wB70ABC4yxz70AJgjgetAD0JxgigAYYGSP1oAQAYz60ACrjoMfU0AOIYjgfXmgBnOcMO/NACjZ3oARdwHKigAYYHX8qADacctQAoAOCOKAEZeeATQAu4j+DGfegAEZU7jQAZTPK0AIqEngY/GgBTjPznp6UAIOOgP50AKQGGSB7c0AMOQcYoAec+Xg0AIAuPnoAC3ZVNAAEzyPyoABlvl/rQA4qAvzde3NACDJwccD3oAMI/GOfrQAKGU/NzQAhUhs7ce1ADsueSPxoAACF3OM/jQAihm4xgUAKxXoW5oAauQfloAcwC896ABcN1BoANjAYXjmgBCxPDAGgA2EDfnigAD8YUDPrmgAxjB49+aAAjecAY980AHXgIeKAEOScUALtwPukn60AIAQ3z8fjQAq53fK350AKSQM7RQAgVjyc59qAAAfdxg+maABlwORj8aAEUDHJoAUoPQ0AINp4LUAOVe6gfTNACfODg4oABgN3FABjJy56UAHB42kD6UAKQoPJxQAf7LN+GKAEKncC350AL8gOAM0AGXzwKAHKD1bGaAEIycEceooATjOCOKAAOFOGXFACbQTkCgBeinK8UANUKTytAAA2eRxQA7LjgLwKAGsMHpj8aAFBKD6UAJjcd20/WgAJLdR0oAB8v8AD065oAUMW/hH4UAAXPLdqABVH5UAKoBHGRQAJxw1ACDaGyGzQArAnnH60ANCnOSDQAuSByOOwzQAhXGMLQAZI4J+tAAVA5CnGfWgBdxx83btmgBMg4BzzQA4YBwqflQAmcEHHfmgAYkjJ/OgBBs7UALg9SKABcjov60ABHHzDJ+tACKADkj6UAKOBlhQAAAjlce5oAF3ZwR9aABsbgAKABiOoH40ANAXvQApAYfKufQ0ANAI46UAOIBGS2aAAbc8c+/pQAjEs2cUAG0A8/pQAEZPFAAcdM0AOO4jGMUAIAVOCKAFQgHPSgBWO3BA60AH3vvH8KAGkZbAGKAFJIGAc0ANyP7v6UAODHOCtACMoJyq/WgBMluGFACkrjG38aAF5HJGPxoAUcchT780AN4xkflQAE5XBHIoACvGSMigBVXbyq/rQAHLdR+VAApXIBH60AKduM9aAGgAchfxzQArZBxtoAMYO0UAGASCf0oAUAMc7eKADaB8xHHagBDl+qn2oAXaDwRQAgJRsbeKAF2gnfQAHlfmXigBEJHy4oAUDHDL1oABkc4wDQAgGTkCgBSB0C59TQAKoZM0AICQOmR60AIDjJI4+tACjk5I4+tABg5yvAoARmLdTQAsYIPAoACvU7fxoAaC2OenpQAucjAFAAo2jB60AChSfun/AAoAUHaTxgUAIFyeB3oAUrhuV/WgAVSOSv1FACFefu8fWgBRGB1GfpQAZwCoHFAACOoFAARnDBCKAFLEAZOaAEB3DbjH0oAQjbwR196AFABGQnTrzQAhGecdKAAkt1oAXC4yy9KAEJYjgcA0ALz3JP0oADwR8uPegAxnnNAACoGCn50ACgbskfWgBwGDwvHrmgBpUluFOKABcg8c+pFABnJ+YUAG4A4AoAMbTz09aAAquOPxGKABzxgjPvQAKdvbrQAKpbknigAJUDAXj1oAUNkcCgAWMq2e1AC5JOCtAAVPYcelACEn0/CgAB4+6QfrQAAHuOnv0oAXORyTigBOf7hoACuOVAGKAEVmB5FAC/IOM9T0AoATAPGDigAUDOAM0AAclsHpQAYwSNvB9KAFBC/doATBZssMY96AFLFTjPHagA6j5x+tAAwx8oWgAyF65NAACCOT+FAAqjOStACFsn27UAG0jlloAUNnjHT3oATkcGPj2oAAMfeoARRznGaAFBXuM0AIVJOQuB7UAKACe/HegBQOg2Ec0AKGOMEc+maAEKuRyKAFU4XJFAAGbqRQAuASG/KgGJyf6UAIBg8KfrQAAY4CUAG0nqSPwoANoHYmgBQMdFoAaAw4waAF2noSaAEKE9QTQAoBXgKeKAABsfMM0AAUEfdIoAQqwOQf0oANpPUEfSgBcAnlDQAFB2FACbT3BoAXHGCv86ADBz0/SgAxxggn2oAMEjFABtyPmycUAG0HoCKAAAqOBn8KAEx6ofrzQAm31U/lQA5d2MMKAFwRzz9KAGkH+4aAAKw6g/QUAHJG0qfrzQABSB939aAF254I/LNACKoUkhTQAp3NyV6UABBIwwJxQAm1h2PFAC7OmQeKAFwegoATDfxMfwoATZ6g/jQAoDYwR+VADNhPVT+VAC7Mdj+VAAB0JQ8UAGzHJB/AUAOHHHl0AB9DHQAhTP8ADiiwAQcY5/CgAUcYZCaAEKnP3T9MUAOye6k0AIwyPuH6UAIoZex/KgBdnHzLn86ADaRwV/LNACFScZU8UAKqYPINAAUAOQp+mKAF3E/wmgBNpJ5BoAXBC7dpoAFGB9ygBADnkd6AF2gnkGgAI9VJoAFUgYIoAQoM8JQAvzCgAxk/MpoANvfBz2FAACcfMhP50AIA3YYoAUL65/KgAxg8KaAFxu+8KAExt5UUAHPdSaAADP3loAXA/u4oAa6jqq/pQAvzbeR+VACYH9w0AOGSMN+lABtHpQAY9RQAhjXk8/lQAgXb91WoACpY/doAMEAhlJ+lAAqMD92gBSuRyD+AoAQKAMYPFABtGeUNAAFx0U5+lACbCOoJoAUgg8KR9KAFAH8SmgBCpB6H8qAFAB4KnjvigBdo96AABf7poANqg7ufyoATBPBBoAME8kGgAAI4C/qaAEKAjoaAFEYxz2oAQgjgA/lQAckbSpx9KLoAAAGAp/GgAVexTvQADcGztNAAdx55/KgAAI/gPFACjcBjaaADaccqaAD5jwc0AGzPb6UAKM4wcmgAAwMYNACbfRSMdKADbyDt5HfmgAYFuxoAQg4xtPFAAAejL/OgBQgzkigAZc9untQAm3sQaAFxj+E0AAUjsRQAuwEc5oAMAcAUAIFGehoAXaCOc+1ACFcgcGgAC9jQAuADwtACY9jQAFQexoACgxjnj2oAF90NACBD0bpQAu3Ixg0ABTpgUAJt56H8KAF2kY4oAAWxhhQAFB1ANAAQTjIoACmcZBoAUZ6EUABGTnGKADnGCKAEC46CgACnPIoANg/unrQAbPc/lQAAbegP5UAJhjwVx9BQAqjHY0ABXJy2fwoANi9higAKjHU0ALyBjbQAAHOT+VACnnjbQAKCDzQAcdT2oA//2Q==\",\"media_type\":\"image/jpeg\"}],\"usage\":{\"prompt_tokens\":16,\"completion_tokens\":4175,\"total_tokens\":4191,\"cost\":0.009,\"is_byok\":false,\"prompt_tokens_details\":{\"cached_tokens\":0},\"cost_details\":{\"upstream_inference_cost\":0.009,\"upstream_inference_prompt_cost\":0,\"upstream_inference_completions_cost\":0.009},\"completion_tokens_details\":{\"reasoning_tokens\":0,\"image_tokens\":4175}}}" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/openrouter-images/renders-gemini-at-the-requested-2k-tier.json b/packages/ai/test/fixtures/recordings/openrouter-images/renders-gemini-at-the-requested-2k-tier.json new file mode 100644 index 000000000000..af8e5849ec92 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/openrouter-images/renders-gemini-at-the-requested-2k-tier.json @@ -0,0 +1,32 @@ +{ + "version": 1, + "metadata": { + "tags": [ + "prefix:openrouter-images", + "provider:openrouter", + "protocol:openai-images" + ], + "name": "openrouter-images/renders-gemini-at-the-requested-2k-tier", + "recordedAt": "2026-10-28T14:28:22.436Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://openrouter.ai/api/v1/images/generations", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"google/gemini-3.1-flash-image\",\"prompt\":\"A simple flat black circle centered on a plain white background.\",\"aspect_ratio\":\"16:9\",\"resolution\":\"2K\"}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "application/json" + }, + "body": "{\"created\":0,\"data\":[{\"b64_json\":\"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\",\"media_type\":\"image/png\"}],\"usage\":{\"prompt_tokens\":12,\"completion_tokens\":1680,\"total_tokens\":1692,\"cost\":0.100806,\"is_byok\":false,\"prompt_tokens_details\":{\"cached_tokens\":0,\"cache_write_tokens\":0,\"audio_tokens\":0,\"video_tokens\":0},\"cost_details\":{\"upstream_inference_cost\":0.100806,\"upstream_inference_prompt_cost\":0.000006,\"upstream_inference_completions_cost\":0.1008},\"completion_tokens_details\":{\"reasoning_tokens\":0,\"image_tokens\":1680}}}" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/openrouter-responses/calls-a-freeform-text-tool.json b/packages/ai/test/fixtures/recordings/openrouter-responses/calls-a-freeform-text-tool.json new file mode 100644 index 000000000000..72e436618b16 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/openrouter-responses/calls-a-freeform-text-tool.json @@ -0,0 +1,35 @@ +{ + "version": 1, + "metadata": { + "model": "openai/gpt-5.4-mini", + "tags": [ + "prefix:openrouter-responses", + "provider:openrouter", + "protocol:open-responses", + "tool", + "freeform" + ], + "name": "openrouter-responses/calls-a-freeform-text-tool", + "recordedAt": "2026-10-28T19:12:31.652Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://openrouter.ai/api/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai/gpt-5.4-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"Use the run tool to execute exactly this code: print(1)\"}]}],\"stream\":true,\"max_output_tokens\":256,\"store\":false,\"include\":[\"reasoning.encrypted_content\"],\"tools\":[{\"type\":\"custom\",\"name\":\"run\",\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"}}],\"tool_choice\":\"required\"}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream" + }, + "body": "data: {\"type\":\"response.created\",\"response\":{\"id\":\"gen-1793214750-mKxSP1x7cfTqz0InQBR1\",\"object\":\"response\",\"created_at\":1793214750,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"in_progress\",\"completed_at\":null,\"output\":[],\"error\":null,\"incomplete_details\":null,\"tools\":[{\"type\":\"custom\",\"name\":\"run\",\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"}}],\"tool_choice\":\"required\",\"parallel_tool_calls\":true,\"max_output_tokens\":256,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"auto\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":null,\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":null,\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":null},\"sequence_number\":0}\n\ndata: {\"type\":\"response.in_progress\",\"response\":{\"id\":\"gen-1793214750-mKxSP1x7cfTqz0InQBR1\",\"object\":\"response\",\"created_at\":1793214750,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"in_progress\",\"completed_at\":null,\"output\":[],\"error\":null,\"incomplete_details\":null,\"tools\":[{\"type\":\"custom\",\"name\":\"run\",\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"}}],\"tool_choice\":\"required\",\"parallel_tool_calls\":true,\"max_output_tokens\":256,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"auto\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":null,\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":null,\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":null},\"sequence_number\":1}\n\ndata: {\"type\":\"response.output_item.added\",\"output_index\":0,\"item\":{\"id\":\"ctc_tmp_aasptvj0fik\",\"type\":\"custom_tool_call\",\"status\":\"in_progress\",\"call_id\":\"call_jlLLytaby5F4w22U0yMR8kvU\",\"name\":\"run\",\"input\":\"\"},\"sequence_number\":2}\n\ndata: {\"type\":\"response.custom_tool_call_input.delta\",\"output_index\":0,\"item_id\":\"ctc_tmp_aasptvj0fik\",\"delta\":\"print\",\"sequence_number\":3}\n\ndata: {\"type\":\"response.custom_tool_call_input.delta\",\"output_index\":0,\"item_id\":\"ctc_tmp_aasptvj0fik\",\"delta\":\"(\",\"sequence_number\":4}\n\ndata: {\"type\":\"response.custom_tool_call_input.delta\",\"output_index\":0,\"item_id\":\"ctc_tmp_aasptvj0fik\",\"delta\":\"1\",\"sequence_number\":5}\n\ndata: {\"type\":\"response.custom_tool_call_input.delta\",\"output_index\":0,\"item_id\":\"ctc_tmp_aasptvj0fik\",\"delta\":\")\",\"sequence_number\":6}\n\ndata: {\"type\":\"response.custom_tool_call_input.done\",\"output_index\":0,\"item_id\":\"ctc_tmp_aasptvj0fik\",\"input\":\"print(1)\",\"sequence_number\":7}\n\ndata: {\"type\":\"response.output_item.done\",\"output_index\":0,\"item\":{\"id\":\"ctc_tmp_aasptvj0fik\",\"type\":\"custom_tool_call\",\"status\":\"completed\",\"call_id\":\"call_jlLLytaby5F4w22U0yMR8kvU\",\"name\":\"run\",\"input\":\"print(1)\"},\"sequence_number\":8}\n\ndata: {\"type\":\"response.completed\",\"response\":{\"id\":\"gen-1793214750-mKxSP1x7cfTqz0InQBR1\",\"object\":\"response\",\"created_at\":1793214750,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"completed\",\"completed_at\":1793214751,\"output\":[{\"id\":\"ctc_tmp_aasptvj0fik\",\"type\":\"custom_tool_call\",\"status\":\"completed\",\"call_id\":\"call_jlLLytaby5F4w22U0yMR8kvU\",\"name\":\"run\",\"input\":\"print(1)\"}],\"error\":null,\"incomplete_details\":null,\"tools\":[{\"type\":\"custom\",\"name\":\"run\",\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"}}],\"tool_choice\":\"required\",\"parallel_tool_calls\":true,\"max_output_tokens\":256,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"default\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":null,\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":{\"input_tokens\":64,\"input_tokens_details\":{\"cached_tokens\":0},\"output_tokens\":14,\"output_tokens_details\":{\"reasoning_tokens\":0},\"total_tokens\":78,\"cost\":0.000111,\"is_byok\":false,\"cost_details\":{\"upstream_inference_cost\":0.000111,\"upstream_inference_input_cost\":0.000048,\"upstream_inference_output_cost\":0.000063}}},\"sequence_number\":9}\n\ndata: [DONE]\n\n" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/openrouter-responses/continues-a-tool-call.json b/packages/ai/test/fixtures/recordings/openrouter-responses/continues-a-tool-call.json new file mode 100644 index 000000000000..63bdd42f6edd --- /dev/null +++ b/packages/ai/test/fixtures/recordings/openrouter-responses/continues-a-tool-call.json @@ -0,0 +1,53 @@ +{ + "version": 1, + "metadata": { + "model": "openai/gpt-5.4-mini", + "tags": [ + "prefix:openrouter-responses", + "provider:openrouter", + "protocol:open-responses", + "tool", + "tool-loop" + ], + "name": "openrouter-responses/continues-a-tool-call", + "recordedAt": "2026-10-28T19:12:01.377Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://openrouter.ai/api/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai/gpt-5.4-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"What is the weather in Paris?\"}]}],\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"stream\":true,\"max_output_tokens\":256,\"store\":false,\"include\":[\"reasoning.encrypted_content\"],\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}]}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream" + }, + "body": "data: {\"type\":\"response.created\",\"response\":{\"id\":\"gen-1793214719-hmic2S4CCE89G2d4D96L\",\"object\":\"response\",\"created_at\":1793214719,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"in_progress\",\"completed_at\":null,\"output\":[],\"error\":null,\"incomplete_details\":null,\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"strict\":false,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false}}],\"tool_choice\":\"auto\",\"parallel_tool_calls\":true,\"max_output_tokens\":256,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"auto\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":null,\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":null},\"sequence_number\":0}\n\ndata: {\"type\":\"response.in_progress\",\"response\":{\"id\":\"gen-1793214719-hmic2S4CCE89G2d4D96L\",\"object\":\"response\",\"created_at\":1793214719,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"in_progress\",\"completed_at\":null,\"output\":[],\"error\":null,\"incomplete_details\":null,\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"strict\":false,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false}}],\"tool_choice\":\"auto\",\"parallel_tool_calls\":true,\"max_output_tokens\":256,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"auto\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":null,\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":null},\"sequence_number\":1}\n\ndata: {\"type\":\"response.output_item.added\",\"output_index\":0,\"item\":{\"id\":\"fc_tmp_omnt7gk11k8\",\"type\":\"function_call\",\"status\":\"in_progress\",\"call_id\":\"call_WkndZYqzvAYJdX87khaeM7dQ\",\"name\":\"get_weather\",\"arguments\":\"\"},\"sequence_number\":2}\n\ndata: {\"type\":\"response.function_call_arguments.delta\",\"output_index\":0,\"item_id\":\"fc_tmp_omnt7gk11k8\",\"delta\":\"{\\\"\",\"sequence_number\":3}\n\ndata: {\"type\":\"response.function_call_arguments.delta\",\"output_index\":0,\"item_id\":\"fc_tmp_omnt7gk11k8\",\"delta\":\"city\",\"sequence_number\":4}\n\ndata: {\"type\":\"response.function_call_arguments.delta\",\"output_index\":0,\"item_id\":\"fc_tmp_omnt7gk11k8\",\"delta\":\"\\\":\\\"\",\"sequence_number\":5}\n\ndata: {\"type\":\"response.function_call_arguments.delta\",\"output_index\":0,\"item_id\":\"fc_tmp_omnt7gk11k8\",\"delta\":\"Paris\",\"sequence_number\":6}\n\ndata: {\"type\":\"response.function_call_arguments.delta\",\"output_index\":0,\"item_id\":\"fc_tmp_omnt7gk11k8\",\"delta\":\"\\\"}\",\"sequence_number\":7}\n\ndata: {\"type\":\"response.function_call_arguments.done\",\"output_index\":0,\"item_id\":\"fc_tmp_omnt7gk11k8\",\"name\":\"get_weather\",\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\",\"sequence_number\":8}\n\ndata: {\"type\":\"response.output_item.done\",\"output_index\":0,\"item\":{\"id\":\"fc_tmp_omnt7gk11k8\",\"type\":\"function_call\",\"status\":\"completed\",\"call_id\":\"call_WkndZYqzvAYJdX87khaeM7dQ\",\"name\":\"get_weather\",\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\"},\"sequence_number\":9}\n\ndata: {\"type\":\"response.completed\",\"response\":{\"id\":\"gen-1793214719-hmic2S4CCE89G2d4D96L\",\"object\":\"response\",\"created_at\":1793214719,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"completed\",\"completed_at\":1793214720,\"output\":[{\"id\":\"fc_tmp_omnt7gk11k8\",\"type\":\"function_call\",\"status\":\"completed\",\"call_id\":\"call_WkndZYqzvAYJdX87khaeM7dQ\",\"name\":\"get_weather\",\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\"}],\"error\":null,\"incomplete_details\":null,\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"strict\":false,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false}}],\"tool_choice\":\"auto\",\"parallel_tool_calls\":true,\"max_output_tokens\":256,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"default\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":{\"input_tokens\":67,\"input_tokens_details\":{\"cached_tokens\":0},\"output_tokens\":18,\"output_tokens_details\":{\"reasoning_tokens\":0},\"total_tokens\":85,\"cost\":0.00013125,\"is_byok\":false,\"cost_details\":{\"upstream_inference_cost\":0.00013125,\"upstream_inference_input_cost\":0.00005025,\"upstream_inference_output_cost\":0.000081}}},\"sequence_number\":10}\n\ndata: [DONE]\n\n" + } + }, + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://openrouter.ai/api/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai/gpt-5.4-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"What is the weather in Paris?\"}]},{\"type\":\"function_call\",\"id\":\"fc_tmp_omnt7gk11k8\",\"call_id\":\"call_WkndZYqzvAYJdX87khaeM7dQ\",\"name\":\"get_weather\",\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\"},{\"type\":\"function_call_output\",\"call_id\":\"call_WkndZYqzvAYJdX87khaeM7dQ\",\"output\":\"{\\\"temperature\\\":22,\\\"condition\\\":\\\"sunny\\\"}\"}],\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"stream\":true,\"max_output_tokens\":256,\"store\":false,\"include\":[\"reasoning.encrypted_content\"],\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}]}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream" + }, + "body": "data: {\"type\":\"response.created\",\"response\":{\"id\":\"gen-1793214720-6mfbIkJtwDbS0QLD67wD\",\"object\":\"response\",\"created_at\":1793214720,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"in_progress\",\"completed_at\":null,\"output\":[],\"error\":null,\"incomplete_details\":null,\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"strict\":false,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false}}],\"tool_choice\":\"auto\",\"parallel_tool_calls\":true,\"max_output_tokens\":256,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"auto\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":null,\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":null},\"sequence_number\":0}\n\ndata: {\"type\":\"response.in_progress\",\"response\":{\"id\":\"gen-1793214720-6mfbIkJtwDbS0QLD67wD\",\"object\":\"response\",\"created_at\":1793214720,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"in_progress\",\"completed_at\":null,\"output\":[],\"error\":null,\"incomplete_details\":null,\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"strict\":false,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false}}],\"tool_choice\":\"auto\",\"parallel_tool_calls\":true,\"max_output_tokens\":256,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"auto\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":null,\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":null},\"sequence_number\":1}\n\ndata: {\"type\":\"response.output_item.added\",\"output_index\":0,\"item\":{\"id\":\"msg_tmp_l0v0a8ah9or\",\"type\":\"message\",\"status\":\"in_progress\",\"role\":\"assistant\",\"content\":[],\"phase\":\"final_answer\"},\"sequence_number\":2}\n\ndata: {\"type\":\"response.content_part.added\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"part\":{\"type\":\"output_text\",\"text\":\"\",\"annotations\":[],\"logprobs\":[]},\"sequence_number\":3}\n\ndata: {\"type\":\"response.output_text.delta\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"delta\":\"Paris\",\"logprobs\":[],\"sequence_number\":4}\n\ndata: {\"type\":\"response.output_text.delta\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"delta\":\" is\",\"logprobs\":[],\"sequence_number\":5}\n\ndata: {\"type\":\"response.output_text.delta\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"delta\":\" \",\"logprobs\":[],\"sequence_number\":6}\n\ndata: {\"type\":\"response.output_text.delta\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"delta\":\"22\",\"logprobs\":[],\"sequence_number\":7}\n\ndata: {\"type\":\"response.output_text.delta\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"delta\":\"°C\",\"logprobs\":[],\"sequence_number\":8}\n\ndata: {\"type\":\"response.output_text.delta\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"delta\":\" and\",\"logprobs\":[],\"sequence_number\":9}\n\ndata: {\"type\":\"response.output_text.delta\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"delta\":\" sunny\",\"logprobs\":[],\"sequence_number\":10}\n\ndata: {\"type\":\"response.output_text.delta\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"delta\":\".\",\"logprobs\":[],\"sequence_number\":11}\n\ndata: {\"type\":\"response.output_text.done\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"text\":\"Paris is 22°C and sunny.\",\"logprobs\":[],\"sequence_number\":12}\n\ndata: {\"type\":\"response.content_part.done\",\"output_index\":0,\"item_id\":\"msg_tmp_l0v0a8ah9or\",\"content_index\":0,\"part\":{\"type\":\"output_text\",\"text\":\"Paris is 22°C and sunny.\",\"annotations\":[],\"logprobs\":[]},\"sequence_number\":13}\n\ndata: {\"type\":\"response.output_item.done\",\"output_index\":0,\"item\":{\"id\":\"msg_tmp_l0v0a8ah9or\",\"type\":\"message\",\"status\":\"completed\",\"role\":\"assistant\",\"content\":[{\"type\":\"output_text\",\"text\":\"Paris is 22°C and sunny.\",\"annotations\":[],\"logprobs\":[]}],\"phase\":\"final_answer\"},\"sequence_number\":14}\n\ndata: {\"type\":\"response.completed\",\"response\":{\"id\":\"gen-1793214720-6mfbIkJtwDbS0QLD67wD\",\"object\":\"response\",\"created_at\":1793214720,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"completed\",\"completed_at\":1793214721,\"output\":[{\"id\":\"msg_tmp_l0v0a8ah9or\",\"type\":\"message\",\"role\":\"assistant\",\"status\":\"completed\",\"content\":[{\"type\":\"output_text\",\"text\":\"Paris is 22°C and sunny.\",\"annotations\":[],\"logprobs\":[]}],\"phase\":\"final_answer\"}],\"error\":null,\"incomplete_details\":null,\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"strict\":false,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false}}],\"tool_choice\":\"auto\",\"parallel_tool_calls\":true,\"max_output_tokens\":256,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"default\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":{\"input_tokens\":106,\"input_tokens_details\":{\"cached_tokens\":0},\"output_tokens\":12,\"output_tokens_details\":{\"reasoning_tokens\":0},\"total_tokens\":118,\"cost\":0.0001335,\"is_byok\":false,\"cost_details\":{\"upstream_inference_cost\":0.0001335,\"upstream_inference_input_cost\":0.0000795,\"upstream_inference_output_cost\":0.000054}}},\"sequence_number\":15}\n\ndata: [DONE]\n\n" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/openrouter-responses/streams-text.json b/packages/ai/test/fixtures/recordings/openrouter-responses/streams-text.json new file mode 100644 index 000000000000..bc5174e5f14e --- /dev/null +++ b/packages/ai/test/fixtures/recordings/openrouter-responses/streams-text.json @@ -0,0 +1,35 @@ +{ + "version": 1, + "metadata": { + "model": "openai/gpt-5.4-mini", + "tags": [ + "prefix:openrouter-responses", + "provider:openrouter", + "protocol:open-responses", + "text", + "usage" + ], + "name": "openrouter-responses/streams-text", + "recordedAt": "2026-10-28T19:11:59.562Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://openrouter.ai/api/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai/gpt-5.4-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"Reply exactly: OK\"}]}],\"stream\":true,\"max_output_tokens\":64,\"store\":false,\"include\":[\"reasoning.encrypted_content\"]}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream" + }, + "body": "data: {\"type\":\"response.created\",\"response\":{\"id\":\"gen-1793214718-hQ61zZmJsMM3exScOj2w\",\"object\":\"response\",\"created_at\":1793214718,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"in_progress\",\"completed_at\":null,\"output\":[],\"error\":null,\"incomplete_details\":null,\"tools\":[],\"tool_choice\":\"auto\",\"parallel_tool_calls\":true,\"max_output_tokens\":64,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"auto\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":null,\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":null,\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":null},\"sequence_number\":0}\n\ndata: {\"type\":\"response.in_progress\",\"response\":{\"id\":\"gen-1793214718-hQ61zZmJsMM3exScOj2w\",\"object\":\"response\",\"created_at\":1793214718,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"in_progress\",\"completed_at\":null,\"output\":[],\"error\":null,\"incomplete_details\":null,\"tools\":[],\"tool_choice\":\"auto\",\"parallel_tool_calls\":true,\"max_output_tokens\":64,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"auto\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":null,\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":null,\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":null},\"sequence_number\":1}\n\ndata: {\"type\":\"response.output_item.added\",\"output_index\":0,\"item\":{\"id\":\"msg_tmp_luc1vnm9au\",\"type\":\"message\",\"status\":\"in_progress\",\"role\":\"assistant\",\"content\":[],\"phase\":\"final_answer\"},\"sequence_number\":2}\n\ndata: {\"type\":\"response.content_part.added\",\"output_index\":0,\"item_id\":\"msg_tmp_luc1vnm9au\",\"content_index\":0,\"part\":{\"type\":\"output_text\",\"text\":\"\",\"annotations\":[],\"logprobs\":[]},\"sequence_number\":3}\n\ndata: {\"type\":\"response.output_text.delta\",\"output_index\":0,\"item_id\":\"msg_tmp_luc1vnm9au\",\"content_index\":0,\"delta\":\"OK\",\"logprobs\":[],\"sequence_number\":4}\n\ndata: {\"type\":\"response.output_text.done\",\"output_index\":0,\"item_id\":\"msg_tmp_luc1vnm9au\",\"content_index\":0,\"text\":\"OK\",\"logprobs\":[],\"sequence_number\":5}\n\ndata: {\"type\":\"response.content_part.done\",\"output_index\":0,\"item_id\":\"msg_tmp_luc1vnm9au\",\"content_index\":0,\"part\":{\"type\":\"output_text\",\"text\":\"OK\",\"annotations\":[],\"logprobs\":[]},\"sequence_number\":6}\n\ndata: {\"type\":\"response.output_item.done\",\"output_index\":0,\"item\":{\"id\":\"msg_tmp_luc1vnm9au\",\"type\":\"message\",\"status\":\"completed\",\"role\":\"assistant\",\"content\":[{\"type\":\"output_text\",\"text\":\"OK\",\"annotations\":[],\"logprobs\":[]}],\"phase\":\"final_answer\"},\"sequence_number\":7}\n\ndata: {\"type\":\"response.completed\",\"response\":{\"id\":\"gen-1793214718-hQ61zZmJsMM3exScOj2w\",\"object\":\"response\",\"created_at\":1793214718,\"model\":\"openai/gpt-5.4-mini\",\"status\":\"completed\",\"completed_at\":1793214719,\"output\":[{\"id\":\"msg_tmp_luc1vnm9au\",\"type\":\"message\",\"role\":\"assistant\",\"status\":\"completed\",\"content\":[{\"type\":\"output_text\",\"text\":\"OK\",\"annotations\":[],\"logprobs\":[]}],\"phase\":\"final_answer\"}],\"error\":null,\"incomplete_details\":null,\"tools\":[],\"tool_choice\":\"auto\",\"parallel_tool_calls\":true,\"max_output_tokens\":64,\"temperature\":1,\"top_p\":1,\"presence_penalty\":0,\"frequency_penalty\":0,\"top_logprobs\":0,\"max_tool_calls\":null,\"metadata\":{},\"background\":false,\"previous_response_id\":null,\"service_tier\":\"default\",\"truncation\":\"disabled\",\"store\":false,\"instructions\":null,\"text\":{\"format\":{\"type\":\"text\"}},\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"none\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"safety_identifier\":null,\"prompt_cache_key\":null,\"prompt_cache_options\":null,\"usage\":{\"input_tokens\":10,\"input_tokens_details\":{\"cached_tokens\":0},\"output_tokens\":5,\"output_tokens_details\":{\"reasoning_tokens\":0},\"total_tokens\":15,\"cost\":0.00003,\"is_byok\":false,\"cost_details\":{\"upstream_inference_cost\":0.00003,\"upstream_inference_input_cost\":0.0000075,\"upstream_inference_output_cost\":0.0000225}}},\"sequence_number\":8}\n\ndata: [DONE]\n\n" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/replicate-images/waits-for-a-prediction-and-reads-its-output.json b/packages/ai/test/fixtures/recordings/replicate-images/waits-for-a-prediction-and-reads-its-output.json deleted file mode 100644 index 29879c9750b7..000000000000 --- a/packages/ai/test/fixtures/recordings/replicate-images/waits-for-a-prediction-and-reads-its-output.json +++ /dev/null @@ -1,65 +0,0 @@ -{ - "version": 1, - "metadata": { - "tags": [ - "prefix:replicate-images", - "provider:replicate", - "protocol:replicate-images" - ], - "name": "replicate-images/waits-for-a-prediction-and-reads-its-output", - "recordedAt": "2026-09-23T18:42:06.871Z" - }, - "interactions": [ - { - "transport": "http", - "request": { - "method": "POST", - "url": "https://api.replicate.com/v1/models/black-forest-labs/flux-schnell/predictions", - "headers": { - "content-type": "application/json" - }, - "body": "{\"input\":{\"prompt\":\"A simple flat black circle centered on a plain white background.\",\"aspect_ratio\":\"1:1\",\"output_format\":\"webp\",\"megapixels\":\"0.25\"}}" - }, - "response": { - "status": 201, - "headers": { - "content-type": "application/json; charset=utf-8" - }, - "body": "{\"id\":\"mde2assdssrp40d0sy9tf0p6a8\",\"model\":\"black-forest-labs/flux-schnell\",\"version\":\"hidden\",\"input\":{\"aspect_ratio\":\"1:1\",\"megapixels\":\"0.25\",\"output_format\":\"webp\",\"prompt\":\"A simple flat black circle centered on a plain white background.\"},\"logs\":\"running quantized prediction\\nUsing seed: 6062557\\n 0%| | 0/4 [00:00��E\u001aҫO�M?�+�����q1b‚8\"\\4�h�ߛ}[��.$\u0018Q(����z/W�߻}Y�@\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000\u0000��\r\n------WebKitFormBoundary8ac05e2e168c456194e9ed3a573dea09--\r\n" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"id\":\"1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e\"}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://api.stability.ai/v2beta/results/1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e", - "headers": { - "accept": "application/json" - }, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"id\":\"1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e\",\"status\":\"in-progress\"}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://api.stability.ai/v2beta/results/1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e", - "headers": { - "accept": "application/json" - }, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"id\":\"1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e\",\"status\":\"in-progress\"}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://api.stability.ai/v2beta/results/1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e", - "headers": { - "accept": "application/json" - }, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"id\":\"1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e\",\"status\":\"in-progress\"}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://api.stability.ai/v2beta/results/1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e", - "headers": { - "accept": "application/json" - }, - "body": "" - }, - "response": { - "status": 202, - "headers": { - "content-type": "application/json" - }, - "body": "{\"id\":\"1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e\",\"status\":\"in-progress\"}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://api.stability.ai/v2beta/results/1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e", - "headers": { - "accept": "application/json" - }, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"result\":\"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\",\"finish_reason\":\"SUCCESS\",\"seed\":1837477651}" - } - }, - { - "transport": "http", - "request": { - "method": "GET", - "url": "https://api.stability.ai/v2beta/results/1190819ac137c823b108744dc2e886a848cf2bcad783ce56c7d92def21a5fc4e", - "headers": { - "accept": "application/json" - }, - "body": "" - }, - "response": { - "status": 200, - "headers": { - "content-type": "application/json" - }, - "body": "{\"result\":\"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\",\"finish_reason\":\"SUCCESS\",\"seed\":1837477651}" - } - } - ] -} diff --git a/packages/ai/test/fixtures/recordings/venice-responses/calls-a-freeform-text-tool.json b/packages/ai/test/fixtures/recordings/venice-responses/calls-a-freeform-text-tool.json new file mode 100644 index 000000000000..af3b6dcec469 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/venice-responses/calls-a-freeform-text-tool.json @@ -0,0 +1,35 @@ +{ + "version": 1, + "metadata": { + "model": "openai-gpt-54-mini", + "tags": [ + "prefix:venice-responses", + "provider:venice", + "protocol:open-responses", + "tool", + "freeform" + ], + "name": "venice-responses/calls-a-freeform-text-tool", + "recordedAt": "2026-10-28T19:12:35.721Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://api.venice.ai/api/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai-gpt-54-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"Use the run tool to execute exactly this code: print(1)\"}]}],\"stream\":true,\"max_output_tokens\":256,\"store\":false,\"include\":[\"reasoning.encrypted_content\"],\"tools\":[{\"type\":\"custom\",\"name\":\"run\",\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"}}],\"tool_choice\":\"required\"}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream; charset=utf-8" + }, + "body": "event: response.created\ndata: {\"type\":\"response.created\",\"response\":{\"id\":\"resp_06e0a7476e581c2b016ae24921582487d19218cdaf42cc0046\",\"object\":\"response\",\"created_at\":1793214753,\"status\":\"in_progress\",\"access_programs\":null,\"background\":false,\"completed_at\":null,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":256,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"auto\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"required\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"type\":\"custom\",\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"},\"name\":\"run\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"metadata\":{}},\"sequence_number\":0}\n\nevent: response.in_progress\ndata: {\"type\":\"response.in_progress\",\"response\":{\"id\":\"resp_06e0a7476e581c2b016ae24921582487d19218cdaf42cc0046\",\"object\":\"response\",\"created_at\":1793214753,\"status\":\"in_progress\",\"access_programs\":null,\"background\":false,\"completed_at\":null,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":256,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"auto\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"required\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"type\":\"custom\",\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"},\"name\":\"run\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"metadata\":{}},\"sequence_number\":1}\n\nevent: response.output_item.added\ndata: {\"type\":\"response.output_item.added\",\"item\":{\"id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"type\":\"reasoning\",\"content\":[],\"encrypted_content\":\"gAAAAABq4kkhX9L4ZsGV5terrPv6lGbChQIWEMIDqSW8gXdZWVqZkyfETU1BdQNtnt_1KGNUdrVBx1_S-29O0k1t1ctyQpcLLkm6fZyVcgxqHgcB-PyPQfviORisE4rUPJOkYiIUjce_iw7kmY0kRBySYf4OSdKgamxn6HjAAYGDhBnQ3PI0Cn4rQVhs7yciqmhc1yOcYsha7CYiExE4wyXXnd6MhZO5Bi4JU0hVVPDcE8qI5ymzxeVHT3p0KBhCNR7fXGLTxz1fNXGFuqPUTb8kwLiuYeaAXEDObAk5U3cCry4KuSUWs_SKLoWPgh1aA2vYmmbgZx-K9Z8sJab0pV_OnIcVA7BLR0Yjbd3Ei6v6iCctp6YRywTUAW64H9ujL4lAyrR3sAF5ofV484yrbSjzdLtB-QTkd4HlsT5P2fj6etIJiYr3xqlq8dbmjmapPvum4kci-H7Xfc5cMfYrziMNHeE1u-hoOLznjuVzzs8G_1NgDYAHHuHwZ5ffo0Phqt09q2rAZoHKO4bJH0fKeVk8nRsd0xhP41jgqPFDfv2MZ7g43wHxwM8A41HU04d69iQXP2HhqRtfucrz3BW-Jx0s9YEi_GyZ-V0SRtN-y9J1z-YcyeOzhGJC2DrHL1tAGr52PwjITSP5FHu4IPydPhkAotRD6ScepLHRto0EAYblPMIvAfZee27VeIRJ9RdmTpZ22zCxca58MuDjKiVz8hTBSp3URb88XBsz89A9ACh5y-4k_c14LM_eMgBTq1adK4GCwmcIZSMzK7sOzE6bK_eLRxfHF5pMKBs4iORWGDhoO6xZk8IjhxXJvB9M-s43A8mqd0jOfp14AVWdjrNKC-OwrUjhXZ4sUsbe_CjvC7bJz7OP5QskYOkFHgEwKun9CMTkeFKEpM2lJ1xSn0OgSmmF97X53dWmxrOBuBFkm90RFNvOP6Iy-MiBPk7_Ea4fXYcXnwBDHjiRWnk2gTKCcLSIXnUrPJdnoMHrybyD-T2YhgHChqz78Kq_ahPxE-Q8ANdjuEkVRxGeLTQJF7_EZtcE83Mbw8K1sYHN2lhzJZqW3wlzHWnfLxBEuDW504QzRkN8qmE0CDLe0JVr1u8oUbkKfZjCf_DDtmVRoOkUVtNTDi2dy1bzJ7ceMcc2Kl3bN9KwFMAqvOlo4zDH--tdtDpFtRUJoNObDsyrlXU8N7FQ0TiAIU7IsYbgxPjJuqB3qEmcFzbVdOvqxLnLYkXAUxDPYCbX1C0pUVInWfidYTU8rSYK7lIjssn-OaAgVQYHpoIOMD68KPWKT0KAGpZJKUc9wz6l7DPdUZ-46KwCwMkdh-SZz6w2cdOUVzvKc3rcQz-sErwQF7nP\",\"summary\":[]},\"output_index\":0,\"sequence_number\":2}\n\nevent: response.reasoning_summary_part.added\ndata: {\"type\":\"response.reasoning_summary_part.added\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"\"},\"sequence_number\":3,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"**Executing user command**\\n\\nThe\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"I\",\"output_index\":0,\"sequence_number\":4,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" user\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"hfJoP9QDDXV\",\"output_index\":0,\"sequence_number\":5,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" has\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"IPklDKYnq2GQ\",\"output_index\":0,\"sequence_number\":6,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" asked\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"qKMiq0g7Gz\",\"output_index\":0,\"sequence_number\":7,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" me\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"CEDI91wq8S9zc\",\"output_index\":0,\"sequence_number\":8,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" to\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"G2t4a28um3vkI\",\"output_index\":0,\"sequence_number\":9,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" execute\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"6g20TjPR\",\"output_index\":0,\"sequence_number\":10,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" a\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"UPOdgVrdYalTma\",\"output_index\":0,\"sequence_number\":11,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" specific\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"FVMQzjF\",\"output_index\":0,\"sequence_number\":12,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" command\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"QUZkZvmX\",\"output_index\":0,\"sequence_number\":13,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\":\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"nsdrP8eCqi0L5Lc\",\"output_index\":0,\"sequence_number\":14,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" \\\"\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"RnvhtM1TAmry9O\",\"output_index\":0,\"sequence_number\":15,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"Use\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"bsNbRTExt95tZ\",\"output_index\":0,\"sequence_number\":16,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"MRYQjR4k2JqE\",\"output_index\":0,\"sequence_number\":17,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" run\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"uQxlrV7PaJag\",\"output_index\":0,\"sequence_number\":18,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" tool\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"SWJMgmi0Rnq\",\"output_index\":0,\"sequence_number\":19,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" to\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"Yx5bjljQELGyX\",\"output_index\":0,\"sequence_number\":20,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" execute\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"nQ2T388B\",\"output_index\":0,\"sequence_number\":21,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" exactly\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"mW3VYEbj\",\"output_index\":0,\"sequence_number\":22,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" this\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"KbPnP3Pl4OC\",\"output_index\":0,\"sequence_number\":23,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" code\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"w1YqX1BzpXl\",\"output_index\":0,\"sequence_number\":24,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\":\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"zmY8RJJgFTxEbka\",\"output_index\":0,\"sequence_number\":25,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" print\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"GTs6bRZKqu\",\"output_index\":0,\"sequence_number\":26,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"(\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"Q9bFIO44JQrGw4Y\",\"output_index\":0,\"sequence_number\":27,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"1\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"Ca18Fv4TKUxwNpG\",\"output_index\":0,\"sequence_number\":28,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\").\\\"\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"geJZPiEyoKNFm\",\"output_index\":0,\"sequence_number\":29,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" I\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"PQrUD44NZ9ksW6\",\"output_index\":0,\"sequence_number\":30,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" need\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"ZwP3r0ymoeV\",\"output_index\":0,\"sequence_number\":31,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" to\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"mBxzJyCwNQJA0\",\"output_index\":0,\"sequence_number\":32,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" call\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"6HlnNkxKdYS\",\"output_index\":0,\"sequence_number\":33,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"FyZxdi3KyoBj\",\"output_index\":0,\"sequence_number\":34,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" run\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"ruEwsQCxOWec\",\"output_index\":0,\"sequence_number\":35,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" tool\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"aWqZt9ajcl6\",\"output_index\":0,\"sequence_number\":36,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" in\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"fRQ9ZYDKWaFW6\",\"output_index\":0,\"sequence_number\":37,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" a\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"nt1pOBlrOiCsGg\",\"output_index\":0,\"sequence_number\":38,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" commentary\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"Patwc\",\"output_index\":0,\"sequence_number\":39,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" format\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"0SuGzSYLL\",\"output_index\":0,\"sequence_number\":40,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" with\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"BLu8uPCpwSV\",\"output_index\":0,\"sequence_number\":41,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" that\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"00In2jV4glz\",\"output_index\":0,\"sequence_number\":42,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" precise\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"qj5uaYZw\",\"output_index\":0,\"sequence_number\":43,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" code\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"FoBDC5LdNaG\",\"output_index\":0,\"sequence_number\":44,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\",\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"B7v4zOxjpD5DEdM\",\"output_index\":0,\"sequence_number\":45,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" without\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"N6wV6LTx\",\"output_index\":0,\"sequence_number\":46,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" adding\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"rSUID6c5U\",\"output_index\":0,\"sequence_number\":47,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" any\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"6WX1vW3o8smF\",\"output_index\":0,\"sequence_number\":48,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" extra\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"nP9hqs62Dz\",\"output_index\":0,\"sequence_number\":49,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" text\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"O5D2EXgK7KI\",\"output_index\":0,\"sequence_number\":50,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"zQGmNM4XBTKw8gx\",\"output_index\":0,\"sequence_number\":51,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" So\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"dnlSvlRAqHUIP\",\"output_index\":0,\"sequence_number\":52,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" I'll\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"YVyALrr1Ler\",\"output_index\":0,\"sequence_number\":53,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" use\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"WhvSj0KGwCMx\",\"output_index\":0,\"sequence_number\":54,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" functions\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"SDWKW0\",\"output_index\":0,\"sequence_number\":55,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".run\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"k0vSqfqZr7t4\",\"output_index\":0,\"sequence_number\":56,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" and\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"63KlPXwmvPqM\",\"output_index\":0,\"sequence_number\":57,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" simply\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"QPNJeff4A\",\"output_index\":0,\"sequence_number\":58,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" provide\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"a1MbUe8T\",\"output_index\":0,\"sequence_number\":59,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" \\\"\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"iStnp85bsGwC0Z\",\"output_index\":0,\"sequence_number\":60,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"print\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"122iB7Yn09c\",\"output_index\":0,\"sequence_number\":61,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"(\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"vC2exmwcnmGJkpD\",\"output_index\":0,\"sequence_number\":62,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"1\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"79TlOf1z0LOsi4x\",\"output_index\":0,\"sequence_number\":63,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\")\\\"\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"ED49gw8ZgNzfwi\",\"output_index\":0,\"sequence_number\":64,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" as\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"kYW80gye8ncxE\",\"output_index\":0,\"sequence_number\":65,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"jhNqssgwxI5g\",\"output_index\":0,\"sequence_number\":66,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" input\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"6w4zhcZwKT\",\"output_index\":0,\"sequence_number\":67,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"CYBTOoDJpiwWL3F\",\"output_index\":0,\"sequence_number\":68,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" After\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"1cpsSLNxM8\",\"output_index\":0,\"sequence_number\":69,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" that\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"HrjSBmjCAQb\",\"output_index\":0,\"sequence_number\":70,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\",\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"6JPrtpyCa1ULoYr\",\"output_index\":0,\"sequence_number\":71,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" I\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"uP4nTTIUkqYKHV\",\"output_index\":0,\"sequence_number\":72,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"’ll\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"qv9XbhGwDgTD6\",\"output_index\":0,\"sequence_number\":73,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" report\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"6OS7xkd4m\",\"output_index\":0,\"sequence_number\":74,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"XoK80d6E98Vd\",\"output_index\":0,\"sequence_number\":75,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" output\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"7MwpR5PF0\",\"output_index\":0,\"sequence_number\":76,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" to\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"QLjrBg0WVHk3Y\",\"output_index\":0,\"sequence_number\":77,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"7JUrnQRVWaqq\",\"output_index\":0,\"sequence_number\":78,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" user\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"kIBorssrzAS\",\"output_index\":0,\"sequence_number\":79,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"cukMLBtDRePfNtq\",\"output_index\":0,\"sequence_number\":80,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" Al\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"PFEZ7uBjGxvyn\",\"output_index\":0,\"sequence_number\":81,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"right\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"u3vYOcIquKu\",\"output_index\":0,\"sequence_number\":82,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\",\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"5ylJpRI8Un4sk7L\",\"output_index\":0,\"sequence_number\":83,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" let's\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"W86y9aWBpg\",\"output_index\":0,\"sequence_number\":84,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" get\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"bFqIpCsEUEID\",\"output_index\":0,\"sequence_number\":85,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" going\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"RetJuIJDzi\",\"output_index\":0,\"sequence_number\":86,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" with\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"d8C7DHP49TN\",\"output_index\":0,\"sequence_number\":87,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" this\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"91qGM9dDG7D\",\"output_index\":0,\"sequence_number\":88,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"!\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"obfuscation\":\"4nhuGUdS0bnEb52\",\"output_index\":0,\"sequence_number\":89,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"output_index\":0,\"sequence_number\":90,\"summary_index\":0,\"text\":\"**Executing user command**\\n\\nThe user has asked me to execute a specific command: \\\"Use the run tool to execute exactly this code: print(1).\\\" I need to call the run tool in a commentary format with that precise code, without adding any extra text. So I'll use functions.run and simply provide \\\"print(1)\\\" as the input. After that, I’ll report the output to the user. Alright, let's get going with this!\"}\n\nevent: response.reasoning_summary_part.done\ndata: {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Executing user command**\\n\\nThe user has asked me to execute a specific command: \\\"Use the run tool to execute exactly this code: print(1).\\\" I need to call the run tool in a commentary format with that precise code, without adding any extra text. So I'll use functions.run and simply provide \\\"print(1)\\\" as the input. After that, I’ll report the output to the user. Alright, let's get going with this!\"},\"sequence_number\":91,\"summary_index\":0}\n\nevent: response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"item\":{\"id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"type\":\"reasoning\",\"content\":[],\"encrypted_content\":\"gAAAAABq4kkjosFnGGjO4TRcSmsj3HlxWMj1BBWKA-mhvsgfWR3dYQkhL5qS0k4yYQrxqQZXjpe_EvF12-YSaVnus5N_vpoZGLRORA6uaKk61wR1HvS3vYSbTS_FvHkHKlDNnDR2rrkdiKa4hj5pYvp_JJ6cZ1YHEE1LNsiib0Yo2O5i-lLcbSPmv9Xy_XIS7RIQ9F21yqdRNtFZ5FBfmKa9xxhNYs0nXRGxCfM1mmVw4d1y5NBpn4N4f1fXPGNbWna1lJ53Xidgr4itZnqVGxDgMBnlelF4wdYx2SsWngG4HCum5ghaZbqyu2KGnlUzl9t8KUp0n91sVCRnPb_ws-B-2UzE8GTJ8IkxCTDAHVaiIrzvsKt4TxH4w84hN96RdixiCmGx_1zvgFEW4FtdAT3lMHXto5m5LClwfx_VTsT754FgQMJPa7IoiM6N7_Z0g0EjIZoOQcljrD3Mb6X2H_S047MGjCROXSqSp3XZTb-dRIYNJ-Nl3Pe8WWq_tiDeY6U-6bsv9iq_d0zn2nC4EwYJ3PGV_KMYGIUY_iSmO7QHUNV_k4dpI2VXLk-8_OpRbFWErdPkDP0VS_F5_Em-AS0WPDntoB6Ju4mPMN-wCojsYGIncUIjcnEuO9g6yhmHLaA2nBEPjwD2cuVNrp1qiT7hrrAG-Q0Evq4QjwlMga595vNy0eDndlnIfEWq4fhjgGCTQHVnUju1gl9jtLEnQxKCLqo23EvOtBPWxyZYR0RvuS7747Em6KPgDiVWU9uSWpEF2kANQvZE46xNylayC0eXMelH4fsh3N2L4XrULSubhw8eoYy28YVZYFO-ux8H6jvibgHDrXlMrf13ZZWuwmyjKhTWmL0KdCjjOCuNY99TGSsYQW2u6506askQI_EXD6cZDy79KsdMWjdu9vOwqG-7AeYQNGCzMFndOJWbxfpx-e2xxl2giSf0s99AVOiARmN5BPJwNRiszkf4rpvZa6S2g5ONsxRcqOF0dB2bUxwleTsU8hF4pOHhZp9q2L0yYv_wWp0TD_iDs12aQkAA0_3eTsy_1BVoFUNj1f75Gttq9XEx-brAU0NbtziowoCoLNT56r7r18zOC_yDCdFMN-C5jdnr484VB_XH8CwrnBtEfV7KYF4CnXVZWtDfRuyAr_UmS0KlghqCMmwB7OhS-gGfzGRGBm1ZLzBVu0aLW3Jtk7xCihq-rSiW72k7EuRPX2_Qo94GcZ5Un3BBQAcopkZ9T8_P5GmYzH8F4LgUWsACt--kzJwgUj--mlWVdXtGlcHEu-WR95Qq57tKzkveTzW9iAZ2wOQdWywQ81g8Pz8FO7xnkKmcy158w-9GtJ-20OND9F0CGPYuGjP0OfOxqp9uOAWBhNbrJiwiOPlGPgPWLRXTvPhArrjUng8GOhOiBifY02N6mU1f6ArTMh2102qSI8cUeIVuHOFKohPNd-uGi9nTz0l2kr5-uaHL4SjK8QWAvhk4dZykYcW3L6d4JWZ9GoXQz0NXfEgBa0qA8lx_LD2r6z-Qio7hPFXqLoI6AWrJ5VpHCWHLTjX7obDL7tzDupqWWuVeXAxkoaP6Vih89qV7aPEkLhvhCaVETHgDQgShoXS79maZtwprGsHHk6qlPsfU7R6qtSw2xMlt_59aNskv3hR206DG68sdlxm868wC4Ov1YMx1ze4twOLyWTc1VCgDptpt3LaLNrRUlatd3fZvnMklFo4fSTLGmTXZAdGS9maVdwDydbyevSkSF5DgPLoHcV5xJ7w2PtSzshEZ7XlhOxKRHzjV11c7q1nKzQIdLGfGoaTmTzCpfePNvBxghYgQ4UJk9DXpjSPwGZRei1SXUcw48iKKPIYcU1x5eZR5PyDKMzJM7MxkeX1ddXEsTRGOe0YwMK03ExL2XFDw_CdE7Q5rZ-LI0tL1p6m5StgAtOkiP3ylc9cWJTlPmeWxX7CDFnaPOJKi9S688Trw3dce04kOoU-kcGFoSzguS-s3AHr_eVKF8QDDoFAw1Cn0cMQH6BBD5lHgWR54XJY4FlpvafuPL96rP_1xgacboSUo13VoNe96e_Vh4TCgPuUCBQ8Xhej740Rh-H4sL6FUDmmbw2YviKI18zLiF5Ow8poidQiHpocwlU8nDf8WJwL0VydOoHjp3Xs_GV0h6KDbpwqsyLC1p_iAy94RolJglk6SPPNUjz55My1lvEjJjVlclZZjx3lgEkbQC9eUwpvfy33UCP9wFpquhIXY-rvfKKVVlsdQOrrKuhUbQinafpRcDm6Iz9yVO_FLosvpGAaz6-alM_CgsCmdXHeF8imzlUU9bQsamvrCzPzo98NcdNo0Qpsb1sdZwPPS85lfi6y1NEq7zV7DVjuuBtuoZt6XpeeXNl0_w9IsKfkNRReffZzw05shPh00svaQefMaLLvVTWfPrNdUdZM=\",\"summary\":[{\"type\":\"summary_text\",\"text\":\"**Executing user command**\\n\\nThe user has asked me to execute a specific command: \\\"Use the run tool to execute exactly this code: print(1).\\\" I need to call the run tool in a commentary format with that precise code, without adding any extra text. So I'll use functions.run and simply provide \\\"print(1)\\\" as the input. After that, I’ll report the output to the user. Alright, let's get going with this!\"}]},\"output_index\":0,\"sequence_number\":92}\n\nevent: response.output_item.added\ndata: {\"type\":\"response.output_item.added\",\"item\":{\"id\":\"ctc_06e0a7476e581c2b016ae249238c0487d1bfd447623603d46e\",\"type\":\"custom_tool_call\",\"status\":\"in_progress\",\"call_id\":\"call_gj2T8nUuz2YiWDbLq4Pz8LAK\",\"input\":\"\",\"name\":\"run\"},\"output_index\":1,\"sequence_number\":93}\n\nevent: response.custom_tool_call_input.delta\ndata: {\"type\":\"response.custom_tool_call_input.delta\",\"delta\":\"print\",\"item_id\":\"ctc_06e0a7476e581c2b016ae249238c0487d1bfd447623603d46e\",\"obfuscation\":\"aSYGxfTRT2v\",\"output_index\":1,\"sequence_number\":94}\n\nevent: response.custom_tool_call_input.delta\ndata: {\"type\":\"response.custom_tool_call_input.delta\",\"delta\":\"(\",\"item_id\":\"ctc_06e0a7476e581c2b016ae249238c0487d1bfd447623603d46e\",\"obfuscation\":\"Nv9YDCF4DElhY5x\",\"output_index\":1,\"sequence_number\":95}\n\nevent: response.custom_tool_call_input.delta\ndata: {\"type\":\"response.custom_tool_call_input.delta\",\"delta\":\"1\",\"item_id\":\"ctc_06e0a7476e581c2b016ae249238c0487d1bfd447623603d46e\",\"obfuscation\":\"jl0fC18N0rusTKf\",\"output_index\":1,\"sequence_number\":96}\n\nevent: response.custom_tool_call_input.delta\ndata: {\"type\":\"response.custom_tool_call_input.delta\",\"delta\":\")\",\"item_id\":\"ctc_06e0a7476e581c2b016ae249238c0487d1bfd447623603d46e\",\"obfuscation\":\"o1aSa11h6vPLXwg\",\"output_index\":1,\"sequence_number\":97}\n\nevent: response.custom_tool_call_input.done\ndata: {\"type\":\"response.custom_tool_call_input.done\",\"input\":\"print(1)\",\"item_id\":\"ctc_06e0a7476e581c2b016ae249238c0487d1bfd447623603d46e\",\"output_index\":1,\"sequence_number\":98}\n\nevent: response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"item\":{\"id\":\"ctc_06e0a7476e581c2b016ae249238c0487d1bfd447623603d46e\",\"type\":\"custom_tool_call\",\"status\":\"completed\",\"call_id\":\"call_gj2T8nUuz2YiWDbLq4Pz8LAK\",\"input\":\"print(1)\",\"name\":\"run\"},\"output_index\":1,\"sequence_number\":99}\n\nevent: response.completed\ndata: {\"type\":\"response.completed\",\"response\":{\"id\":\"resp_06e0a7476e581c2b016ae24921582487d19218cdaf42cc0046\",\"object\":\"response\",\"created_at\":1793214753,\"status\":\"completed\",\"access_programs\":null,\"background\":false,\"completed_at\":1793214755,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":256,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[{\"id\":\"rs_06e0a7476e581c2b016ae24921f9f487d1bf537ff92fff14e1\",\"type\":\"reasoning\",\"content\":[],\"encrypted_content\":\"gAAAAABq4kkjeuXByewZQFTg_Pb3oAmzakc6cuaogcbplzFvDwteSx3L3tZ8LfMHVUi3aIbG35Ee_Wdb6EGvjvZ5tKlLbQyAWTXjKngb9ONk9LkSnE2gnH8ayaXwplapXULqMyQp5u9EA2pY0mJxRMJMxZl_-8Yr0V3zcwUJzSE7nxJgzu4u2IcZdM8DltCF3qvfocjKt1KhAiggMr7_vVJA0KrAxEQyalsfK6hrk-zwHfcagKaxmIZVJeurtMSach_Cmzv72UzQRCPrZ7BXCRrYaqI8QeeNtDg2Ad21LUpP0Pru-DvmH1mv5OIMTydzTXAuYK_Hh7PhSOetJoWEfFkr7BqIaHX60ISA0YXDdYTVq615PytPYGT_irDQ3RvlKaDXD0SDMg5azRIArqHOjcFzXrvFe6DOc5BpgZFf7OGtdRsfefDlZHKaQdOWTlj7kpeLj3sYMmuAJNNLccdhRhybR_ALh41iQCI7PS9CbCK7fp5BHBKEM4pxH0VCShtD2sjiNkN2uNZRLxkwy5174pJ-QB-vdMei39R4HQ9D5BrddRh2yQW6kLfECWLIagaqzqVGZ9ABNjEXS7Rfi59_asbMuZItS5zMkur4gLGYtj1YHJmgdCCPYDTR48ybXbnOM4yMcdnKBduMNpuDo0iu37oaAICqTr8OTcNorl62GgCRsV4z7Y5Ao_PUkW3N3sQZ0aj1y9Pu4SwnS-Qw-77GvJBJbW_2rIMKl2iJuVf6XYGlO7jBJQhnI7DeeUYaryLsm_l_JBxaHldd9KCpk9hQGgTuafWAR_tJ3ijS1z-5ziLJ8D2uHvClXnkCK9aOtCEbGlqEHBheOTiwTKE5Qei_xCr4H0WWMxp7AAlfHDW4H9kB1XWT1rKdP82pmUecF-8jQHRLgRlovNlh2Ygtv3KO3Mcj6SUHhgoh8i-h6P2RDoUmSQ6yezIC9nGN3HnXy6q-8ehboRKsYIiFLtBF1pa6Spdeq4EomLEjJ3o9RCexXxxqutvjtP4xIBf6o3hbG5ppBeiMNKrk12Y5hp_8Ee35Ugcua0eo9EN1FlWajBAgFuXgp-p4SDarD-SL9zyHsa0K6EUfAAFlTGlCXL0iLw6q6UUnLVWEbqzgcGnGpYnY8gdYiA7aIJxjAEzR6cxpMZpLLM7Cq7PF9mvBLuql5Zi2mLf6kY_JlCbm92wwcvBPVOhyqOHpQCikTqdcIrQ0jPgycWB6CRNxzckt8attvLrdYTigMd78LgWE-HeyXstaCSGM0FKB06I3FFHhPjQvDRJ7iiAU3R9wzvuQay0BS9GmBId2c7DKOPG1oPfxAR1TFc5N_V2LMV_j5BAoHXJ6QbTDT42cNFFqmkwoDUw6D51qEtJjgH3npUZjR9EP1i0lWxfF9BTVBceA7XbDuUSMvrnhHtr_xzmjb-Cpu3LmMWlWFroYHEOxLNxWbY0U3WpAFMhYgQdCM-zLROLPNaXrHtA2kv8b6S3Xh0baD_8Ja33imIB28EzQ2ptSFWRoRP0OKhE78R4m9p9KE0eTwjNzFy37runKPPr_qvvmtWfSPmxmxDEtjWWOoIt2-eTMRLtKAXV0Q2lTzCY9fVCgKS6VPm6pgdKNW7xpTSkI0m7u4CE03Vj6ZEOdushzu7sVedxmVC36ZhNRcTGBAtChZRVnBqB4g9CizVq4Oa5lApaY-TTcNSki7QldllPd4OHCnW2PPOQsCMZ7dpdnyWQ0lrIRk7HzEapnH5GemFoi46vBSr5yrQymcVn5fhaBsVkrAjZ--Eh9fhqxDLvrHvE0mT5I-gtTlNRa7AY-8dTjLvMHktVm-UTl2FkhLpB0sO2gSok0pAOFR48Z5mSlR-S-dMsxPwKKfNJNb6bYgQDYeUzwICJxnl_2g_NHf_Z2JGjoSpiIWLQrocWKzRqRkDiX0_B2NgazyV6cjZOswyp1ct4GerKNGKmj5E7bJwQYwrRfWjkw2GEWkqKowwkU6ZDEga6BcJwRZ5pGGljjl0fF0M1y1Wy8u4XcqIc1Zh9YxSQdT20ncuwgQ-Jfvjb8VYZ-coAUGFztQxHtv8hvm4ypoXFa1amy3nfkHsV2P_Qa3yzU9vPZj729I4yuiNt6MP9NVG_c964gxIdFvcTTucXMNJ0-LICPWY_F--qH1nc_Sz3K624fd4sw1d9saV_swSuaBQYVEt_b3XzuGi4YYlA6jRwbaZRwZFqGBXaR8u2UqVj-B_xJS1MdYOfz-zukpVe-cDM9x3a7dGW6yPgONsQoAVTSnFulLz7Or2Tt64d4-u4aAgyeOveVDtsrkhp8eKqG58shJElvDiItXC_dckGP9f3O0Y3I1BgOlxT_8CHVCNq6qSJWYaUvjDukjuoiHXcbbhyAIFXcQ4wVwbYgEkPv4L3YxQbwWd-B-jMiLxuMxwS2SQrsnarGTNdpI3ezdSg=\",\"summary\":[{\"type\":\"summary_text\",\"text\":\"**Executing user command**\\n\\nThe user has asked me to execute a specific command: \\\"Use the run tool to execute exactly this code: print(1).\\\" I need to call the run tool in a commentary format with that precise code, without adding any extra text. So I'll use functions.run and simply provide \\\"print(1)\\\" as the input. After that, I’ll report the output to the user. Alright, let's get going with this!\"}]},{\"id\":\"ctc_06e0a7476e581c2b016ae249238c0487d1bfd447623603d46e\",\"type\":\"custom_tool_call\",\"status\":\"completed\",\"call_id\":\"call_gj2T8nUuz2YiWDbLq4Pz8LAK\",\"input\":\"print(1)\",\"name\":\"run\"}],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"default\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"required\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"type\":\"custom\",\"description\":\"Run a Python snippet.\",\"format\":{\"type\":\"text\"},\"name\":\"run\"}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":{\"input_tokens\":64,\"input_tokens_details\":{\"cache_write_tokens\":0,\"cached_tokens\":0},\"output_tokens\":87,\"output_tokens_details\":{\"reasoning_tokens\":71},\"total_tokens\":151},\"metadata\":{}},\"sequence_number\":100}\n\ndata: [DONE]\n\n" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/venice-responses/continues-a-tool-call.json b/packages/ai/test/fixtures/recordings/venice-responses/continues-a-tool-call.json new file mode 100644 index 000000000000..e8d181bfd4b3 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/venice-responses/continues-a-tool-call.json @@ -0,0 +1,53 @@ +{ + "version": 1, + "metadata": { + "model": "openai-gpt-54-mini", + "tags": [ + "prefix:venice-responses", + "provider:venice", + "protocol:open-responses", + "tool", + "tool-loop" + ], + "name": "venice-responses/continues-a-tool-call", + "recordedAt": "2026-10-28T19:12:11.572Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://api.venice.ai/api/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai-gpt-54-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"What is the weather in Paris?\"}]}],\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"stream\":true,\"max_output_tokens\":256,\"store\":false,\"include\":[\"reasoning.encrypted_content\"],\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}]}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream; charset=utf-8" + }, + "body": "event: response.created\ndata: {\"type\":\"response.created\",\"response\":{\"id\":\"resp_05980898d988ddab016ae24908f88487d1ad6408097d25b6c1\",\"object\":\"response\",\"created_at\":1793214728,\"status\":\"in_progress\",\"access_programs\":null,\"background\":false,\"completed_at\":null,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"auto\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"type\":\"function\",\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"metadata\":{}},\"sequence_number\":0}\n\nevent: response.in_progress\ndata: {\"type\":\"response.in_progress\",\"response\":{\"id\":\"resp_05980898d988ddab016ae24908f88487d1ad6408097d25b6c1\",\"object\":\"response\",\"created_at\":1793214728,\"status\":\"in_progress\",\"access_programs\":null,\"background\":false,\"completed_at\":null,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"auto\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"type\":\"function\",\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"metadata\":{}},\"sequence_number\":1}\n\nevent: response.output_item.added\ndata: {\"type\":\"response.output_item.added\",\"item\":{\"id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"type\":\"reasoning\",\"content\":[],\"encrypted_content\":\"gAAAAABq4kkJUqduxoApjOV-QgI0M6PnFiyVmxeWOzA1N7YLY5CW0MpZiq1xlg7wCcaoKrP77fz88-ypOJ6L7ZgMowXqsOHFgT40anf_QCsC7SXxvRSCN71-nB8w4CN9DolCSgcpD5JydrEVtdNZuK6O3fw3PLyRXbqL8dawd6DiSaCV0ZnO3zCp2v_YEtneBLY7m4Wam1lZDwiTS1OCToVw8OlD9JbjrU5RkukDP5Sm36gKOPdonwB-6R2OprRZ352fYYpyEdMS7BGSmDuyXQSCsq-mDIooy-a3eyagE8v7QmbVeKjyNzzQmbofa5mbYGpcM5MxlGCJi_U_hzOBjdrhM59vUuyJ8tLSKNKbTkLiN-ADUYDtZJf8TE06B6sDEfdmztDVFvI31SlQs0Fz0NVOOTkp6AdkUJPEGtxGKcHq2D-69U05onZktxuMgZPrGzGkcFimh7hR_fDr2-CloSx2iT1Py8WOQXpAoF-w3rcjojaM4DyoNZasiEmWxTDlsHUo7oqJtSSsjTqkHBtuANPGLJSysuThIqhRPhL7rJKGNc_qUjJfWyvJt6wWM2qEzeiT0uRCNFRpedfG_EDkwF7Cth-NmWb5kFkwbiVlHF30uIazq9Ud1UKr6tW8KMMo9SVlVoOicyV6x72hUOjS7m-6npP7Wa5zfzokBiMlKlh9Eg465uyE2xZw1XEJELSNlOJ_JJoerFWdQOtLtwfhAc5eCUaPSk6291pm6kjI_GUYpJkicQPmhjyIhcNlBe3_ccvuwx1Zi_07BDulll8zvnuc2ikMDhahValeqczYdV9VC31LOkvq8aiCJAU9-icXCXHWfeTlBgVHmAk4DPJLFcy4pPWAj0aNPZyX89NcwL9phf-eUTmmr0D1JSzUKkutI-Kp-XlO0W2QmB_1aWfyzeiGRDWBGCEvRCpSfnr7htxeP5u-dxCWmn6DPyOnrIhq4isBdQPmSUA_Hf4XtrbHlvf5WA5EBnf8m8VrDNpoWfm3bFdz9Zm5yoVZ-SnUJ9IZusD0D4PiOi1G_ddBX18TFJKmMf2bCHLxq1RYgBxrjmkvdrw3LGwSpplx2lRK1AddRoNqOGknLkaB1h3Tv4N5fIA0R73Rst-wegOQRM7x78XunjDuyRxnsIz994iZd_IVPoHx-wX8LsYZK_I6UTLZk4cSj2hT-tk_PA9FD6LIuX5TAGl4iqce6aT10v7VnZxNkts0YNg1hwndK5V-7D8DuLYCHB0qdFU1FvdqanvCtu4GFjzv-diMJn7y0xDmjOhs4XCD5tFYctUHvkFQn0o2-2RFfrmjy3bhFWNo4-nhOXX5CCFCFhpAhwoknTtC3lC7OqrafWZ-9Uo-\",\"summary\":[]},\"output_index\":0,\"sequence_number\":2}\n\nevent: response.reasoning_summary_part.added\ndata: {\"type\":\"response.reasoning_summary_part.added\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"\"},\"sequence_number\":3,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"**Retrieving weather information**\\n\\nI\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"cvYWUAmdPdf\",\"output_index\":0,\"sequence_number\":4,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" need\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"HbfsDRXYWnf\",\"output_index\":0,\"sequence_number\":5,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" to\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"8ImKfZzqin4UL\",\"output_index\":0,\"sequence_number\":6,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" provide\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"6oal5ZKo\",\"output_index\":0,\"sequence_number\":7,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" a\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"h1ZZydqJktgDwi\",\"output_index\":0,\"sequence_number\":8,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" short\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"BlaAQwcjzR\",\"output_index\":0,\"sequence_number\":9,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" sentence\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"kQQWdR1\",\"output_index\":0,\"sequence_number\":10,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" about\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"329wq92xQH\",\"output_index\":0,\"sequence_number\":11,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"n8fBbqzy8YwW\",\"output_index\":0,\"sequence_number\":12,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" weather\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"kMkeHGwn\",\"output_index\":0,\"sequence_number\":13,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\",\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"q3U1ZzIbtde0Qsq\",\"output_index\":0,\"sequence_number\":14,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" so\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"65tkv1i6YdlGa\",\"output_index\":0,\"sequence_number\":15,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" I\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"NH47GLU9OOUbzz\",\"output_index\":0,\"sequence_number\":16,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"’ll\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"wb7Rnc8wGPSoq\",\"output_index\":0,\"sequence_number\":17,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" start\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"nRhz4gkDEn\",\"output_index\":0,\"sequence_number\":18,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" by\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"GAzqt2Slt96cX\",\"output_index\":0,\"sequence_number\":19,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" using\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"cNpdHLH0rt\",\"output_index\":0,\"sequence_number\":20,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"HL3QIIFeR4Mz\",\"output_index\":0,\"sequence_number\":21,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" get\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"NJYITT1ZDnOz\",\"output_index\":0,\"sequence_number\":22,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"_weather\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"j7JcZcMr\",\"output_index\":0,\"sequence_number\":23,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" tool\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"6gVnOjmEzJI\",\"output_index\":0,\"sequence_number\":24,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"OQ6mfwLWrLNFshY\",\"output_index\":0,\"sequence_number\":25,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" It\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"xNv4PIZE6Od94\",\"output_index\":0,\"sequence_number\":26,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"’s\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"XaYSBAcOppjoO8\",\"output_index\":0,\"sequence_number\":27,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" essential\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"I3LOSI\",\"output_index\":0,\"sequence_number\":28,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" to\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"RvZiO4QC3afl0\",\"output_index\":0,\"sequence_number\":29,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" make\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"BkWQNuxt0D1\",\"output_index\":0,\"sequence_number\":30,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" sure\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"zqcaXUy6d3r\",\"output_index\":0,\"sequence_number\":31,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" I\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"LrHAkRejvXvfu1\",\"output_index\":0,\"sequence_number\":32,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"’m\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"m9LSdOtnBgYVQP\",\"output_index\":0,\"sequence_number\":33,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" calling\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"d1YFeLXS\",\"output_index\":0,\"sequence_number\":34,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" it\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"m2HGottthER78\",\"output_index\":0,\"sequence_number\":35,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" in\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"upat3xlIoPCbh\",\"output_index\":0,\"sequence_number\":36,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"VQ2ekryvynef\",\"output_index\":0,\"sequence_number\":37,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" commentary\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"wl43W\",\"output_index\":0,\"sequence_number\":38,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" channel\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"eIpwFEl2\",\"output_index\":0,\"sequence_number\":39,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"rzD8ppvfeuZIeMx\",\"output_index\":0,\"sequence_number\":40,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" Let\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"hLvluE15Wi3k\",\"output_index\":0,\"sequence_number\":41,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"’s\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"UhAqBN6iOy37nJ\",\"output_index\":0,\"sequence_number\":42,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" focus\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"VbXFYWpNHM\",\"output_index\":0,\"sequence_number\":43,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" on\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"nssVS5oEZlaLX\",\"output_index\":0,\"sequence_number\":44,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" gathering\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"631DhH\",\"output_index\":0,\"sequence_number\":45,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"yMZh1X9s0Jx6\",\"output_index\":0,\"sequence_number\":46,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" weather\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"vxXd39cm\",\"output_index\":0,\"sequence_number\":47,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" for\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"CXzKQeMIla7O\",\"output_index\":0,\"sequence_number\":48,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" Paris\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"gSWPNrqNCb\",\"output_index\":0,\"sequence_number\":49,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" specifically\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"OS1\",\"output_index\":0,\"sequence_number\":50,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"E5NnlYDDbzYjiuE\",\"output_index\":0,\"sequence_number\":51,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" This\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"IrxdzLrNJhC\",\"output_index\":0,\"sequence_number\":52,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" should\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"Y0Petl1gP\",\"output_index\":0,\"sequence_number\":53,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" set\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"rSRLRNrBuUXW\",\"output_index\":0,\"sequence_number\":54,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" me\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"7XVcDTSSX8qmO\",\"output_index\":0,\"sequence_number\":55,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" up\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"XPnKyO9Mbukrh\",\"output_index\":0,\"sequence_number\":56,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" to\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"iKzDaFvozzZ8u\",\"output_index\":0,\"sequence_number\":57,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" deliver\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"CYSvttVl\",\"output_index\":0,\"sequence_number\":58,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" concise\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"Ij6fGNG9\",\"output_index\":0,\"sequence_number\":59,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" and\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"glzf7ZKuJKiJ\",\"output_index\":0,\"sequence_number\":60,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" accurate\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"ZyrdE95\",\"output_index\":0,\"sequence_number\":61,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" information\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"LeFF\",\"output_index\":0,\"sequence_number\":62,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" effectively\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"8Zic\",\"output_index\":0,\"sequence_number\":63,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\".\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"o7x1yfQlE0dHj3n\",\"output_index\":0,\"sequence_number\":64,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" I'm\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"FaYSYo6irbRb\",\"output_index\":0,\"sequence_number\":65,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" curious\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"QQ2nvogp\",\"output_index\":0,\"sequence_number\":66,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" to\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"6OoUFxEdBIL8P\",\"output_index\":0,\"sequence_number\":67,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" see\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"MOAZFEYdWuOl\",\"output_index\":0,\"sequence_number\":68,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" what\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"4pnbxSmQwEs\",\"output_index\":0,\"sequence_number\":69,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" the\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"C1MJRlN1Nxfq\",\"output_index\":0,\"sequence_number\":70,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" weather\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"1TEgTprH\",\"output_index\":0,\"sequence_number\":71,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" will\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"7S2JxeeyglZ\",\"output_index\":0,\"sequence_number\":72,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" be\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"V470GJyUbB9nM\",\"output_index\":0,\"sequence_number\":73,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\" like\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"abelmAqfSh4\",\"output_index\":0,\"sequence_number\":74,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.delta\ndata: {\"type\":\"response.reasoning_summary_text.delta\",\"delta\":\"!\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"obfuscation\":\"zU9GajEWoN9t74t\",\"output_index\":0,\"sequence_number\":75,\"summary_index\":0}\n\nevent: response.reasoning_summary_text.done\ndata: {\"type\":\"response.reasoning_summary_text.done\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"output_index\":0,\"sequence_number\":76,\"summary_index\":0,\"text\":\"**Retrieving weather information**\\n\\nI need to provide a short sentence about the weather, so I’ll start by using the get_weather tool. It’s essential to make sure I’m calling it in the commentary channel. Let’s focus on gathering the weather for Paris specifically. This should set me up to deliver concise and accurate information effectively. I'm curious to see what the weather will be like!\"}\n\nevent: response.reasoning_summary_part.done\ndata: {\"type\":\"response.reasoning_summary_part.done\",\"item_id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"output_index\":0,\"part\":{\"type\":\"summary_text\",\"text\":\"**Retrieving weather information**\\n\\nI need to provide a short sentence about the weather, so I’ll start by using the get_weather tool. It’s essential to make sure I’m calling it in the commentary channel. Let’s focus on gathering the weather for Paris specifically. This should set me up to deliver concise and accurate information effectively. I'm curious to see what the weather will be like!\"},\"sequence_number\":77,\"summary_index\":0}\n\nevent: response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"item\":{\"id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"type\":\"reasoning\",\"content\":[],\"encrypted_content\":\"gAAAAABq4kkKw5bq5wrcwxIYomMV4hSXwL9lS2C375VylPdyAc7Jm105V-63GU-VhVb_z3hnM84XgYfJI6DrD0w9KNhUojqcON2XCqZdFj1iTXQVcG78XMeeSEg6LsaMoHsNfuaPhl7oepmOeB23PdRJPy4G8HGkOEmer1Y32u-uwUImyPRiFQ2VFh-tiWFnkNTn-9Zu2hl2TO2eyOrGlS7EjynZCfAunEE6NiDyckvNUZT9aTv39R_3pH5OWdn8SHUCn6rgZlaZPZ1_yyfDz5mdPnsloNqyidqxXuU4JNKMesXHDHhuvlpE3MhPQydDTK0dK1vHtcj50j199HLchNnEi_C6Ed7AQPqqi-Md73S-Qn8X5N-lYEQleC2ZDTl7PT0GuFJx-o60gks3oega8BqJoO0px8-gSJQg0C3_RCIPoDGdrj_D0WjQKp25dDHifV1YPsrw3Y314zQBwTR_qIFJ9-fp7qE30rmrX4hb58JBBE4xpYswTngbctEwVbv3LCI5yBlus7rnIuv9YUGLPk7EfD-cQRgen_h7HQdt6a5zX2mXthBCrVGbQenD8hRBF9gC6NSkQ3vIjxd9YkXFI7NPz7zvxBXqCqfwbfyayPye1K-kiMW9oYSCgBzNoIgMA2_TB1FEO7duf3J1aADscktr7DEvmGm_xH8ydLLrLYCAGTCp-ShE47LQzUMeQsT64hXaSpVomvr-D92_9kdCHjn3bZa_nfuKVk9x5Q3QZhs5T0r4RTvvoL8bUEycOCdyZ3mbIUOan2qmzJ9R56K0G4khkXk47jf5NqX6cysggUg4BxgxglGuSUcTk3MhuR-gvYF5MBxf_EXKbxWFM6r3AOBVh2V4CvtaLvLOGwvf3EUAS1LWvCYfPfHeH6iST2kZuvIr2cUjlST_M_hr2DwA63xaNid82jUQM6AxfXD5iREChzvg-9-poqHneQ2DXR7pl8go5A-AyaKuwfLVcdMnBqidqRRk8xn9fmhDAqw7g4eBN6AOn2-71IdQSNVxeG4fENvK7iRJw1eO4ZnKeZY2vyNrVN-hhuLykoxan9uEC3G6F5BaiEud36u0Pmg4UKEdZANhkYhKHmIDibv21HU4XSQd27ge52qkrAnQEGq4gURr3dw3GmAaOqDxMV7PJbcZ9ie-2LC__4qXsp2tjW0rXUliRpZjmLBiIi-TbyqwDLVHIYW5YRED_DTm2mq7DSN6rDnEkTY_yFHQ0p06jQ1xVJWPud7WnnddLLe6BNYWb0lMd61JcibgpIUYwasMkvM43DgvNs99xw6MuXiG3MTdaCC-xDF5VPkcuRCeqBQHCxOSe1m9fYC8STbq2m_L9b7KKPT3IYD_3GWhRQplDJXrfC3YBh9iqJQz1mNL-Vvsk49SzfreiXFfq6iAFxSFNywUmr7NvyDl36WsPbDcu7oCbXVYb-pDYr5ILWObauAzV3OiPDXLfIgknH4eXibNXmrKkwMwEtXnwv3KB3UmMTop15vNp5N3dRhlMmgu_L3meK37pl07OIzihZGVN70SsBbxjNGi8t1zLhnA4gA9nsX70DuSNJ3Kf78AjM-o03qd6LLrvf8g-2Gc77JqnvG9tpk7VtWmSuPHn9NW-rw-eSLGUr6_7y1lnz7XOg0x70sb9KewduT3zgCTgfA5ip1tp1mSZma_StTL8zZ7ewzxFUrPJJtjiZX1FhxhXhP1LMJLV-q-8aHHg8WmbOtHo6zUSCudStro20R6GX9Gy0g2vwOBfkrHG-HK9FTvArI1aeelSJ2Vt0za7HE7_yv1xGCLdQUYPw9oskxG_gUNjtQy85l6044BjPQqL2iO27w9y9Vmt_kFox7sA_gTlvGwvPWeoMxKciNi8xLIhzG3w4EyVnEkwCz4J8iGjDlRJDatyn5vmLXeow4CrsoNDZaxWRfgzjK-4iUbr93A0amG6NBKjmaVxLDhkAacgVlLnnwZiYsZ73vbXa4M6ZFCPHA=\",\"summary\":[{\"type\":\"summary_text\",\"text\":\"**Retrieving weather information**\\n\\nI need to provide a short sentence about the weather, so I’ll start by using the get_weather tool. It’s essential to make sure I’m calling it in the commentary channel. Let’s focus on gathering the weather for Paris specifically. This should set me up to deliver concise and accurate information effectively. I'm curious to see what the weather will be like!\"}]},\"output_index\":0,\"sequence_number\":78}\n\nevent: response.output_item.added\ndata: {\"type\":\"response.output_item.added\",\"item\":{\"id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"type\":\"function_call\",\"status\":\"in_progress\",\"arguments\":\"\",\"call_id\":\"call_Ebs9709kzV8gdmgZ0LCGyC9S\",\"name\":\"get_weather\"},\"output_index\":1,\"sequence_number\":79}\n\nevent: response.function_call_arguments.delta\ndata: {\"type\":\"response.function_call_arguments.delta\",\"delta\":\"{\\\"\",\"item_id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"obfuscation\":\"TzevqnIuElinqk\",\"output_index\":1,\"sequence_number\":80}\n\nevent: response.function_call_arguments.delta\ndata: {\"type\":\"response.function_call_arguments.delta\",\"delta\":\"city\",\"item_id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"obfuscation\":\"JuOuL59Yj7VG\",\"output_index\":1,\"sequence_number\":81}\n\nevent: response.function_call_arguments.delta\ndata: {\"type\":\"response.function_call_arguments.delta\",\"delta\":\"\\\":\\\"\",\"item_id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"obfuscation\":\"6lhjcodYEU4fE\",\"output_index\":1,\"sequence_number\":82}\n\nevent: response.function_call_arguments.delta\ndata: {\"type\":\"response.function_call_arguments.delta\",\"delta\":\"Paris\",\"item_id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"obfuscation\":\"RUlFmcKikJD\",\"output_index\":1,\"sequence_number\":83}\n\nevent: response.function_call_arguments.delta\ndata: {\"type\":\"response.function_call_arguments.delta\",\"delta\":\"\\\"}\",\"item_id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"obfuscation\":\"CpZUkInZUkvFmO\",\"output_index\":1,\"sequence_number\":84}\n\nevent: response.function_call_arguments.done\ndata: {\"type\":\"response.function_call_arguments.done\",\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\",\"item_id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"output_index\":1,\"sequence_number\":85}\n\nevent: response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"item\":{\"id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"type\":\"function_call\",\"status\":\"completed\",\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\",\"call_id\":\"call_Ebs9709kzV8gdmgZ0LCGyC9S\",\"name\":\"get_weather\"},\"output_index\":1,\"sequence_number\":86}\n\nevent: response.completed\ndata: {\"type\":\"response.completed\",\"response\":{\"id\":\"resp_05980898d988ddab016ae24908f88487d1ad6408097d25b6c1\",\"object\":\"response\",\"created_at\":1793214728,\"status\":\"completed\",\"access_programs\":null,\"background\":false,\"completed_at\":1793214730,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[{\"id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"type\":\"reasoning\",\"content\":[],\"encrypted_content\":\"gAAAAABq4kkKu4yWp2-RQOsbrkBog4CBESTsiDi0ixsCAWsvcYZDq6EBA1fEt7iiXYgR5GBbpyqTXcP0pcc7GCMMptX_XFjixrmyQWCn8wgaeahn7T3dHpHiuv4J9Z3mtqy_At6_2W8C15DxsnqkYwnKNoBV-Fzx3VspWwWB8-1bLN4O26H_MzeX_cO3oo5Gglxiq4VynF8nCyaxWV5Me7yZXrtNooqrEunJ8MEVY6PXb4loTiwrFnUkINw3T2RbWsnOx62ng28M0tOCc6-hvHg4mgyjC-ZbNjzFA-oRuME6OaWTyXn0YsvxdcXRR36yY34eL2ZZ1xZSpb4cxmZ5BQHycXb4RZDp2iR5H2USUTwafYgArPqH3bW_9zS_51SzrP_ixSpxoz0NboUQONHQVwCv3ejcpENZsLC9Yte3sxt_U5djbJ8bVO4KNgXIg7eiSKDitKP8w9cu1SAgSZlJlWvrXmtC_JeS14TmI5aXAP3PZFNUMCWLSjFXCe87d3bsKdhtImQ2zXvfHca-Gzcyn4L20TGyF1NpNZ0VaBpedhct7_kp6KO-ju_gjVio_7wRQozLUHZENb2P_0RGPAW7eH8fF-FYDXqDS2_BuCMUayE7e5xu8ZvjH_Vn3WZ72oSFbFEKMwZvyswzgr_U1GCgnoq7yfoIYZRM0yl0tvblCy4Tp4iorWlnsKKR81gtVtF6_QctNhZgB0NV3NxVvAHtXJQaB2RFI6kzVrQ4Ge6XPbTabrimo0KdrttgfDfxWOg5AgPb0aansEuI9zblR63Yx4y8B-TK-u67a58Apw7ElumlQgyNA_y7RFk-7h4kT9H1C85PgKGaPFs8gXzFpVwH8zU8QDzoqH6Xhd9s3jQXJDRmP_qzbwlfdtdWR8aEc1FWsNW-2hlt1c1SxiPn0N2h8f0HZ7KtmKww2dru0jisBCd3I5sfIjmXTANPSPpUZ7Sebw9dPqxkVH-OBdJeqNRFCza2mDk5i1REliN3NSoorkZMm7NNWrYLg3iReNyLez-Sp0Lc_XD3nX47klgZLvdDXiNQQCBewirT_Lc2TjDaSqPQ-JnGBrWfx3fPEILDR6oRs95S9ekAVECL9UhsMy2Mh2bM1cewroDo925E7Aw5TY2ywuIWUlueh_Gr8Xk7BOcZdVZqGjqsdnAv-eW4EbRAvs_A-TeiSpyQOBvygSruCguq7KulE8Cka3GR77jTNCCpYEo6KxIC9LU67X_3QV9ssGBXse1pwFvvN_Y3HMBJCp1ndeVju9ndLB-kjexRH5Mam4beStUk26JHNPBV0w85g2n6xDd3mrr3sQt5Ec2bSISMS0woXjU8_15sZcEwx5NTDxrU-97uwseWTz-ZUTxErcqlpYh2gxVsOy43PIT1CEyRcuFRF8nHIHYktwvNB3XohduLGx7Ka7dRqHNAfqoBmvWpO4ViDu9xaIwCOMqywQNIQb8PrflwW1KKiaIy3ETsYldJUji8ObCj8PPWw6cr-1IPQVcAvFV9N1_AbQvlY1yXpnLAH5oHMe6IpKXfEm3C0pVnhgCdEZkMyYt1OQa2kVLH4TltfFBkyHVYqYYL3HE1w3sjU1a5O0m7GS2EpnvDr8zWWyaO4mLW8TZaodId26Q-KB24u5XNQ1tCQNy1b8HYb8LXOjIH7eo8R6NVVrHI9O22kA9EPzE_Ds9-eBy18-qnNQp4sj0CT2_KEFMjtYODXeg6gChdA0OI6rld_ZDiYtxXZzBQg760hQRyh3QK1gS-1NOSR8xutL3OgijjTZzIKHXtNMgvI3uBirLsNGrd0-WLbawz0GY8af2zlwhZQoxY1bdKJ-fP-6DkH9TNjhyav2Ax1HBxYgNJSjKOxntnRoVX81kIVJH1p1JF-6vwPqODbmGYoXaL2pw_HjTruAaqhRjaChYGaCGWxVUjg4skQ-Bq3U1ltb3kYAqOrfGvusmMS7xvdD8SEDNnAeo7w4FykBQt8OX2waI=\",\"summary\":[{\"type\":\"summary_text\",\"text\":\"**Retrieving weather information**\\n\\nI need to provide a short sentence about the weather, so I’ll start by using the get_weather tool. It’s essential to make sure I’m calling it in the commentary channel. Let’s focus on gathering the weather for Paris specifically. This should set me up to deliver concise and accurate information effectively. I'm curious to see what the weather will be like!\"}]},{\"id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"type\":\"function_call\",\"status\":\"completed\",\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\",\"call_id\":\"call_Ebs9709kzV8gdmgZ0LCGyC9S\",\"name\":\"get_weather\"}],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"default\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"type\":\"function\",\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":{\"input_tokens\":67,\"input_tokens_details\":{\"cache_write_tokens\":0,\"cached_tokens\":0},\"output_tokens\":50,\"output_tokens_details\":{\"reasoning_tokens\":30},\"total_tokens\":117},\"metadata\":{}},\"sequence_number\":87}\n\ndata: [DONE]\n\n" + } + }, + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://api.venice.ai/api/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai-gpt-54-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"What is the weather in Paris?\"}]},{\"type\":\"reasoning\",\"id\":\"rs_05980898d988ddab016ae24909723487d1b758d82073a55dab\",\"summary\":[{\"type\":\"summary_text\",\"text\":\"**Retrieving weather information**\\n\\nI need to provide a short sentence about the weather, so I’ll start by using the get_weather tool. It’s essential to make sure I’m calling it in the commentary channel. Let’s focus on gathering the weather for Paris specifically. This should set me up to deliver concise and accurate information effectively. I'm curious to see what the weather will be like!\"}],\"encrypted_content\":\"gAAAAABq4kkKw5bq5wrcwxIYomMV4hSXwL9lS2C375VylPdyAc7Jm105V-63GU-VhVb_z3hnM84XgYfJI6DrD0w9KNhUojqcON2XCqZdFj1iTXQVcG78XMeeSEg6LsaMoHsNfuaPhl7oepmOeB23PdRJPy4G8HGkOEmer1Y32u-uwUImyPRiFQ2VFh-tiWFnkNTn-9Zu2hl2TO2eyOrGlS7EjynZCfAunEE6NiDyckvNUZT9aTv39R_3pH5OWdn8SHUCn6rgZlaZPZ1_yyfDz5mdPnsloNqyidqxXuU4JNKMesXHDHhuvlpE3MhPQydDTK0dK1vHtcj50j199HLchNnEi_C6Ed7AQPqqi-Md73S-Qn8X5N-lYEQleC2ZDTl7PT0GuFJx-o60gks3oega8BqJoO0px8-gSJQg0C3_RCIPoDGdrj_D0WjQKp25dDHifV1YPsrw3Y314zQBwTR_qIFJ9-fp7qE30rmrX4hb58JBBE4xpYswTngbctEwVbv3LCI5yBlus7rnIuv9YUGLPk7EfD-cQRgen_h7HQdt6a5zX2mXthBCrVGbQenD8hRBF9gC6NSkQ3vIjxd9YkXFI7NPz7zvxBXqCqfwbfyayPye1K-kiMW9oYSCgBzNoIgMA2_TB1FEO7duf3J1aADscktr7DEvmGm_xH8ydLLrLYCAGTCp-ShE47LQzUMeQsT64hXaSpVomvr-D92_9kdCHjn3bZa_nfuKVk9x5Q3QZhs5T0r4RTvvoL8bUEycOCdyZ3mbIUOan2qmzJ9R56K0G4khkXk47jf5NqX6cysggUg4BxgxglGuSUcTk3MhuR-gvYF5MBxf_EXKbxWFM6r3AOBVh2V4CvtaLvLOGwvf3EUAS1LWvCYfPfHeH6iST2kZuvIr2cUjlST_M_hr2DwA63xaNid82jUQM6AxfXD5iREChzvg-9-poqHneQ2DXR7pl8go5A-AyaKuwfLVcdMnBqidqRRk8xn9fmhDAqw7g4eBN6AOn2-71IdQSNVxeG4fENvK7iRJw1eO4ZnKeZY2vyNrVN-hhuLykoxan9uEC3G6F5BaiEud36u0Pmg4UKEdZANhkYhKHmIDibv21HU4XSQd27ge52qkrAnQEGq4gURr3dw3GmAaOqDxMV7PJbcZ9ie-2LC__4qXsp2tjW0rXUliRpZjmLBiIi-TbyqwDLVHIYW5YRED_DTm2mq7DSN6rDnEkTY_yFHQ0p06jQ1xVJWPud7WnnddLLe6BNYWb0lMd61JcibgpIUYwasMkvM43DgvNs99xw6MuXiG3MTdaCC-xDF5VPkcuRCeqBQHCxOSe1m9fYC8STbq2m_L9b7KKPT3IYD_3GWhRQplDJXrfC3YBh9iqJQz1mNL-Vvsk49SzfreiXFfq6iAFxSFNywUmr7NvyDl36WsPbDcu7oCbXVYb-pDYr5ILWObauAzV3OiPDXLfIgknH4eXibNXmrKkwMwEtXnwv3KB3UmMTop15vNp5N3dRhlMmgu_L3meK37pl07OIzihZGVN70SsBbxjNGi8t1zLhnA4gA9nsX70DuSNJ3Kf78AjM-o03qd6LLrvf8g-2Gc77JqnvG9tpk7VtWmSuPHn9NW-rw-eSLGUr6_7y1lnz7XOg0x70sb9KewduT3zgCTgfA5ip1tp1mSZma_StTL8zZ7ewzxFUrPJJtjiZX1FhxhXhP1LMJLV-q-8aHHg8WmbOtHo6zUSCudStro20R6GX9Gy0g2vwOBfkrHG-HK9FTvArI1aeelSJ2Vt0za7HE7_yv1xGCLdQUYPw9oskxG_gUNjtQy85l6044BjPQqL2iO27w9y9Vmt_kFox7sA_gTlvGwvPWeoMxKciNi8xLIhzG3w4EyVnEkwCz4J8iGjDlRJDatyn5vmLXeow4CrsoNDZaxWRfgzjK-4iUbr93A0amG6NBKjmaVxLDhkAacgVlLnnwZiYsZ73vbXa4M6ZFCPHA=\"},{\"type\":\"function_call\",\"id\":\"fc_05980898d988ddab016ae2490a715887d18c4ca83671699ca8\",\"call_id\":\"call_Ebs9709kzV8gdmgZ0LCGyC9S\",\"name\":\"get_weather\",\"arguments\":\"{\\\"city\\\":\\\"Paris\\\"}\"},{\"type\":\"function_call_output\",\"call_id\":\"call_Ebs9709kzV8gdmgZ0LCGyC9S\",\"output\":\"{\\\"temperature\\\":22,\\\"condition\\\":\\\"sunny\\\"}\"}],\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"stream\":true,\"max_output_tokens\":256,\"store\":false,\"include\":[\"reasoning.encrypted_content\"],\"tools\":[{\"type\":\"function\",\"name\":\"get_weather\",\"description\":\"Get current weather for a city.\",\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}]}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream; charset=utf-8" + }, + "body": "event: response.created\ndata: {\"type\":\"response.created\",\"response\":{\"id\":\"resp_05980898d988ddab016ae2490adc6c87d1917eca7a94f82187\",\"object\":\"response\",\"created_at\":1793214730,\"status\":\"in_progress\",\"access_programs\":null,\"background\":false,\"completed_at\":null,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"auto\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"type\":\"function\",\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"metadata\":{}},\"sequence_number\":0}\n\nevent: response.in_progress\ndata: {\"type\":\"response.in_progress\",\"response\":{\"id\":\"resp_05980898d988ddab016ae2490adc6c87d1917eca7a94f82187\",\"object\":\"response\",\"created_at\":1793214730,\"status\":\"in_progress\",\"access_programs\":null,\"background\":false,\"completed_at\":null,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"auto\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"type\":\"function\",\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"metadata\":{}},\"sequence_number\":1}\n\nevent: response.output_item.added\ndata: {\"type\":\"response.output_item.added\",\"item\":{\"id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"type\":\"message\",\"status\":\"in_progress\",\"content\":[],\"phase\":\"final_answer\",\"role\":\"assistant\"},\"output_index\":0,\"sequence_number\":2}\n\nevent: response.content_part.added\ndata: {\"type\":\"response.content_part.added\",\"content_index\":0,\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"output_index\":0,\"part\":{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"\"},\"sequence_number\":3}\n\nevent: response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"content_index\":0,\"delta\":\"Paris\",\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"logprobs\":[],\"obfuscation\":\"bwEnHChUqYT\",\"output_index\":0,\"sequence_number\":4}\n\nevent: response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"content_index\":0,\"delta\":\" is\",\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"logprobs\":[],\"obfuscation\":\"yJBRziJaxpvtA\",\"output_index\":0,\"sequence_number\":5}\n\nevent: response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"content_index\":0,\"delta\":\" sunny\",\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"logprobs\":[],\"obfuscation\":\"krbIR769MW\",\"output_index\":0,\"sequence_number\":6}\n\nevent: response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"content_index\":0,\"delta\":\" and\",\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"logprobs\":[],\"obfuscation\":\"bbIc4pyn2RJS\",\"output_index\":0,\"sequence_number\":7}\n\nevent: response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"content_index\":0,\"delta\":\" \",\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"logprobs\":[],\"obfuscation\":\"OrQLe0rwJwEwEyr\",\"output_index\":0,\"sequence_number\":8}\n\nevent: response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"content_index\":0,\"delta\":\"22\",\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"logprobs\":[],\"obfuscation\":\"IuxlCmaOH911hu\",\"output_index\":0,\"sequence_number\":9}\n\nevent: response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"content_index\":0,\"delta\":\"°C\",\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"logprobs\":[],\"obfuscation\":\"QwOmxdrWN76T2e\",\"output_index\":0,\"sequence_number\":10}\n\nevent: response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"content_index\":0,\"delta\":\".\",\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"logprobs\":[],\"obfuscation\":\"2guZ9kOcZXsV2Ga\",\"output_index\":0,\"sequence_number\":11}\n\nevent: response.output_text.done\ndata: {\"type\":\"response.output_text.done\",\"content_index\":0,\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"logprobs\":[],\"output_index\":0,\"sequence_number\":12,\"text\":\"Paris is sunny and 22°C.\"}\n\nevent: response.content_part.done\ndata: {\"type\":\"response.content_part.done\",\"content_index\":0,\"item_id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"output_index\":0,\"part\":{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"Paris is sunny and 22°C.\"},\"sequence_number\":13}\n\nevent: response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"item\":{\"id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"type\":\"message\",\"status\":\"completed\",\"content\":[{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"Paris is sunny and 22°C.\"}],\"phase\":\"final_answer\",\"role\":\"assistant\"},\"output_index\":0,\"sequence_number\":14}\n\nevent: response.completed\ndata: {\"type\":\"response.completed\",\"response\":{\"id\":\"resp_05980898d988ddab016ae2490adc6c87d1917eca7a94f82187\",\"object\":\"response\",\"created_at\":1793214730,\"status\":\"completed\",\"access_programs\":null,\"background\":false,\"completed_at\":1793214731,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":\"Use the get_weather tool, then answer in one short sentence.\",\"max_output_tokens\":256,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[{\"id\":\"msg_05980898d988ddab016ae2490b64a487d1ae40496600cdbeb7\",\"type\":\"message\",\"status\":\"completed\",\"content\":[{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"Paris is sunny and 22°C.\"}],\"phase\":\"final_answer\",\"role\":\"assistant\"}],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"default\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[{\"type\":\"function\",\"description\":\"Get current weather for a city.\",\"name\":\"get_weather\",\"output_schema\":null,\"parameters\":{\"type\":\"object\",\"properties\":{\"city\":{\"type\":\"string\"}},\"required\":[\"city\"],\"additionalProperties\":false},\"strict\":false}],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":{\"input_tokens\":138,\"input_tokens_details\":{\"cache_write_tokens\":0,\"cached_tokens\":0},\"output_tokens\":12,\"output_tokens_details\":{\"reasoning_tokens\":0},\"total_tokens\":150},\"metadata\":{}},\"sequence_number\":15}\n\ndata: [DONE]\n\n" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/venice-responses/streams-text.json b/packages/ai/test/fixtures/recordings/venice-responses/streams-text.json new file mode 100644 index 000000000000..6bc3a6eb2d91 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/venice-responses/streams-text.json @@ -0,0 +1,35 @@ +{ + "version": 1, + "metadata": { + "model": "openai-gpt-54-mini", + "tags": [ + "prefix:venice-responses", + "provider:venice", + "protocol:open-responses", + "text", + "usage" + ], + "name": "venice-responses/streams-text", + "recordedAt": "2026-10-28T19:12:08.796Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://api.venice.ai/api/v1/responses", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"openai-gpt-54-mini\",\"input\":[{\"type\":\"message\",\"role\":\"user\",\"content\":[{\"type\":\"input_text\",\"text\":\"Reply exactly: OK\"}]}],\"stream\":true,\"max_output_tokens\":64,\"store\":false,\"include\":[\"reasoning.encrypted_content\"]}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "text/event-stream; charset=utf-8" + }, + "body": "event: response.created\ndata: {\"type\":\"response.created\",\"response\":{\"id\":\"resp_0cabc9d1491f10c9016ae24907b53087d18e4e308a06b0ea73\",\"object\":\"response\",\"created_at\":1793214727,\"status\":\"in_progress\",\"access_programs\":null,\"background\":false,\"completed_at\":null,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":64,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"auto\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"metadata\":{}},\"sequence_number\":0}\n\nevent: response.in_progress\ndata: {\"type\":\"response.in_progress\",\"response\":{\"id\":\"resp_0cabc9d1491f10c9016ae24907b53087d18e4e308a06b0ea73\",\"object\":\"response\",\"created_at\":1793214727,\"status\":\"in_progress\",\"access_programs\":null,\"background\":false,\"completed_at\":null,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":64,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"auto\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":null,\"metadata\":{}},\"sequence_number\":1}\n\nevent: response.output_item.added\ndata: {\"type\":\"response.output_item.added\",\"item\":{\"id\":\"rs_0cabc9d1491f10c9016ae2490866e887d182fad1558173a2d3\",\"type\":\"reasoning\",\"content\":[],\"encrypted_content\":\"gAAAAABq4kkIxoU32pdCx5NRbLOUykwnvN8-s9fSOgdXMeSwFLY8hSJofX4v6y8p0C1wzqMqyyFr0rH1Q0AF4HioWGrU5jtuuLZ2UY6_70A2ZUxjFHujrdNTbj2YW2ml7JOwMVwpfTaBpHZgneODWp1UhZntEA01wAXittoTJ-FPFU9-iEe0p3yWMV9SmT1TXWoSXJL8nkMEVwzPkonGs1ZzyQt1OBEhch5Cci8PGz41lPTMb6qEYoRerOL_hsD-d815NeG7E0bquRHE_eEFAPFRlnSQ-foUGI0hLhoTHHUIypB8p-D2_M6xZZ4fhDRD3uuSd96OzP-qPm9lozAy5dIEKCQdWeonBnUBT0xruY15E0w6_SoDjFlQ2jDiPbRd5VL3mvMmV9vCLjbWzfNIF-IGZxwj2uREiytJozZJRIRVWxUBlRCgZ1BiG1fJhcXcHx4rawHEzytaeFcsdP-g3b6jnMbjtGj6N32uY3Jd1qud8dy4j4PhuIFdoqXFhNtz6b7pP3h8ra-bSXt4mOknK_8I3Y7-REw-N5aCov0H6XVWZiviWCvxOL8cL55gCsjSpIqXSyZuxr6A_oYP1pNbqelNYt15I5vhsvxn7pnpJAxuRojPnqujmWXD1U7jQ-tyz1du2BDNK6nwRuPeIN1_J4sYtO9o3_laQAFCA73Ri5KHqEOhTkDczY_NcCAHVJd8fBioFvkZPcSyxW-kR7dPRjP-T_uAero0m0d7CMBmz6JeBzB_w_fXEzuQ14675VcB179kuWYpHjyI9edyP53h6d4EcsH9YaMQWoQAlhYEcECHGqxYdZBWN_BsPQ8LDXqyfPpsa0xdXXzCP16kMDmwiMNchw9WTprFRVPvJqH-nszK1PvRiGFAP9CUOlA1_A0S5o80L_Fk4M2cT5UY8_8ULuHf4BoLXoTAsLWUzIErbxJJciquXSRoGTJCVqTeq3_sAaSbOcHBGcS7QCY-tDtDV3q0YtuP35OFLxlGfnnJBv5n1h48khTW0OlxLrXEru7qPTyEpqjoUEzkRbkWd-onx0zI03ybyxI3O0iya_mZ6iCPwDNsHFomK2Ju2aK-QJRraECLs5rnb3dSt2ouv3bQ1NjDZr-PAxqKJvL9Z6Ov2yf1iyMhcP8YPJ_tH5G3OD4kP7gGZMX2U_TxM7dbSuVcaiNiilu9aszq7Qq2Qar20JRURegB93AojXaDDoRfHNePc8lAK3XgavIUgatbmwEBQJ3bIOZ5Tg65KmH_P7uN-JKenCdHYPGcIbLThH3jrePjpqmGoEfkqloIGesFidal2XRxIaZShtzZizEALg76aoDNzAwjhV6aY6W8K3-HohJNmBoXDNR8TbRD\",\"summary\":[]},\"output_index\":0,\"sequence_number\":2}\n\nevent: response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"item\":{\"id\":\"rs_0cabc9d1491f10c9016ae2490866e887d182fad1558173a2d3\",\"type\":\"reasoning\",\"content\":[],\"encrypted_content\":\"gAAAAABq4kkIwi3AP1URR9fusgSbEU4MkRiyregCMMx2s2xrk6nMTKnZMlTS8tke0Ur-YLEmJpv3GHq3JqUDVn6-KdvDDCxt-PLn89m3tCX5CE_dM9wahjBM-XvFcV2eOyDsQ8J0kKAFP_uG3w2Xoly4Fju3m1H_iZ9o2jUsk1ThhZU4f1RHaq4u9_jUyU79Oo6T_YFpVgAYPF3PEfDBYEKKKXGe52JLkqxKXm0jtyPW2jUxbyQEEKzuRo0nwspRibkb4105prrWQrzKno_vlNTD8hnTthv2RxyF4BYQatHaR8_4DmA-_YWDV5nVHzXr1IZwjkWtf8ud-F0ILRsIpm8wcfWtXgZh0lQCNkIZHBXUpyVKquW70VvqnKyOTiUHkZHwj-I2g87OLoKeT-m1wcIf3m9AT8_KY6NQq3YRMPDLE4WLajtNHIFvV8TJhx4i_vsxcrV61kv4uL6ZO-gqMKvQy8asx8dcjqd2vTtSr7Q_gyycYO94YgeU52BHY9FqO8xTBojbGZD_JC518bxaZj-NIZYeon1TeE9zEV-YXX_XzSLT9kVqunhoCIN_dVdDyktirZHUjkC-wMG0VcOn8plrPP3WTj3Kn0YAm98PSYXya1Gmw3plfWfbWqCZ17pH0QxzJKdep5RV_RZyNTK5aSUvIXIV8R1YyD8VWpny7GSEzvuBfGXQk8kP30YmHBY0m4h6zeAEtHMMJEmFXFun34P_hP4ChNkw8Y84HU-rEZ9YUwiGHghZ0ClYA6iA1wjfr8if_c54mT8sGOa7ntEvf_1ZGt3htWGmBGYDa8fwBhkhp9_Ln8gK_c1LhIbg7Y5CLGqsooGjTTxQGEYWjnm_qvaB2Z_aurh-Mx7ugCDZdRvZL4-7qLNBGzf0Yy6V9wxRAOxcpTt7s6KGDAwWx37W4nsGhtMZvgwV2qBTyvgA1Ty4MV2FYnfaE22CcnJ28aro31c0cyroA8bw3RafZSrBLGGdK2nHuuAr0e9Y5EBZ3F6e5ycy5AiGvvO61I7p1NTIkB3CWhvXaW7Ss-OCs_ztXuGBgls-EMvXYX5yt1P-UMC3n6bZRnlG74b3NeRxJcaDM2qQSvXhtpVRKSdPbSH1tz6RMzRg_arhwEatuy8T3Ob4Dng2YIFuvJHk01Jn4F3HRw9l4oYYRYicj0KTHgoY1uQBc_Ts0NduixnTrG2CzqdCKDGJ4umpQpE4IlNOoPPYV7Vv78aRnwT6c098dPBIlQ7f5QhLC02dvCRclcmec_-jLiQeCEsmh_Jc2avXOn5iyWcPDnZJcrsGeI-oUbEA2h4TRem8L-QVz3VL3pLLcUWk0z5bMw-bHMqTq_qo-7HGzpKH0CES3f7EW2THTrwOkQ5vltxjU9g_DY2uXYU3wwtbdWntkOAI58FzLHxgFQy3tajFXavQbGaBUbzCpIDrhMzwwShTTp3hrbwid2XNECtCsFq7begqMNy4pVO6FQh9R-nkORw4jOmauEZg6g9qmqeTu5_zR9jbYImv7mH5FjSNybIGvtDO3c7OnUoOne7oXuNvz3LBIgQc_yuTf7Nw96g8UrM-iOSD9nMQ5YN2lDY_wDdPN4u0rqFBhztuNyle7CyD-kjfr-7Ra0sNOsraRlnIWnSW1DOCrEYt_fl19c3og1yFS7hl3vguu_6IbZTibeTmknBvtPwvhTEO8_zW1YSxIMT2qjWe-8Z69mYSVublbVpGqXp_Wc8S8ZP34GJgF_2WIrmE5UvlcDewfV_AYdRsoZERG97C6605QTTUg_gCgiDn67FBF7RjJvdiNDwvwXjm4k-YTQVlKXXHXHAjaCuQ2yNNCOTgPA==\",\"summary\":[]},\"output_index\":0,\"sequence_number\":3}\n\nevent: response.output_item.added\ndata: {\"type\":\"response.output_item.added\",\"item\":{\"id\":\"msg_0cabc9d1491f10c9016ae24908a3e087d1a95885d4245b373f\",\"type\":\"message\",\"status\":\"in_progress\",\"content\":[],\"phase\":\"final_answer\",\"role\":\"assistant\"},\"output_index\":1,\"sequence_number\":4}\n\nevent: response.content_part.added\ndata: {\"type\":\"response.content_part.added\",\"content_index\":0,\"item_id\":\"msg_0cabc9d1491f10c9016ae24908a3e087d1a95885d4245b373f\",\"output_index\":1,\"part\":{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"\"},\"sequence_number\":5}\n\nevent: response.output_text.delta\ndata: {\"type\":\"response.output_text.delta\",\"content_index\":0,\"delta\":\"OK\",\"item_id\":\"msg_0cabc9d1491f10c9016ae24908a3e087d1a95885d4245b373f\",\"logprobs\":[],\"obfuscation\":\"ROt30LuDRUVYc5\",\"output_index\":1,\"sequence_number\":6}\n\nevent: response.output_text.done\ndata: {\"type\":\"response.output_text.done\",\"content_index\":0,\"item_id\":\"msg_0cabc9d1491f10c9016ae24908a3e087d1a95885d4245b373f\",\"logprobs\":[],\"output_index\":1,\"sequence_number\":7,\"text\":\"OK\"}\n\nevent: response.content_part.done\ndata: {\"type\":\"response.content_part.done\",\"content_index\":0,\"item_id\":\"msg_0cabc9d1491f10c9016ae24908a3e087d1a95885d4245b373f\",\"output_index\":1,\"part\":{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"OK\"},\"sequence_number\":8}\n\nevent: response.output_item.done\ndata: {\"type\":\"response.output_item.done\",\"item\":{\"id\":\"msg_0cabc9d1491f10c9016ae24908a3e087d1a95885d4245b373f\",\"type\":\"message\",\"status\":\"completed\",\"content\":[{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"OK\"}],\"phase\":\"final_answer\",\"role\":\"assistant\"},\"output_index\":1,\"sequence_number\":9}\n\nevent: response.completed\ndata: {\"type\":\"response.completed\",\"response\":{\"id\":\"resp_0cabc9d1491f10c9016ae24907b53087d18e4e308a06b0ea73\",\"object\":\"response\",\"created_at\":1793214727,\"status\":\"completed\",\"access_programs\":null,\"background\":false,\"completed_at\":1793214728,\"error\":null,\"frequency_penalty\":0,\"incomplete_details\":null,\"instructions\":null,\"max_output_tokens\":64,\"max_tool_calls\":null,\"model\":\"openai-gpt-54-mini\",\"moderation\":null,\"output\":[{\"id\":\"rs_0cabc9d1491f10c9016ae2490866e887d182fad1558173a2d3\",\"type\":\"reasoning\",\"content\":[],\"encrypted_content\":\"gAAAAABq4kkI4Q0cpOFjV14d4zkVeJRcj5vCJwcycDjxPK75hMGDZ-KG2QdYBEECh-f4zkKk53BgQR5W0IX8REcJzBmY7Or8VD62lT2sQQ8zhCOfHhOaWWw-GsMSvqAS5PFOPtHukdsIwTi89lnthYej58u_eAu3tNAR1go0rkXvI0jc-45cEB-uPninUBw1l4gZ3nDUI-go-aF8Irqm793fxtPoEuohdwwzVi18P_aMgCeFIUaPkz63_HCfZvhmld3QiOIS3kftOTBbIOfmB1Xat6e0qND6ngl0I8jniKQ5f7V1PPaGrvnMFRBezyfgkgV3PIduojb2bH2FRaEmUudWiun3eyQfWR59p1V38p023da_NmTDKSXIJMqAPb-orJterNSEiPBSya6gQUHzeQIiK1f7o4CmImxvwcnzqt_3c75vZX70NLvXGy71f1Iljs0yI_r4ncfCg-A7EF_rrN2w0xir4dxT_e8jETe_3Ov8OryZlQ5y65HWbRr-QW_e5HqTTagnwdzGBgHamAAM4IIpSV_bo68SCZpnDRAZ9LQLi-XjKnomRSfiitwsMSBrW0UH-A2clx-Sx_escHL8GEIyDNKQ65-AeOEe3JbyqyUAf_AO7zs1GgugmhKdxyy4z0V1agSGoBl4rZj9y1o-liD4dJ91pb40sjTam96KJqbfe0llobs1B-0SZhz5DLY6h_LdoWIM_tmVb5aH3lEOIV0QHFPoHVKDW0Gboxvy4mxJ-8RbqYoKNNPDZMj36Kw1OV_oq2bKVs1bvF_LI1Q5-Va1pjqRdr46pC2ZKb6-hnNDDELsGPB1Ba_LEv49gJo7_OlhmPWi47sPeWFrAXdj-vgX3f8di1YMvuPFwJezcLG1HWHWEUgMPqaMJGfjltU8Ji4xdyDDlHAkuo9XIh7ZgmPlVM45ucO0Blynv24Tgb0h6gFRUrFVbTbGfDrL_3FH7g98iTE-mW40gEI90rUNtmVFe0ZmNm4igue_JCehHuwOF-e2XDdlNXD4Gkw-Y0DdM5-DhULkjN1AAgjtmdl4Ud6yCZNjg8hcRp_bq6QRnZPryo3EIpvCpTijg93MVKDmVadt80_2dN6501rpyNBDnzK3FOUfMX0zWooGBDkYEddMMzKZUqMfT-keN_CYgDbGdMSkMT7Q9TF3QUs5scstVP1T1xr2nB5Ywb0rY8B20CFUQPxJYKxZHnHAkANkrNzNKCxGYCq9nrzbgrZcgONl0jUEncc6W-mxoIPWaeT8ZsQjd2y79wfHqGCUdl2Qi3sSbFO2NxhMHKA7aG-jacop27SGeyz7DvB-fjtGn0nbnwDatEanL6D5NheA2hNvoG5g2SW99LnPvwS8as2cyARwWitaRCLbCiMRnfl-frlq7uhEvesRlLUpzzQbre2q5FVPrOTOC8Rh2YcHHDCj0u2_CQsvAFHhRwsfQEirT92bkP_Jaxvftcp2Kdskae-EifRydeqB7fuOsmOB3i1b7PQyzolWSIasCS3YkBCEEtiVIMe2Bftq0NUzkTj0TeQn7U_pFvz1hZ3hggwTIGmJmjzVYMivFZ2f7faoUN3R6TzYxHMO0YFuRgjXXW8eqWLaoU0scHM0SpQnPqMMIn_25uvS2TowqHZQ_NVxHipi13q1z0pYGHc3k1_x-uA3Z9UuGKwb8PXYrCIYBuLyluXJZUgz8K4RqtH3E1_yvsH_MZT7Aaqv_nbkGG9zqVM-b1hSAlqjQlbIBvALsRV0XQksPAhCTXew7AJDBznJwNw7dSD-DFFgETe3qfJLPX6dZMFGthaRQFc-RVaq7abfOcYCgUA-dESiHuYdjvBnjQ==\",\"summary\":[]},{\"id\":\"msg_0cabc9d1491f10c9016ae24908a3e087d1a95885d4245b373f\",\"type\":\"message\",\"status\":\"completed\",\"content\":[{\"type\":\"output_text\",\"annotations\":[],\"logprobs\":[],\"text\":\"OK\"}],\"phase\":\"final_answer\",\"role\":\"assistant\"}],\"parallel_tool_calls\":true,\"presence_penalty\":0,\"previous_response_id\":null,\"prompt_cache_retention\":\"24h\",\"reasoning\":{\"context\":\"current_turn\",\"effort\":\"high\",\"mode\":\"standard\",\"summary\":\"detailed\"},\"service_tier\":\"default\",\"store\":false,\"temperature\":1,\"text\":{\"format\":{\"type\":\"text\"},\"verbosity\":\"medium\"},\"tool_choice\":\"auto\",\"tool_usage\":{\"image_gen\":{\"input_tokens\":0,\"input_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"output_tokens\":0,\"output_tokens_details\":{\"image_tokens\":0,\"text_tokens\":0},\"total_tokens\":0},\"web_search\":{\"num_requests\":0}},\"tools\":[],\"top_logprobs\":0,\"top_p\":0.98,\"truncation\":\"disabled\",\"usage\":{\"input_tokens\":10,\"input_tokens_details\":{\"cache_write_tokens\":0,\"cached_tokens\":0},\"output_tokens\":26,\"output_tokens_details\":{\"reasoning_tokens\":19},\"total_tokens\":36},\"metadata\":{}},\"sequence_number\":10}\n\ndata: [DONE]\n\n" + } + } + ] +} diff --git a/packages/ai/test/fixtures/recordings/vercel-ai-gateway-images/sizes-grok-through-xai-provider-options.json b/packages/ai/test/fixtures/recordings/vercel-ai-gateway-images/sizes-grok-through-xai-provider-options.json new file mode 100644 index 000000000000..d2fc17ed6fc5 --- /dev/null +++ b/packages/ai/test/fixtures/recordings/vercel-ai-gateway-images/sizes-grok-through-xai-provider-options.json @@ -0,0 +1,32 @@ +{ + "version": 1, + "metadata": { + "tags": [ + "prefix:vercel-ai-gateway-images", + "provider:vercel-ai-gateway", + "protocol:openai-images" + ], + "name": "vercel-ai-gateway-images/sizes-grok-through-xai-provider-options", + "recordedAt": "2026-10-28T14:29:01.587Z" + }, + "interactions": [ + { + "transport": "http", + "request": { + "method": "POST", + "url": "https://ai-gateway.vercel.sh/v1/images/generations", + "headers": { + "content-type": "application/json" + }, + "body": "{\"model\":\"spacexai/grok-imagine-image\",\"prompt\":\"A simple flat black circle centered on a plain white background.\",\"providerOptions\":{\"xai\":{\"aspect_ratio\":\"16:9\",\"resolution\":\"1k\"}}}" + }, + "response": { + "status": 200, + "headers": { + "content-type": "application/json" + }, + "body": "{\"created\":1793197741,\"data\":[{\"b64_json\":\"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\"}],\"usage\":{\"total_tokens\":0,\"input_tokens\":0,\"output_tokens\":0},\"providerMetadata\":{\"xai\":{\"images\":[{}],\"costInUsdTicks\":200000000},\"gateway\":{\"routing\":{\"originalModelId\":\"xai/grok-imagine-image\",\"resolvedProvider\":\"xai\",\"fallbacksAvailable\":[],\"planningReasoning\":\"System credentials planned for: xai. Total execution order: xai(system)\",\"canonicalSlug\":\"xai/grok-imagine-image\",\"finalProvider\":\"xai\",\"modelAttemptCount\":1,\"modelAttempts\":[{\"canonicalSlug\":\"xai/grok-imagine-image\",\"success\":true,\"providerAttemptCount\":1,\"providerAttempts\":[{\"provider\":\"xai\",\"credentialType\":\"system\",\"success\":true,\"startTime\":1793197737411,\"endTime\":1793197741640,\"statusCode\":200}]}],\"totalProviderAttemptCount\":1},\"cost\":\"0.02\",\"marketCost\":\"0.02\",\"surchargeCost\":\"0\",\"gatewayCost\":\"0.02\",\"inferenceCost\":\"0.02\",\"inputInferenceCost\":\"0\",\"outputInferenceCost\":\"0.02\",\"generationId\":\"gen_01M61EM1D7BAZJTX3W9GXV0WGH\"}}}" + } + } + ] +} diff --git a/packages/ai/test/image.test.ts b/packages/ai/test/image.test.ts index f9cf669fabee..fe49cfb341cc 100644 --- a/packages/ai/test/image.test.ts +++ b/packages/ai/test/image.test.ts @@ -2,17 +2,7 @@ import { describe, expect } from "bun:test" import { Effect, Layer, Stream } from "effect" import { HttpClientRequest } from "effect/http" import { Image, ImageClient, Media } from "../src/effect.js" -import { - BlackForestLabs, - Fal, - Google, - OpenAI, - Replicate, - Stability, - VercelAIGateway, - XAI, - ZAI, -} from "../src/providers.js" +import { Google, OpenAI, OpenAICompatible, OpenRouter, VercelAIGateway, XAI, ZAI } from "../src/providers.js" import { it } from "./lib/effect.js" import { dynamicResponse, json } from "./lib/http.js" @@ -169,6 +159,42 @@ describe("Image", () => { }), ) + it.effect("requests inline bytes by default where hosts would return URLs", () => + Effect.gen(function* () { + const bodies: Array = [] + const compatible = OpenAICompatible.configure({ apiKey: "test", baseURL: "https://compatible.test/v1" }) + const xai = XAI.configure({ apiKey: "test", baseURL: "https://api.xai.test/v1" }) + const generate = ( + model: Parameters[0]["model"], + providerOptions?: Record, + ) => + Image.generate({ model, prompt: "A lighthouse", providerOptions }).pipe( + Effect.provide( + layer((input) => { + bodies.push(JSON.parse(input.text)) + return Effect.succeed(json(input, { data: [{ b64_json: "AQID" }] })) + }), + ), + ) + + yield* generate(compatible.image("flux-schnell")) + yield* generate(compatible.image("flux-schnell"), { response_format: "url" }) + yield* generate(compatible.image("openai/gpt-image-2")) + yield* generate(compatible.image("image-alias"), { response_format: null }) + yield* generate(xai.image("grok-imagine-image")) + yield* generate(xai.image("grok-imagine-image"), { responseFormat: "url" }) + + expect(bodies).toEqual([ + { model: "flux-schnell", prompt: "A lighthouse", response_format: "b64_json" }, + { model: "flux-schnell", prompt: "A lighthouse", response_format: "url" }, + { model: "openai/gpt-image-2", prompt: "A lighthouse" }, + { model: "image-alias", prompt: "A lighthouse" }, + { model: "grok-imagine-image", prompt: "A lighthouse", response_format: "b64_json" }, + { model: "grok-imagine-image", prompt: "A lighthouse", response_format: "url" }, + ]) + }), + ) + describe("OpenAI-style url results", () => { const generate = (data: unknown) => Image.generate({ @@ -321,6 +347,74 @@ describe("Image", () => { ), ) + describe("gateway and Google sizing", () => { + const sent = (expected: Record, response: unknown = { data: [{ b64_json: "AQID" }] }) => + layer((input) => { + expect(JSON.parse(input.text)).toEqual(expected) + return Effect.succeed(json(input, response)) + }) + const prompt = "A lighthouse" + const openrouter = OpenRouter.configure({ apiKey: "test", baseURL: "https://openrouter.test/v1" }) + + it.effect("sends OpenRouter an aspect ratio and resolution tier instead of pixels", () => + Image.generate({ + model: openrouter.image("google/gemini-3.1-flash-image"), + prompt, + aspect: "16:9", + resolution: "0.5K", + }).pipe( + Effect.provide( + sent({ model: "google/gemini-3.1-flash-image", prompt, aspect_ratio: "16:9", resolution: "512" }), + ), + ), + ) + + it.effect("leaves out a resolution OpenRouter doesn't list", () => + Image.generate({ model: openrouter.image("x/y"), prompt, aspect: "1:1", resolution: "8K" }).pipe( + Effect.provide(sent({ model: "x/y", prompt, aspect_ratio: "1:1" })), + ), + ) + + for (const modelID of ["spacexai/grok-imagine-image", "xai/grok-imagine-image"]) + it.effect(`sizes Vercel AI Gateway ${modelID} through xAI provider options`, () => + Image.generate({ + model: VercelAIGateway.configure({ apiKey: "test", baseURL: "https://gateway.test/v1" }).image(modelID), + prompt, + aspect: "16:9", + resolution: "2K", + }).pipe( + Effect.provide( + sent({ model: modelID, prompt, providerOptions: { xai: { aspect_ratio: "16:9", resolution: "2k" } } }), + ), + ), + ) + + it.effect("names Google's half tier 512", () => + Image.generate({ + model: Google.configure({ apiKey: "test", baseURL: "https://google.test/v1beta" }).image( + "gemini-3.1-flash-image", + ), + prompt, + aspect: "1:1", + resolution: "0.5K", + }).pipe( + Effect.provide( + layer((input) => { + expect(JSON.parse(input.text).generationConfig.imageConfig).toEqual({ + aspectRatio: "1:1", + imageSize: "512", + }) + return Effect.succeed( + json(input, { + candidates: [{ content: { parts: [{ inlineData: { mimeType: "image/png", data: "AQID" } }] } }], + }), + ) + }), + ), + ), + ) + }) + it.effect("preserves native snake_case and unknown request options", () => Image.generate({ model: OpenAI.configure({ @@ -435,6 +529,86 @@ describe("Image", () => { ), ) + describe("OpenRouter image inputs", () => { + const openrouter = OpenRouter.configure({ apiKey: "test", baseURL: "https://openrouter.test/v1" }) + const sent = (expected: Record) => + layer((input) => + Effect.gen(function* () { + const request = yield* HttpClientRequest.toWeb(input.request).pipe(Effect.orDie) + expect(request.url).toBe("https://openrouter.test/v1/images/generations") + expect(request.headers.get("content-type")).toBe("application/json") + expect(JSON.parse(input.text)).toEqual(expected) + return json(input, { data: [{ b64_json: "AQID" }] }) + }), + ) + + it.effect("sends a plain generation unchanged", () => + Image.generate({ model: openrouter.image("openai/gpt-image-1-mini"), prompt: "A lighthouse" }).pipe( + Effect.provide(sent({ model: "openai/gpt-image-1-mini", prompt: "A lighthouse" })), + ), + ) + + it.effect("sends input images as input references on the generations endpoint", () => + Image.generate({ + model: openrouter.image("openai/gpt-image-1-mini"), + prompt: "Combine these images", + images: [Media.bytes(Uint8Array.from([1, 2, 3]), "image/png"), Media.url("https://example.test/source.png")], + providerOptions: { quality: "low" }, + }).pipe( + Effect.provide( + sent({ + model: "openai/gpt-image-1-mini", + prompt: "Combine these images", + input_references: [ + { type: "image_url", image_url: { url: "data:image/png;base64,AQID" } }, + { type: "image_url", image_url: { url: "https://example.test/source.png" } }, + ], + quality: "low", + }), + ), + ), + ) + + it.effect("rejects a mask", () => + Effect.gen(function* () { + const error = yield* Image.generate({ + model: openrouter.image("openai/gpt-image-1-mini"), + prompt: "Paint the masked area", + images: [Media.bytes(Uint8Array.from([1, 2, 3]), "image/png")], + providerOptions: { mask: Media.bytes(Uint8Array.from([7, 8, 9]), "image/png") }, + }).pipe(Effect.flip) + expect(error.reason._tag).toBe("UnsupportedOperation") + expect(error.message).toContain("openrouter image edits take no mask") + }).pipe(Effect.provide(layer(() => Effect.die("no request expected")))), + ) + }) + + it.effect("sends OpenAI edits as JSON to the ChatGPT backend, which rejects multipart", () => + Image.generate({ + model: OpenAI.configure({ apiKey: "test", baseURL: "https://chatgpt.com/backend-api/codex" }).image( + "gpt-image-2", + ), + prompt: "Add a red cap", + images: [Media.bytes(Uint8Array.from([1, 2, 3]), "image/png")], + }).pipe( + Effect.provide( + layer((input) => + Effect.gen(function* () { + const request = yield* HttpClientRequest.toWeb(input.request).pipe(Effect.orDie) + expect(request.url).toBe("https://chatgpt.com/backend-api/codex/images/edits") + expect(request.headers.get("content-type")).toBe("application/json") + expect(JSON.parse(input.text)).toEqual({ + model: "gpt-image-2", + prompt: "Add a red cap", + images: [{ image_url: "data:image/png;base64,AQID" }], + }) + return json(input, { data: [{ b64_json: "AQID" }] }) + }), + ), + ), + ), + ) + it.effect("routes ordered xAI image inputs through JSON edits", () => Image.generate({ model: XAI.configure({ apiKey: "test", baseURL: "https://api.xai.test/v1" }).image("future-model"), @@ -457,6 +631,7 @@ describe("Image", () => { { url: "https://example.test/source.jpg", type: "image_url" }, { file_id: "file_123" }, ], + response_format: "b64_json", }) return Effect.succeed( input.respond(JSON.stringify({ data: [{ b64_json: "AQID", mime_type: "image/png" }] }), { @@ -484,6 +659,7 @@ describe("Image", () => { model: "future-model", prompt: "Edit this image", image: { file_id: "file_123" }, + response_format: "b64_json", }) return Effect.succeed( input.respond(JSON.stringify({ data: [{ b64_json: "AQID", mime_type: "image/png" }] }), { @@ -876,224 +1052,21 @@ describe("Image", () => { it.effect("rejects what a route cannot honor before sending anything", () => Effect.gen(function* () { const openai = OpenAI.configure({ apiKey: "test" }) - const replicate = Replicate.configure({ apiKey: "test" }).image("black-forest-labs/flux-schnell") const prompt = "A lighthouse" const errors = yield* Effect.all( [ Image.start({ model: Google.configure({ apiKey: "test" }).image("gemini-3.1-flash-image"), prompt }), Image.generate({ model: Google.configure({ apiKey: "test" }).image("gemini-3.1-flash-image"), prompt, n: 2 }), - Image.start({ - model: BlackForestLabs.configure({ apiKey: "test" }).image("flux-2-pro"), - prompt, - resolution: "4K", - }), - Image.start({ - model: Fal.configure({ apiKey: "test" }).image("fal-ai/flux-pro/kontext"), - prompt, - resolution: "2K", - }), Stream.runCollect(Image.stream({ model: openai.image("gpt-image-2"), prompt, n: 2 })), - Image.start({ model: replicate, prompt, aspect: "1:1" }), - Image.start({ - model: replicate, - prompt, - providerOptions: { image: Media.bytes(new Uint8Array(300 * 1024), "image/png") }, - }), - Image.start({ model: Stability.configure({ apiKey: "test" }).upscale(), prompt }), ].map((effect) => Effect.flip(effect)), ) expect(errors.map((error) => [error.reason._tag, "operation" in error.reason && error.reason.operation])).toEqual( [ ["UnsupportedOperation", "image.start"], ["UnsupportedOperation", "media.n"], - ["UnsupportedOperation", "media.resolution"], - ["UnsupportedOperation", "media.resolution"], ["UnsupportedOperation", "media.n"], - ["UnsupportedOperation", "media.aspect"], - ["InvalidRequest", false], - ["InvalidRequest", false], ], ) }).pipe(Effect.provide(layer(() => Effect.die("an unsupported request reached the network")))), ) - - const falToken = { - requestID: "r1", - statusURL: "https://queue.fal.test/fal-ai/flux/requests/r1/status", - responseURL: "https://queue.fal.test/fal-ai/flux/requests/r1", - cancelURL: "https://queue.fal.test/fal-ai/flux/requests/r1/cancel", - } - const falSubmitted = { - request_id: falToken.requestID, - status_url: falToken.statusURL, - response_url: falToken.responseURL, - cancel_url: falToken.cancelURL, - } - const bodies: Array = [] - it.effect("sizes fal Kontext by aspect ratio and sends several images to /multi", () => - Effect.gen(function* () { - const fal = Fal.configure({ apiKey: "test", baseURL: "https://queue.fal.test" }) - const images = [Media.url("https://example.test/a.png"), Media.url("https://example.test/b.png")] - const rejected = yield* Image.start({ - model: fal.image("fal-ai/flux-pro/kontext"), - prompt: "A lighthouse", - resolution: "2K", - }).pipe(Effect.flip) - yield* Image.start({ - model: fal.image("fal-ai/flux-pro/kontext"), - prompt: "A lighthouse", - images: images.slice(0, 1), - aspect: "16:9", - }) - yield* Image.start({ model: fal.image("fal-ai/flux-pro/kontext/max/multi"), prompt: "A lighthouse", images }) - - expect(rejected.reason).toMatchObject({ _tag: "UnsupportedOperation", operation: "media.resolution" }) - expect(bodies).toEqual([ - { prompt: "A lighthouse", aspect_ratio: "16:9", image_url: "https://example.test/a.png" }, - { prompt: "A lighthouse", image_urls: ["https://example.test/a.png", "https://example.test/b.png"] }, - ]) - }).pipe( - Effect.provide( - layer((input) => { - bodies.push(JSON.parse(input.text)) - return Effect.succeed(json(input, falSubmitted)) - }), - ), - ), - ) - - it.effect("decodes fal sync_mode data URIs as inline images", () => - Effect.gen(function* () { - const generation = yield* Image.resume(Fal.configure({ apiKey: "test" }).image("fal-ai/flux/schnell"), falToken) - const response = yield* generation.await() - - expect(response.images.map((image) => image.source)).toEqual([ - { type: "base64", data: "AQID", mediaType: "image/png" }, - { type: "url", url: "https://v3.fal.media/out.jpg", mediaType: "image/jpeg" }, - ]) - expect(response.image.info).toEqual({ width: 512, height: 512 }) - expect(yield* response.image.bytes()).toEqual(Uint8Array.from([1, 2, 3])) - }).pipe( - Effect.provide( - layer((input) => - Effect.succeed( - input.request.url === falToken.statusURL - ? json(input, { status: "COMPLETED" }) - : json(input, { - images: [ - { url: "data:image/png;base64,AQID", width: 512, height: 512, content_type: "image/png" }, - { url: "https://v3.fal.media/out.jpg", width: 512, height: 512, content_type: "image/jpeg" }, - ], - }), - ), - ), - ), - ), - ) - - const falDetail = { detail: [{ loc: ["body", "prompt"], msg: "Invalid input", type: "value_error" }] } - it.effect( - "fails a fal await whose COMPLETED status carries an error with the response_url body and HTTP context", - () => - Effect.gen(function* () { - const generation = yield* Image.resume(Fal.configure({ apiKey: "test" }).image("fal-ai/flux/schnell"), falToken) - expect(generation.status).toBe("failed") - const error = yield* generation.await().pipe(Effect.flip) - expect(error.reason._tag).toBe("InvalidRequest") - expect(error.reason.body).toBe(JSON.stringify(falDetail)) - expect(error.reason.http).toMatchObject({ url: falToken.responseURL, status: 422 }) - }).pipe( - Effect.provide( - layer((input) => - Effect.succeed( - input.request.url === falToken.statusURL - ? json(input, { status: "COMPLETED", error: "Invalid input", error_type: "ValidationError" }) - : json(input, falDetail, { status: 422 }), - ), - ), - ), - ), - ) - - const moderated = { id: "req_1", status: "Content Moderated" } - const prediction = { - id: "p_1", - status: "succeeded", - output: { text: "not an image" }, - urls: { get: "https://replicate.test/p_1", cancel: "https://replicate.test/p_1/cancel" }, - } - for (const pending of [ - { - model: BlackForestLabs.configure({ apiKey: "test" }).image("flux-2-pro"), - token: { id: "req_1", pollingURL: "https://bfl.test/v1/get_result?id=req_1" }, - status: 200, - body: { id: "req_1", status: "Pending" }, - message: "Black Forest Labs generation req_1", - }, - { - model: Replicate.configure({ apiKey: "test" }).image("owner/model"), - token: { id: "p_1", getURL: "https://replicate.test/p_1", cancelURL: "https://replicate.test/p_1/cancel" }, - status: 200, - body: { - id: "p_1", - status: "processing", - urls: { get: "https://replicate.test/p_1", cancel: "https://replicate.test/p_1/cancel" }, - }, - message: "Replicate generation p_1", - }, - { - model: Stability.configure({ apiKey: "test", baseURL: "https://stability.test" }).upscale(), - token: { id: "up_1" }, - status: 202, - body: { id: "up_1", status: "in-progress" }, - message: "Stability AI generation up_1", - }, - ]) { - it.effect(`rejects reading a ${pending.model.provider} result before the generation finishes`, () => - Effect.gen(function* () { - const generation = yield* Image.resume(pending.model, pending.token) - const error = yield* generation.result().pipe(Effect.flip) - expect(error.reason._tag).toBe("InvalidRequest") - expect(error.message).toBe(`${pending.message} has not finished; await it before reading the result`) - expect(error.reason.body).toBe(JSON.stringify(pending.body)) - expect(error.reason.http?.status).toBe(pending.status) - }).pipe( - Effect.provide( - layer((input) => - Effect.succeed( - input.respond(JSON.stringify(pending.body), { - status: pending.status, - headers: { "content-type": "application/json" }, - }), - ), - ), - ), - ), - ) - } - - it.effect("classifies terminal outcomes the recordings never saw", () => - Effect.gen(function* () { - const bfl = yield* Image.resume(BlackForestLabs.configure({ apiKey: "test" }).image("flux-2-pro"), { - id: "req_1", - pollingURL: "https://bfl.test/v1/get_result?id=req_1", - }).pipe( - Effect.flatMap((generation) => generation.await()), - Effect.flip, - ) - const replicate = yield* Image.generate({ - model: Replicate.configure({ apiKey: "test", baseURL: "https://replicate.test" }).image("owner/model"), - prompt: "A lighthouse", - }).pipe(Effect.flip) - - expect(bfl.reason).toMatchObject({ _tag: "ContentPolicy", body: JSON.stringify(moderated) }) - expect(replicate.reason).toMatchObject({ _tag: "InvalidProviderOutput", body: JSON.stringify(prediction) }) - }).pipe( - Effect.provide( - layer((input) => - Effect.succeed(json(input, input.request.url.startsWith("https://bfl.test") ? moderated : prediction)), - ), - ), - ), - ) }) diff --git a/packages/ai/test/image.types.ts b/packages/ai/test/image.types.ts index 6746c0ccc94e..9a096918b002 100644 --- a/packages/ai/test/image.types.ts +++ b/packages/ai/test/image.types.ts @@ -9,7 +9,7 @@ import { type ImageRequestFor, } from "../src/effect.js" import type { Service } from "../src/image-client.js" -import { Anthropic, BlackForestLabs, Google, OpenAI, Stability, XAI, ZAI } from "../src/providers.js" +import { Anthropic, Google, OpenAI, XAI, ZAI } from "../src/providers.js" type Requirements = T extends Effect.Effect ? R : never type Equal = [A, B] extends [B, A] ? true : false @@ -102,12 +102,6 @@ Image.generate({ model: openai, prompt: "A lighthouse", providerOptions: { quali Image.generate({ model: openai, prompt: "A lighthouse", providerOptions: { outputCompression: "80" } }) // @ts-expect-error Partial image counts are numeric. Image.stream({ model: openai, prompt: "A lighthouse", providerOptions: { partialImages: "1" } }) -const bfl = BlackForestLabs.configure({ apiKey: "test" }).image("flux-2-pro") -// @ts-expect-error Known BFL numeric options retain their value kind. -Image.start({ model: bfl, prompt: "A lighthouse", providerOptions: { safety_tolerance: "2" } }) -const stability = Stability.configure({ apiKey: "test" }) -// @ts-expect-error Only the creative upscaler is queued, so the selector takes no model id. -stability.upscale("fast") OpenAI.imageGeneration({ action: "future-action", quality: "future-quality", size: "2048x2048" }) // @ts-expect-error Hosted image generation numeric options retain their value kind. OpenAI.imageGeneration({ partialImages: "2" }) diff --git a/packages/ai/test/openai-freeform.test.ts b/packages/ai/test/openai-freeform.test.ts new file mode 100644 index 000000000000..e21d2569a07a --- /dev/null +++ b/packages/ai/test/openai-freeform.test.ts @@ -0,0 +1,76 @@ +import { describe, expect, test } from "bun:test" +import { LLMEvent, ToolDefinition } from "../src/effect.js" +import { OpenAIFreeform } from "../src/protocols/openai-freeform.js" +import { ToolStream } from "../src/protocols/utils/tool-stream.js" + +const inputSchema = { + type: "object", + properties: { code: { type: "string" } }, + required: ["code"], + additionalProperties: false, +} +const tool = (input: Partial = {}) => + ToolDefinition.make({ name: "run", description: "Run code", inputSchema, freeform: { type: "text" }, ...input }) +const custom = { field: "code", format: { type: "text" } } as const + +const RAW = ['say "hi"\n\tdone\\', "naïve 😀 \u2028", "\u0000 }{ ]"] + +describe("OpenAI freeform tools", () => { + test("resolves a freeform tool to its string field", () => { + expect(OpenAIFreeform.resolve(tool())).toEqual(custom) + expect(OpenAIFreeform.resolve(tool({ freeform: undefined }))).toBeUndefined() + expect(OpenAIFreeform.resolve(tool({ native: { openai: {} } }))).toBeUndefined() + expect( + OpenAIFreeform.resolve(tool({ inputSchema: { ...inputSchema, properties: { code: { type: "number" } } } })), + ).toBeUndefined() + expect(OpenAIFreeform.resolve(tool({ inputSchema: { ...inputSchema, required: [] } }))).toBeUndefined() + }) + + test("converts between raw text and the JSON input", () => { + for (const raw of RAW) { + const json = OpenAIFreeform.fromRaw(custom, raw) + expect(JSON.parse(json)).toEqual({ code: raw }) + expect(OpenAIFreeform.toRaw(custom, JSON.parse(json))).toBe(raw) + } + expect(OpenAIFreeform.fromRaw(undefined, "x")).toBe('{"input":"x"}') + expect(OpenAIFreeform.toRaw(custom, { code: 1 })).toBe('{"code":1}') + }) + + test("streams raw chunks as JSON fragments that add up to the input", () => { + for (const raw of RAW) { + // Split at every code unit, including inside surrogate pairs and escape-worthy characters. + const chunks = [...Array(raw.length).keys()].map((index) => raw[index]) + const fragments = [OpenAIFreeform.streamStart(custom), ...chunks.map(OpenAIFreeform.streamDelta)] + const started = ToolStream.start(ToolStream.empty(), "ctc_1", { + id: "call_1", + name: "run", + input: fragments.join(""), + }) + const closed = OpenAIFreeform.close(started, ["ctc_1"], { custom, raw }) + expect(closed.events).toMatchObject([{ type: "tool-input-delta", text: '"}' }]) + expect(JSON.parse(closed.tools.ctc_1?.input ?? "")).toEqual({ code: raw }) + } + }) + + test("leaves a call open when the final input disagrees with the streamed one", () => { + const tools = ToolStream.start(ToolStream.empty(), "ctc_1", { + id: "call_1", + name: "run", + input: OpenAIFreeform.streamStart(custom, "partial"), + }) + const closed = OpenAIFreeform.close(tools, ["ctc_1", "missing"], { custom, raw: "different" }) + expect(closed.events).toEqual([]) + expect(closed.tools).toBe(tools) + expect(OpenAIFreeform.close(tools, ["ctc_1"]).events.filter(LLMEvent.is.toolInputDelta)).toHaveLength(1) + }) + + test("keeps an item id only while the call type is unchanged", () => { + const customCall = { openai: OpenAIFreeform.metadata("ctc_1", true) } + const functionCall = { openai: OpenAIFreeform.metadata("fc_1", false) } + expect(OpenAIFreeform.keepsItemID(customCall, "openai", true)).toBe(true) + expect(OpenAIFreeform.keepsItemID(customCall, "openai", false)).toBe(false) + expect(OpenAIFreeform.keepsItemID(functionCall, "openai", false)).toBe(true) + expect(OpenAIFreeform.keepsItemID(functionCall, "openai", true)).toBe(false) + expect(OpenAIFreeform.keepsItemID(undefined, "openai", false)).toBe(true) + }) +}) diff --git a/packages/ai/test/promise.test.ts b/packages/ai/test/promise.test.ts index df235c078f19..5ce3beb85bc8 100644 --- a/packages/ai/test/promise.test.ts +++ b/packages/ai/test/promise.test.ts @@ -7,7 +7,7 @@ import { HttpClientRequest } from "effect/http" import { AIError, LLMEvent, Media, SpeechEvent, TranscriptionEvent } from "../src/effect.js" import { RequestExecutor } from "../src/route.js" import { AI } from "../src/index.js" -import { AssemblyAI, OpenAI, Replicate, Runway } from "../src/providers.js" +import { AssemblyAI, OpenAI, Runway } from "../src/providers.js" import { handlerLayer, json } from "./lib/http.js" import { finishChunk, toolCallChunk } from "./lib/openai-chunks.js" import { sseEvents } from "./lib/sse.js" @@ -50,13 +50,6 @@ const executor = (seen: Array) => : input.respond(JSON.stringify({ data: [{ b64_json: "AQID" }], output_format: "png" }), { headers: { "content-type": "application/json" }, }) - if (web.url.startsWith("https://replicate.test")) - return json(input, { - id: "p_1", - status: "succeeded", - output: "https://replicate.test/a.webp", - urls: { get: "https://replicate.test/p_1", cancel: "https://replicate.test/p_1/cancel" }, - }) if (web.url.startsWith("https://slow.test")) return input.respond( new ReadableStream({ @@ -173,11 +166,6 @@ describe("AI promise client", () => { "https://openai.test/v1/images/generations", ]) - const generation = await ai.image.start({ - model: Replicate.configure({ apiKey: "test", baseURL: "https://replicate.test" }).image("owner/model"), - prompt: "A lighthouse", - }) - expect((await generation.await()).image.source).toMatchObject({ url: "https://replicate.test/a.webp" }) await ai.dispose() }) @@ -470,6 +458,54 @@ describe("AI promise client", () => { await ai.dispose() }) + test("compacts through the endpoint and the trigger, and rejects unsupported routes with AIError", async () => { + const checkpoint = { type: "compaction", id: "cmp_1", encrypted_content: "opaque" } + const paths: Array = [] + const ai = AI.make({ + layer: RequestExecutor.layer.pipe( + Layer.provide( + handlerLayer((input) => + Effect.gen(function* () { + const path = new URL((yield* HttpClientRequest.toWeb(input.request).pipe(Effect.orDie)).url).pathname + paths.push(path) + if (path === "/v1/responses/compact") + return json(input, { + object: "response.compaction", + output: [checkpoint], + usage: { input_tokens: 100, output_tokens: 10, total_tokens: 110 }, + }) + expect(JSON.parse(input.text).input.at(-1)).toEqual({ type: "compaction_trigger" }) + return input.respond( + sseEvents({ type: "response.completed", response: { id: "resp_1", output: [checkpoint] } }), + { headers: { "content-type": "text/event-stream" } }, + ) + }), + ), + ), + ), + }) + const request = ai.llm.request({ model: openai.responses("gpt-5"), prompt: "Hello" }) + + const compacted = await ai.llm.compact(request) + expect(compacted.replacement.flatMap((message) => message.content.map((part) => part.type))).toEqual([ + "compaction", + ]) + expect(compacted.usage?.totalTokens).toBe(110) + + const triggered = await ai.llm.compact(request, { mechanism: "trigger" }) + expect(triggered.checkpoint).toMatchObject({ id: "cmp_1", encrypted: "opaque" }) + expect(triggered.responseID).toBe("resp_1") + expect(paths).toEqual(["/v1/responses/compact", "/v1/responses"]) + + const unsupported = await ai.llm + // @ts-expect-error Untyped callers on routes without a compact endpoint must reject with AIError. + .compact(ai.llm.request({ model: openai.chat("gpt-4o-mini"), prompt: "Hello" })) + .catch((error: unknown) => error) + expect(unsupported instanceof AIError && unsupported.reason._tag).toBe("UnsupportedOperation") + expect(paths).toHaveLength(2) + await ai.dispose() + }) + test("the default client is created lazily and can be disposed", async () => { expect(typeof AI.ai.llm.generate).toBe("function") expect(typeof AI.ai.image.generate).toBe("function") diff --git a/packages/ai/test/provider-error.test.ts b/packages/ai/test/provider-error.test.ts index 00eefe6969a0..228f6afc533d 100644 --- a/packages/ai/test/provider-error.test.ts +++ b/packages/ai/test/provider-error.test.ts @@ -201,10 +201,6 @@ describe("provider error classification", () => { classifyProviderFailure({ message: messages.error.message, rawBody: JSON.stringify(messages) }), ].map((failure) => failure._tag), ).toEqual(["ContentPolicy", "ContentPolicy", "ContentPolicy"]) - const stability = { id: "a1b2", name: "content_moderation", errors: ["Your request was flagged"] } - expect( - classifyProviderFailure({ message: "Forbidden", status: 403, rawBody: JSON.stringify(stability) })._tag, - ).toBe("ContentPolicy") }) test("classifies Alibaba Model Studio data inspection failures", () => { @@ -487,6 +483,21 @@ describe("provider error classification", () => { expect(isContextOverflow("Too many tokens")).toBe(true) }) + test("classifies 429 token throttles as retryable rate limits, not context overflow", () => { + const bodies = [ + // Cerebras, captured live + '{"message":"Tokens per minute limit exceeded - too many tokens processed.","type":"too_many_tokens_error","param":"quota","code":"token_quota_exceeded"}', + '{"message":"Token limit reached: too many tokens per minute for this model."}', + ] + for (const body of bodies) { + const error = new AIError({ + reason: classifyProviderFailure({ message: providerErrorMessage(body), status: 429, rawBody: body }), + }) + expect(error.reason._tag).toBe("RateLimit") + expect(isRetryable(error)).toBe(true) + } + }) + test("does not infer context overflow from known throttling exceptions", () => { const cases = [ { status: 429, data: { code: "ThrottlingException" } }, diff --git a/packages/ai/test/provider-model.types.ts b/packages/ai/test/provider-model.types.ts new file mode 100644 index 000000000000..c3ba2b29338e --- /dev/null +++ b/packages/ai/test/provider-model.types.ts @@ -0,0 +1,37 @@ +import { + Anthropic, + Google, + Groq, + OpenAI, + OpenAICompatible, + OpenCode, + OpenRouter, + VercelAIGateway, + XAI, +} from "../src/providers/index.js" + +OpenAI.model("gpt-5") +OpenAI.chatModel("gpt-5") +OpenAI.imageModel("gpt-image-1") +Anthropic.model("claude-sonnet-4-6") +Google.model("gemini-2.5-flash") +Groq.model("llama-3.3-70b-versatile") +OpenRouter.decisionModel("openai/gpt-5") +XAI.model("grok-4") +OpenCode.decisionModel("decision") + +OpenAI.model("gpt-5", { apiKey: "key" }) +Anthropic.model("claude-sonnet-4-6", { apiKey: "key" }) + +// @ts-expect-error OpenAI-compatible models still require a base URL. +OpenAICompatible.model("model") + +const groqConfig: Groq.Config = { apiKey: "key" } +const xaiConfig: XAI.Config = { apiKey: "key" } +const gatewayConfig: VercelAIGateway.Config = { apiKey: "key" } +const compatibleConfig: OpenAICompatible.Config = { baseURL: "https://example.com/v1" } + +Groq.configure(groqConfig) +XAI.configure(xaiConfig) +VercelAIGateway.configure(gatewayConfig) +OpenAICompatible.configure(compatibleConfig) diff --git a/packages/ai/test/provider-options/checkpoint.types.ts b/packages/ai/test/provider-options/checkpoint.types.ts index d3561de773b3..2f922eaf047a 100644 --- a/packages/ai/test/provider-options/checkpoint.types.ts +++ b/packages/ai/test/provider-options/checkpoint.types.ts @@ -16,6 +16,7 @@ import { OpenAICompatibleResponses, XAI, } from "../../src/providers.js" +import { ai } from "../../src/index.js" import type { WebSocketChannelExecutor } from "../../src/route.js" import type { RoutePatch } from "../../src/route/client.js" import type { OpenAIResponsesBody } from "../../src/protocols/openai-responses.js" @@ -127,3 +128,19 @@ if (LLMClient.canCompact(dynamic)) { } // @ts-expect-error A dynamic model override cannot preserve trigger support. LLMClient.compact(LLMRequest.update(request, patch), { mechanism: "trigger" }) + +void ai.llm.compact(request).then((result) => result satisfies CompactionResponse) +void ai.llm.compact(request, { mechanism: "trigger", webSocket, signal: AbortSignal.timeout(1) }).then((result) => { + result satisfies CompactionCheckpointResponse + // @ts-expect-error A trigger does not return replacement history. + result.replacement +}) +// @ts-expect-error Endpoint compaction does not accept a WebSocket executor. +void ai.llm.compact(request, { webSocket }) +// @ts-expect-error Azure must not inherit OpenAI's trigger operation. +void ai.llm.compact(LLM.request({ model: azure }), { mechanism: "trigger" }) +// @ts-expect-error OpenAI Chat does not expose explicit compaction. +void ai.llm.compact(unsupported.openai) +// @ts-expect-error Dynamic models must be narrowed. +void ai.llm.compact(dynamic) +if (LLMClient.canCompact(dynamic, { mechanism: "trigger" })) void ai.llm.compact(dynamic, { mechanism: "trigger" }) diff --git a/packages/ai/test/provider-package.test.ts b/packages/ai/test/provider-package.test.ts index 0f2caaee682d..e2b02ddcbcca 100644 --- a/packages/ai/test/provider-package.test.ts +++ b/packages/ai/test/provider-package.test.ts @@ -58,6 +58,37 @@ describe("provider package entrypoints", () => { }) }) + test("maps OpenRouter, DigitalOcean and Venice Responses entrypoints onto provider-owned routes", async () => { + const providers = [ + ["openrouter", "https://openrouter.ai/api/v1", await import("@opencode/ai/providers/openrouter/responses")], + ["digitalocean", "https://inference.do-ai.run/v1", await import("@opencode/ai/providers/digitalocean/responses")], + ["venice", "https://api.venice.ai/api/v1", await import("@opencode/ai/providers/venice/responses")], + ] as const + const settings = { + apiKey: "fixture", + headers: { "x-test": "fixture" }, + body: { future_option: true }, + reasoningEffort: "low", + } + for (const [provider, baseURL, module] of providers) { + const selected = module.model("gpt-5.4", settings) + expect(selected.provider).toBe(provider) + expect(selected.route.id).toBe(`${provider}-responses`) + expect(selected.route.protocol).toBe("open-responses") + expect(selected.route.endpoint).toMatchObject({ baseURL, path: "/responses" }) + expect(selected.route.defaults.headers).toEqual(settings.headers) + expect(selected.route.defaults.http?.body).toEqual(settings.body) + expect(selected.route.defaults.providerOptions).toEqual({ + reasoningEffort: "low", + store: false, + include: ["reasoning.encrypted_content"], + }) + expect(module.model("gpt-5.4", { ...settings, baseURL: "https://gateway.test/v1" }).route.endpoint.baseURL).toBe( + "https://gateway.test/v1", + ) + } + }) + test("maps Cohere entrypoints onto native and compatibility routes", async () => { const modules = await Promise.all([ import("@opencode/ai/providers/cohere"), diff --git a/packages/ai/test/provider/bfl-images.recorded.test.ts b/packages/ai/test/provider/bfl-images.recorded.test.ts deleted file mode 100644 index 1dfe24a80787..000000000000 --- a/packages/ai/test/provider/bfl-images.recorded.test.ts +++ /dev/null @@ -1,42 +0,0 @@ -import { describe, expect } from "bun:test" -import { Effect } from "effect" -import { Image } from "../../src/effect.js" -import { BlackForestLabs } from "../../src/providers.js" -import { dimensions } from "../lib/image.js" -import { recordedTests } from "../recorded-test.js" -import { queuedPoll } from "./queued-recording.js" - -const model = BlackForestLabs.configure({ - apiKey: process.env.BFL_API_KEY ?? "fixture", -}).image("flux-2-klein-4b") - -const recorded = recordedTests({ - prefix: "bfl-images", - provider: "black-forest-labs", - protocol: "bfl-images", - requires: ["BFL_API_KEY"], -}) - -describe("Black Forest Labs Images recorded", () => { - recorded.effect( - "submits, resumes, and polls an image", - () => - Effect.gen(function* () { - const started = yield* Image.start({ - model, - prompt: "A simple flat black circle centered on a plain white background.", - aspect: "1:1", - resolution: "0.5K", - providerOptions: { output_format: "jpeg" }, - }) - const generation = yield* Image.resume(model, JSON.parse(JSON.stringify(started.token))) - const response = yield* generation.await({ poll: queuedPoll }) - - expect(response.image.source.type).toBe("bytes") - expect(dimensions(yield* response.image.bytes())).toEqual({ width: 512, height: 512 }) - // BFL reports cost on submit only; the Ready result omits it. - expect(response.usage).toEqual({ type: "credits", credits: 1.4000000000000001 }) - }), - { timeout: 15 * 60 * 1000 }, - ) -}) diff --git a/packages/ai/test/provider/fal-images.recorded.test.ts b/packages/ai/test/provider/fal-images.recorded.test.ts deleted file mode 100644 index 57d567a727ef..000000000000 --- a/packages/ai/test/provider/fal-images.recorded.test.ts +++ /dev/null @@ -1,42 +0,0 @@ -import { describe, expect } from "bun:test" -import { Effect } from "effect" -import { Image } from "../../src/effect.js" -import { Fal } from "../../src/providers.js" -import { dimensions } from "../lib/image.js" -import { recordedTests } from "../recorded-test.js" -import { queuedPoll } from "./queued-recording.js" - -const model = Fal.configure({ - apiKey: process.env.FAL_KEY ?? "fixture", -}).image("fal-ai/flux/schnell") - -const recorded = recordedTests({ - prefix: "fal-images", - provider: "fal", - protocol: "fal-images", - requires: ["FAL_KEY"], -}) - -describe("fal Images recorded", () => { - recorded.effect( - "generates an image", - () => - Effect.gen(function* () { - const response = yield* Image.generate( - { - model, - prompt: "A simple flat black circle centered on a plain white background.", - aspect: "1:1", - resolution: "0.5K", - providerOptions: { output_format: "jpeg" }, - }, - { poll: queuedPoll }, - ) - - expect(response.images).toHaveLength(1) - expect(response.image.info).toEqual({ width: 512, height: 512 }) - expect(dimensions(yield* response.image.bytes())).toEqual({ width: 512, height: 512 }) - }), - { timeout: 15 * 60 * 1000 }, - ) -}) diff --git a/packages/ai/test/provider/fal-video.recorded.test.ts b/packages/ai/test/provider/fal-video.recorded.test.ts deleted file mode 100644 index 4f39180d8f97..000000000000 --- a/packages/ai/test/provider/fal-video.recorded.test.ts +++ /dev/null @@ -1,41 +0,0 @@ -import { describe, expect } from "bun:test" -import { Effect } from "effect" -import { Video } from "../../src/effect.js" -import { Fal } from "../../src/providers.js" -import { recordedTests } from "../recorded-test.js" -import { queuedPoll } from "./queued-recording.js" - -const model = Fal.configure({ - apiKey: process.env.FAL_KEY ?? "fixture", -}).video("fal-ai/veo3.1/fast") - -const recorded = recordedTests({ - prefix: "fal-video", - provider: "fal", - protocol: "fal-video", - requires: ["FAL_KEY"], -}) - -describe("fal Video recorded", () => { - recorded.effect( - "generates a video", - () => - Effect.gen(function* () { - const response = yield* Video.generate( - { - model, - prompt: "A single red balloon drifting slowly upward against a clear blue sky.", - aspect: "16:9", - resolution: "720p", - providerOptions: { duration: "4s" }, - }, - { poll: queuedPoll }, - ) - - expect(response.videos).toHaveLength(1) - expect(response.video.source.type).toBe("url") - expect((yield* response.video.bytes()).length).toBeGreaterThan(0) - }), - { timeout: 15 * 60 * 1000 }, - ) -}) diff --git a/packages/ai/test/provider/freeform-tools.test.ts b/packages/ai/test/provider/freeform-tools.test.ts new file mode 100644 index 000000000000..26027dfc51af --- /dev/null +++ b/packages/ai/test/provider/freeform-tools.test.ts @@ -0,0 +1,317 @@ +import { describe, expect } from "bun:test" +import { Effect, Schema } from "effect" +import { + LLM, + LLMEvent, + Message, + ToolCallPart, + toDefinitions, + type Freeform, + type LanguageModel, +} from "../../src/effect.js" +import * as AmazonBedrockMantle from "../../src/providers/amazon-bedrock-mantle.js" +import * as Anthropic from "../../src/providers/anthropic.js" +import * as Azure from "../../src/providers/azure.js" +import * as DigitalOcean from "../../src/providers/digitalocean.js" +import * as OpenAI from "../../src/providers/openai.js" +import * as OpenAICompatible from "../../src/providers/openai-compatible.js" +import * as OpenAICompatibleResponses from "../../src/providers/openai-compatible-responses.js" +import * as OpenRouter from "../../src/providers/openrouter.js" +import * as Venice from "../../src/providers/venice.js" +import * as VercelAIGateway from "../../src/providers/vercel-ai-gateway.js" +import { LLMClient } from "../../src/route.js" +import { compileRequest } from "../../src/route/client.js" +import { Tool } from "../../src/tool.js" +import { it } from "../lib/effect.js" +import { fixedResponse } from "../lib/http.js" +import { sseEvents } from "../lib/sse.js" + +const GRAMMAR = 'start: "ZZ" /[0-9]{3}/' + +const tools = (freeform?: Freeform) => + toDefinitions({ + run: Tool.make({ + description: "Run code", + parameters: Schema.Struct({ code: Schema.String }), + success: Schema.String, + freeform, + }), + }) + +const lark = tools({ type: "lark", grammar: GRAMMAR }) +// The same tool without `freeform`, as a caller declares it for a model without custom tools. +const plain = tools() + +const body = (model: LanguageModel, freeform = lark) => + compileRequest(LLM.request({ model, prompt: "Run it.", tools: freeform, toolChoice: "run" })).pipe( + Effect.map((prepared) => prepared.body), + ) + +const responses = OpenAI.model("gpt-5.4", { apiKey: "test" }) +const chat = OpenAI.chatModel("gpt-5.4", { apiKey: "test" }) + +const RESPONSES_LARK = { + type: "custom", + name: "run", + description: "Run code", + format: { type: "grammar", syntax: "lark", definition: GRAMMAR }, +} +const CHAT_LARK = { + type: "custom", + custom: { + name: "run", + description: "Run code", + format: { type: "grammar", grammar: { syntax: "lark", definition: GRAMMAR } }, + }, +} + +describe("freeform tools", () => { + it.effect("encodes each format as a Responses custom tool", () => + Effect.gen(function* () { + expect((yield* body(responses, tools({ type: "text" }))).tools).toEqual([ + { type: "custom", name: "run", description: "Run code", format: { type: "text" } }, + ]) + expect((yield* body(responses, tools({ type: "regex", pattern: "ZZ[0-9]{3}" }))).tools).toEqual([ + { + type: "custom", + name: "run", + description: "Run code", + format: { type: "grammar", syntax: "regex", definition: "ZZ[0-9]{3}" }, + }, + ]) + const prepared = yield* body(responses) + expect(prepared.tools).toEqual([RESPONSES_LARK]) + expect(prepared.tool_choice).toEqual({ type: "custom", name: "run" }) + }), + ) + + it.effect("encodes each format as a Chat custom tool", () => + Effect.gen(function* () { + expect((yield* body(chat, tools({ type: "text" }))).tools).toEqual([ + { type: "custom", custom: { name: "run", description: "Run code", format: { type: "text" } } }, + ]) + expect((yield* body(chat, tools({ type: "regex", pattern: "ZZ[0-9]{3}" }))).tools).toEqual([ + { + type: "custom", + custom: { + name: "run", + description: "Run code", + format: { type: "grammar", grammar: { syntax: "regex", definition: "ZZ[0-9]{3}" } }, + }, + }, + ]) + const prepared = yield* body(chat) + expect(prepared.tools).toEqual([CHAT_LARK]) + expect(prepared.tool_choice).toEqual({ type: "custom", custom: { name: "run" } }) + }), + ) + + it.effect("encodes custom tools in every route that reuses the OpenAI wire format", () => + Effect.gen(function* () { + const settings = { apiKey: "test" } + const responsesModels = [ + Azure.responsesModel("gpt-5.4", { ...settings, resourceName: "fixture" }), + AmazonBedrockMantle.responsesModel("openai.gpt-5.4", { ...settings, region: "us-east-1" }), + VercelAIGateway.responsesModel("openai/gpt-5.4", settings), + OpenAICompatibleResponses.model("gpt-5.4", { ...settings, baseURL: "https://responses.test/v1" }), + OpenRouter.responsesModel("openai/gpt-5.4", settings), + DigitalOcean.responsesModel("openai-gpt-5.4", settings), + Venice.responsesModel("openai-gpt-54", settings), + ] + const chatModels = [ + Azure.chatModel("gpt-5.4", { ...settings, resourceName: "fixture" }), + AmazonBedrockMantle.chatModel("openai.gpt-5.4", { ...settings, region: "us-east-1" }), + VercelAIGateway.chatModel("openai/gpt-5.4", settings), + OpenRouter.model("openai/gpt-5.4", settings), + OpenAICompatible.model("gpt-5.4", { ...settings, baseURL: "https://chat.test/v1" }), + ] + for (const model of responsesModels) { + const prepared = yield* body(model) + expect(prepared.tools).toEqual([RESPONSES_LARK]) + } + for (const model of chatModels) { + const prepared = yield* body(model) + expect(prepared.tools).toEqual([CHAT_LARK]) + } + }), + ) + + it.effect("sends JSON tools for tools without freeform and for other protocols", () => + Effect.gen(function* () { + const prepared = yield* body(responses, plain) + expect(prepared.tools).toMatchObject([{ type: "function", name: "run" }]) + expect(prepared.tool_choice).toEqual({ type: "function", name: "run" }) + expect((yield* body(chat, plain)).tools).toMatchObject([{ type: "function", function: { name: "run" } }]) + expect((yield* body(Anthropic.model("claude-sonnet-4-5", { apiKey: "test" }))).tools).toMatchObject([ + { name: "run", input_schema: { properties: { code: { type: "string" } } } }, + ]) + }), + ) + + it.effect("streams Responses custom calls as JSON argument deltas", () => + Effect.gen(function* () { + const item = { type: "custom_tool_call", id: "ctc_1", call_id: "call_1", name: "run", input: "" } + const response = yield* LLMClient.generate( + LLM.request({ model: responses, prompt: "Run it.", tools: lark }), + ).pipe( + Effect.provide( + fixedResponse( + sseEvents( + { type: "response.output_item.added", output_index: 0, item }, + { type: "response.custom_tool_call_input.delta", output_index: 0, item_id: "ctc_1", delta: "ZZ" }, + { type: "response.custom_tool_call_input.delta", output_index: 0, item_id: "ctc_1", delta: '"1\n' }, + { type: "response.custom_tool_call_input.done", output_index: 0, item_id: "ctc_1", input: 'ZZ"1\n' }, + { type: "response.output_item.done", output_index: 0, item: { ...item, input: 'ZZ"1\n' } }, + { type: "response.completed", response: { id: "resp_1" } }, + ), + ), + ), + ) + + const deltas = response.events.filter((event) => event.type === "tool-input-delta").map((event) => event.text) + expect(deltas).toEqual(['{"code":"', "ZZ", '\\"1\\n', '"}']) + expect(JSON.parse(deltas.join(""))).toEqual({ code: 'ZZ"1\n' }) + expect(response.events.filter(LLMEvent.is.toolCall)).toEqual([ + expect.objectContaining({ + id: "call_1", + name: "run", + input: { code: 'ZZ"1\n' }, + providerMetadata: { openai: { itemId: "ctc_1", custom: true } }, + }), + ]) + expect(response.finishReason.normalized).toBe("tool-calls") + + const replay = yield* compileRequest(LLM.request({ model: responses, messages: [response.message], tools: lark })) + expect(replay.body.input[0]).toEqual({ + type: "custom_tool_call", + id: "ctc_1", + call_id: "call_1", + name: "run", + input: 'ZZ"1\n', + }) + }), + ) + + it.effect("parses a Responses custom call that arrives only when done", () => + Effect.gen(function* () { + const item = { type: "custom_tool_call", id: "ctc_1", call_id: "call_1", name: "run", input: "ZZ123" } + const response = yield* LLMClient.generate( + LLM.request({ model: responses, prompt: "Run it.", tools: lark }), + ).pipe( + Effect.provide( + fixedResponse( + sseEvents( + { type: "response.output_item.done", output_index: 0, item }, + { type: "response.completed", response: { id: "resp_1" } }, + ), + ), + ), + ) + expect(response.events.filter(LLMEvent.is.toolCall)).toEqual([ + expect.objectContaining({ id: "call_1", name: "run", input: { code: "ZZ123" } }), + ]) + }), + ) + + it.effect("streams Chat custom calls as JSON argument deltas", () => + Effect.gen(function* () { + const chunk = (call: Record, finish: string | null = null) => ({ + id: "chatcmpl_1", + choices: [{ index: 0, delta: { tool_calls: [{ index: 0, ...call }] }, finish_reason: finish }], + }) + const response = yield* LLMClient.generate(LLM.request({ model: chat, prompt: "Run it.", tools: lark })).pipe( + Effect.provide( + fixedResponse( + sseEvents( + chunk({ id: "call_1", type: "custom", custom: { name: "run", input: "" } }), + chunk({ custom: { input: "ZZ" } }), + chunk({ custom: { input: '"1\n' } }), + { id: "chatcmpl_1", choices: [{ index: 0, delta: {}, finish_reason: "tool_calls" }] }, + ), + ), + ), + ) + + const deltas = response.events.filter((event) => event.type === "tool-input-delta").map((event) => event.text) + expect(deltas).toEqual(['{"code":"', "ZZ", '\\"1\\n', '"}']) + expect(response.events.filter(LLMEvent.is.toolCall)).toEqual([ + expect.objectContaining({ id: "call_1", name: "run", input: { code: 'ZZ"1\n' } }), + ]) + expect(response.finishReason.normalized).toBe("tool-calls") + }), + ) + + it.effect("replays history the way each tool is declared in the current request", () => + Effect.gen(function* () { + const history = (metadata: Record) => [ + Message.user("Run it."), + Message.assistant([ + ToolCallPart.make({ + id: "call_1", + name: "run", + input: { code: "ZZ123" }, + providerMetadata: { openai: metadata }, + }), + ]), + Message.tool({ id: "call_1", name: "run", result: "ok" }), + ] + const input = (declared: typeof lark, metadata: Record) => + compileRequest(LLM.request({ model: responses, messages: history(metadata), tools: declared })).pipe( + Effect.map((prepared) => prepared.body.input.slice(1)), + ) + const custom = { itemId: "ctc_1", custom: true } + + expect(yield* input(lark, custom)).toEqual([ + { type: "custom_tool_call", id: "ctc_1", call_id: "call_1", name: "run", input: "ZZ123" }, + { type: "custom_tool_call_output", call_id: "call_1", output: '"ok"' }, + ]) + expect(yield* input(plain, custom)).toEqual([ + { type: "function_call", call_id: "call_1", name: "run", arguments: '{"code":"ZZ123"}' }, + { type: "function_call_output", call_id: "call_1", output: '"ok"' }, + ]) + expect(yield* input(lark, { itemId: "fc_1" })).toEqual([ + { type: "custom_tool_call", call_id: "call_1", name: "run", input: "ZZ123" }, + { type: "custom_tool_call_output", call_id: "call_1", output: '"ok"' }, + ]) + expect(yield* input(plain, { itemId: "fc_1" })).toEqual([ + { type: "function_call", id: "fc_1", call_id: "call_1", name: "run", arguments: '{"code":"ZZ123"}' }, + { type: "function_call_output", call_id: "call_1", output: '"ok"' }, + ]) + + const messages = (model: LanguageModel, declared = lark) => + compileRequest(LLM.request({ model, messages: history(custom), tools: declared })).pipe( + Effect.map((prepared) => prepared.body.messages.slice(1)), + ) + expect(yield* messages(chat)).toMatchObject([ + { role: "assistant", tool_calls: [{ id: "call_1", type: "custom", custom: { name: "run", input: "ZZ123" } }] }, + { role: "tool", tool_call_id: "call_1", content: '"ok"' }, + ]) + expect(yield* messages(chat, plain)).toMatchObject([ + { + role: "assistant", + tool_calls: [{ id: "call_1", type: "function", function: { name: "run", arguments: '{"code":"ZZ123"}' } }], + }, + { role: "tool", tool_call_id: "call_1", content: '"ok"' }, + ]) + expect(yield* messages(Anthropic.model("claude-sonnet-4-5", { apiKey: "test" }))).toMatchObject([ + { role: "assistant", content: [{ type: "tool_use", id: "call_1", name: "run", input: { code: "ZZ123" } }] }, + { role: "user", content: [{ type: "tool_result", tool_use_id: "call_1" }] }, + ]) + }), + ) + + it.effect("rejects freeform tools without exactly one required string parameter", () => + Effect.sync(() => { + const make = (parameters: Schema.Struct) => + Tool.make({ + description: "Run code", + jsonSchema: Schema.toJsonSchemaDocument(parameters).schema, + freeform: { type: "text" }, + }) + expect(() => make(Schema.Struct({ code: Schema.Number }))).toThrow("exactly one parameter, a required string") + expect(() => make(Schema.Struct({ code: Schema.optional(Schema.String) }))).toThrow() + expect(() => make(Schema.Struct({ code: Schema.String, lang: Schema.String }))).toThrow() + expect(make(Schema.Struct({ code: Schema.String }))._definition.freeform).toEqual({ type: "text" }) + }), + ) +}) diff --git a/packages/ai/test/provider/media-entrypoints.test.ts b/packages/ai/test/provider/media-entrypoints.test.ts index 8c8333b5c92c..c3cad5781a4d 100644 --- a/packages/ai/test/provider/media-entrypoints.test.ts +++ b/packages/ai/test/provider/media-entrypoints.test.ts @@ -124,6 +124,15 @@ const images: ReadonlyArray> = [ headers: { authorization: null }, provider: "azure", }, + { + name: "meta", + load: async () => { + const { model } = await import("@opencode/ai/providers/meta/images") + return model("muse-image-1.0", { ...shared, apiKey: "meta-key" }) + }, + url: "https://api.meta.ai/v1/images/generations", + auth: ["authorization", "Bearer meta-key"], + }, { name: "xai", load: async () => { @@ -142,6 +151,15 @@ const images: ReadonlyArray> = [ url: "https://open.bigmodel.test/api/paas/v4/images/generations", auth: ["authorization", "Bearer zai-key"], }, + { + name: "minimax", + load: async () => { + const { model } = await import("@opencode/ai/providers/minimax/images") + return model("image-01", { ...shared, apiKey: "minimax-key", baseURL: "https://api.minimax.cn/v1" }) + }, + url: "https://api.minimax.cn/v1/image_generation", + auth: ["authorization", "Bearer minimax-key"], + }, { name: "alibaba", load: async () => { diff --git a/packages/ai/test/provider/minimax-images.recorded.test.ts b/packages/ai/test/provider/minimax-images.recorded.test.ts new file mode 100644 index 000000000000..fa25aa8a0072 --- /dev/null +++ b/packages/ai/test/provider/minimax-images.recorded.test.ts @@ -0,0 +1,52 @@ +import { describe, expect } from "bun:test" +import { Effect } from "effect" +import { Image, Media } from "../../src/effect.js" +import { MiniMax } from "../../src/providers.js" +import { dimensions } from "../lib/image.js" +import { recordedTests } from "../recorded-test.js" + +const model = MiniMax.configure({ apiKey: process.env.MINIMAX_API_KEY ?? "fixture" }).image("image-01") + +const recorded = recordedTests({ + prefix: "minimax-images", + provider: "minimax", + protocol: "minimax-images", + requires: ["MINIMAX_API_KEY"], +}) + +describe("MiniMax Images recorded", () => { + recorded.effect("generates an image", () => + Effect.gen(function* () { + const response = yield* Image.generate({ + model, + prompt: "A simple flat red circle centered on a plain white background.", + aspect: "1:1", + resolution: "0.5K", + }) + + expect(response.images).toHaveLength(1) + expect(response.image.mediaType).toMatch(/^image\/(jpeg|png)$/) + expect(dimensions(yield* response.image.bytes())).toEqual({ width: 512, height: 512 }) + expect(response.providerMetadata?.minimax).toBeDefined() + }), + ) + + recorded.effect("generates from a subject reference", () => + Effect.gen(function* () { + const response = yield* Image.generate({ + model, + prompt: "The same woman reading a book in a quiet library, soft window light.", + // MiniMax's own documentation portrait. + images: [ + Media.url( + "https://cdn.hailuoai.com/prod/2025-08-12-17/video_cover/1754990600020238321-411603868533342214-cover.jpg", + ), + ], + resolution: "0.5K", + }) + + expect(response.images).toHaveLength(1) + expect(dimensions(yield* response.image.bytes())).toEqual({ width: 512, height: 512 }) + }), + ) +}) diff --git a/packages/ai/test/provider/minimax-images.test.ts b/packages/ai/test/provider/minimax-images.test.ts new file mode 100644 index 000000000000..bc921e2c6962 --- /dev/null +++ b/packages/ai/test/provider/minimax-images.test.ts @@ -0,0 +1,233 @@ +import { describe, expect } from "bun:test" +import { Effect, Layer } from "effect" +import { HttpClientRequest } from "effect/http" +import { Image, ImageClient, Media } from "../../src/effect.js" +import type { ImageRequestInput } from "../../src/image.js" +import { MiniMax } from "../../src/providers.js" +import { it } from "../lib/effect.js" +import { dynamicResponse, fixedResponse } from "../lib/http.js" + +const minimax = MiniMax.configure({ apiKey: "test" }) +const imageResponse = JSON.stringify({ data: { image_urls: ["https://cdn.minimax.test/a.jpeg"] } }) + +/** The JSON body MiniMax receives for a request. */ +const sent = ( + request: Omit>, "model" | "prompt">, + model = "image-01", +) => + Effect.gen(function* () { + let body: unknown + yield* Image.generate({ model: minimax.image(model), prompt: "test", ...request }).pipe( + Effect.provide( + ImageClient.layer.pipe( + Layer.provide( + dynamicResponse((input) => { + body = JSON.parse(input.text) + return Effect.succeed(input.respond(imageResponse, { headers: { "content-type": "application/json" } })) + }), + ), + ), + ), + ) + return body + }) + +const failure = ( + request: Omit>, "model" | "prompt">, + model = "image-01", + response = imageResponse, +) => + Image.generate({ model: minimax.image(model), prompt: "test", ...request }).pipe( + Effect.provide( + ImageClient.layer.pipe( + Layer.provide(fixedResponse(response, { headers: { "content-type": "application/json" } })), + ), + ), + Effect.flip, + ) + +describe("MiniMax Images", () => { + it.effect("generates through the MiniMax image API", () => + Effect.gen(function* () { + const response = yield* Image.generate({ + model: MiniMax.configure({ + apiKey: "test", + baseURL: "https://api.minimax.test/v1", + headers: { "x-default": "yes" }, + http: { body: { configured: true } }, + }).image("image-01"), + prompt: "A girl stands by the library window", + n: 2, + aspect: "16:9", + images: [Media.url("https://example.test/face.jpg")], + providerOptions: { responseFormat: "url", response_format: "base64", promptOptimizer: true, seed: 7 }, + http: { headers: { "x-request": "yes" }, body: { future_option: "http" } }, + }) + + expect(response.images).toHaveLength(2) + expect(yield* response.images[0].bytes()).toEqual(Uint8Array.from([1, 2, 3])) + // MiniMax documents that output URLs expire after 24 hours; the test clock starts at 0. + expect(response.images[1].source).toEqual({ + type: "url", + url: "https://cdn.minimax.test/b.jpeg", + expiresAt: 24 * 60 * 60 * 1000, + }) + expect(response.providerMetadata).toEqual({ minimax: { id: "trace-1", successCount: 2, failedCount: 0 } }) + }).pipe( + Effect.provide( + ImageClient.layer.pipe( + Layer.provide( + dynamicResponse((input) => + Effect.gen(function* () { + const request = yield* HttpClientRequest.toWeb(input.request).pipe(Effect.orDie) + expect(request.url).toBe("https://api.minimax.test/v1/image_generation") + expect(request.headers.get("authorization")).toBe("Bearer test") + expect(request.headers.get("x-default")).toBe("yes") + expect(request.headers.get("x-request")).toBe("yes") + expect(JSON.parse(input.text)).toEqual({ + model: "image-01", + prompt: "A girl stands by the library window", + subject_reference: [{ type: "character", image_file: "https://example.test/face.jpg" }], + n: 2, + aspect_ratio: "16:9", + response_format: "base64", + prompt_optimizer: true, + seed: 7, + configured: true, + future_option: "http", + }) + return input.respond( + JSON.stringify({ + id: "trace-1", + data: { image_base64: ["AQID"], image_urls: ["https://cdn.minimax.test/b.jpeg"] }, + metadata: { success_count: 2, failed_count: 0 }, + base_resp: { status_code: 0, status_msg: "success" }, + }), + { headers: { "content-type": "application/json" } }, + ) + }), + ), + ), + ), + ), + ), + ) + + it.effect("asks for base64 by default and keeps an explicit url format", () => + Effect.gen(function* () { + expect(yield* sent({})).toEqual({ model: "image-01", prompt: "test", response_format: "base64" }) + expect(yield* sent({ providerOptions: { responseFormat: "url" } })).toMatchObject({ response_format: "url" }) + }), + ) + + it.effect("sends inline subject references as data URLs", () => + Effect.gen(function* () { + expect(yield* sent({ images: [Media.bytes(Uint8Array.from([1, 2, 3]), "image/png")] })).toMatchObject({ + subject_reference: [{ type: "character", image_file: "data:image/png;base64,AQID" }], + }) + }), + ) + + it.effect("uses aspect_ratio presets for about 1K and width and height otherwise", () => + Effect.gen(function* () { + const cases = [ + [{}, {}], + [{ aspect: "16:9" }, { aspect_ratio: "16:9" }], + [{ aspect: "21:9", resolution: "1K" }, { aspect_ratio: "21:9" }], + [{ resolution: "1K" }, { aspect_ratio: "1:1" }], + [ + { aspect: "16:9", resolution: "2K" }, + { width: 2048, height: 1152 }, + ], + [{ resolution: "2K" }, { width: 2048, height: 2048 }], + [{ aspect: "5:4" }, { width: 1144, height: 912 }], + ] as const + yield* Effect.forEach(cases, ([request, expected]) => + sent(request).pipe( + Effect.tap((body) => + Effect.sync(() => { + const sizing = Object.fromEntries( + Object.entries(body as Record).filter(([key]) => + ["aspect_ratio", "width", "height"].includes(key), + ), + ) + expect(sizing).toEqual(expected) + }), + ), + ), + ) + }), + ) + + it.effect("fails with the closest size when MiniMax can't honor the shape", () => + Effect.gen(function* () { + const tooLarge = yield* failure({ aspect: "16:9", resolution: "4K" }) + expect(tooLarge.reason._tag).toBe("UnsupportedOperation") + expect(tooLarge.message).toContain("closest size it takes is 2048x1152 (16:9)") + + const live = yield* failure({ aspect: "5:4" }, "image-01-live") + expect(live.reason._tag).toBe("UnsupportedOperation") + expect(live.message).toContain("image-01-live can't render 5:4; the closest size it takes is 1152x864 (4:3)") + + const liveWide = yield* failure({ aspect: "21:9" }, "image-01-live") + expect(liveWide.message).toContain("the closest size it takes is 1280x720 (16:9)") + + const liveLarge = yield* failure({ aspect: "16:9", resolution: "2K" }, "image-01-live") + expect(liveLarge.message).toContain("the closest size it takes is 1280x720 (16:9)") + }), + ) + + it.effect("keeps presets on image-01-live", () => + Effect.gen(function* () { + expect(yield* sent({ aspect: "9:16" }, "image-01-live")).toMatchObject({ aspect_ratio: "9:16" }) + }), + ) + + it.effect("rejects requests MiniMax can't take", () => + Effect.gen(function* () { + const images = yield* failure({ + images: [Media.url("https://example.test/a.jpg"), Media.url("https://example.test/b.jpg")], + }) + expect(images.reason._tag).toBe("UnsupportedOperation") + + const both = yield* failure({ aspect: "16:9", providerOptions: { width: 1024, height: 512 } }) + expect(both.reason._tag).toBe("InvalidRequest") + + expect(yield* sent({ providerOptions: { width: 1024, height: 512 } })).toMatchObject({ width: 1024, height: 512 }) + }), + ) + + it.effect("maps MiniMax status codes", () => + Effect.gen(function* () { + const cases = [ + [1002, "RateLimit"], + [1004, "Authentication"], + [1008, "QuotaExceeded"], + [1026, "ContentPolicy"], + [2013, "InvalidRequest"], + [9999, "ProviderInternal"], + ] as const + yield* Effect.forEach(cases, ([code, tag]) => + failure( + {}, + "image-01", + JSON.stringify({ data: null, base_resp: { status_code: code, status_msg: "message" } }), + ).pipe(Effect.tap((error) => Effect.sync(() => expect(error.reason._tag).toBe(tag)))), + ) + + const blocked = yield* failure( + {}, + "image-01", + JSON.stringify({ + data: { image_urls: [] }, + metadata: { success_count: "0", failed_count: "1" }, + base_resp: { status_code: 0, status_msg: "success" }, + }), + ) + expect(blocked.reason._tag).toBe("ContentPolicy") + + const empty = yield* failure({}, "image-01", JSON.stringify({ data: {}, base_resp: { status_code: 0 } })) + expect(empty.reason._tag).toBe("InvalidProviderOutput") + }), + ) +}) diff --git a/packages/ai/test/provider/openrouter-images.recorded.test.ts b/packages/ai/test/provider/openrouter-images.recorded.test.ts new file mode 100644 index 000000000000..88fbf26fbb35 --- /dev/null +++ b/packages/ai/test/provider/openrouter-images.recorded.test.ts @@ -0,0 +1,76 @@ +import { describe, expect } from "bun:test" +import { Effect } from "effect" +import { Image, Media } from "../../src/effect.js" +import { OpenRouter } from "../../src/providers.js" +import { dimensions } from "../lib/image.js" +import { recordedTests } from "../recorded-test.js" + +const openrouter = OpenRouter.configure({ apiKey: process.env.OPENROUTER_API_KEY ?? "fixture" }) + +const recorded = recordedTests({ + prefix: "openrouter-images", + provider: "openrouter", + protocol: "openai-images", + requires: ["OPENROUTER_API_KEY"], +}) + +// Replay matches the recorded request body, so these also pin `aspect_ratio` and `resolution` going out instead of a +// pixel `size`. +describe("OpenRouter Images recorded", () => { + recorded.effect( + "renders Gemini at the requested 2K tier", + () => + Effect.gen(function* () { + const response = yield* Image.generate({ + model: openrouter.image("google/gemini-3.1-flash-image"), + prompt: "A simple flat black circle centered on a plain white background.", + aspect: "16:9", + resolution: "2K", + }) + + expect(dimensions(yield* response.image.bytes())).toEqual({ width: 2752, height: 1536 }) + }), + { timeout: 120_000 }, + ) + + recorded.effect( + "renders FLUX 3 from an aspect ratio and tier", + () => + Effect.gen(function* () { + const response = yield* Image.generate({ + model: openrouter.image("black-forest-labs/flux-3-image-klein"), + prompt: "A simple flat black circle centered on a plain white background.", + aspect: "16:9", + resolution: "1K", + }) + + expect(dimensions(yield* response.image.bytes())).toEqual({ width: 1360, height: 768 }) + }), + { timeout: 120_000 }, + ) + + // OpenRouter has no `/images/edits`; the image has to go out as an `input_references` data URL on the JSON body. + recorded.effect( + "edits an image through input references", + () => + Effect.gen(function* () { + const response = yield* Image.generate({ + model: openrouter.image("openai/gpt-image-1-mini"), + prompt: "Keep the simple shape and change it from black to bright green.", + images: [ + Media.bytes( + yield* Effect.promise(() => Bun.file("test/fixtures/images/edit-source.jpg").bytes()), + "image/jpeg", + ), + ], + aspect: "1:1", + resolution: "1K", + providerOptions: { outputFormat: "jpeg", quality: "low", outputCompression: 10 }, + }) + + expect(response.image.mediaType).toBe("image/jpeg") + expect(dimensions(yield* response.image.bytes())).toEqual({ width: 1024, height: 1024 }) + }), + { timeout: 120_000 }, + ) +}) diff --git a/packages/ai/test/provider/replicate-images.recorded.test.ts b/packages/ai/test/provider/replicate-images.recorded.test.ts deleted file mode 100644 index 42ab08576fda..000000000000 --- a/packages/ai/test/provider/replicate-images.recorded.test.ts +++ /dev/null @@ -1,41 +0,0 @@ -import { describe, expect } from "bun:test" -import { Effect } from "effect" -import { Image } from "../../src/effect.js" -import { Replicate } from "../../src/providers.js" -import { recordedTests } from "../recorded-test.js" -import { queuedPoll } from "./queued-recording.js" - -const model = Replicate.configure({ - apiKey: process.env.REPLICATE_API_TOKEN ?? "fixture", -}).image("black-forest-labs/flux-schnell") - -const recorded = recordedTests({ - prefix: "replicate-images", - provider: "replicate", - protocol: "replicate-images", - requires: ["REPLICATE_API_TOKEN"], -}) - -describe("Replicate Images recorded", () => { - recorded.effect( - "waits for a prediction and reads its output", - () => - Effect.gen(function* () { - const response = yield* Image.generate( - { - model, - prompt: "A simple flat black circle centered on a plain white background.", - providerOptions: { aspect_ratio: "1:1", output_format: "webp", megapixels: "0.25" }, - http: { headers: { Prefer: "wait=60" } }, - }, - { poll: queuedPoll }, - ) - - expect(response.images).toHaveLength(1) - expect(response.image.source.type).toBe("url") - expect(response.usage).toMatchObject({ type: "compute" }) - expect((yield* response.image.bytes()).length).toBeGreaterThan(0) - }), - { timeout: 15 * 60 * 1000 }, - ) -}) diff --git a/packages/ai/test/provider/responses-routes.recorded.test.ts b/packages/ai/test/provider/responses-routes.recorded.test.ts new file mode 100644 index 000000000000..203d6e78e120 --- /dev/null +++ b/packages/ai/test/provider/responses-routes.recorded.test.ts @@ -0,0 +1,90 @@ +import { expect } from "bun:test" +import { Effect, Schema } from "effect" +import { LLM, LLMEvent, toDefinitions } from "../../src/effect.js" +import { DigitalOcean, OpenRouter, Venice } from "../../src/providers.js" +import { LLMClient } from "../../src/route.js" +import { Tool } from "../../src/tool.js" +import { expectWeatherToolLoop, runWeatherToolLoop, weatherToolLoopRequest } from "../recorded-scenarios.js" +import { recordedTests } from "../recorded-test.js" + +const run = toDefinitions({ + run: Tool.make({ + description: "Run a Python snippet.", + parameters: Schema.Struct({ code: Schema.String }), + success: Schema.String, + freeform: { type: "text" }, + }), +}) + +for (const item of [ + { + provider: "openrouter", + env: "OPENROUTER_API_KEY", + model: OpenRouter.configure({ apiKey: process.env.OPENROUTER_API_KEY ?? "fixture" }).responses( + "openai/gpt-5.4-mini", + ), + }, + { + provider: "digitalocean", + env: "DIGITAL_OCEAN_OFFICIAL_API_KEY", + model: DigitalOcean.configure({ apiKey: process.env.DIGITAL_OCEAN_OFFICIAL_API_KEY ?? "fixture" }).responses( + "openai-gpt-5.4-mini", + ), + }, + { + provider: "venice", + env: "VENICE_API_KEY", + model: Venice.configure({ apiKey: process.env.VENICE_API_KEY ?? "fixture" }).responses("openai-gpt-54-mini"), + }, +]) { + const recorded = recordedTests({ + prefix: `${item.provider}-responses`, + provider: item.provider, + protocol: "open-responses", + requires: [item.env], + metadata: { model: item.model.id }, + }) + + recorded.effect.with("streams text", { tags: ["text", "usage"] }, () => + Effect.gen(function* () { + const response = yield* LLMClient.generate( + LLM.request({ model: item.model, prompt: "Reply exactly: OK", generation: { maxTokens: 64 } }), + ) + expect(response.text.trim()).toMatch(/^OK\.?$/) + expect(response.events.some(LLMEvent.is.textDelta)).toBe(true) + expect(response.finishReason.normalized).toBe("stop") + expect(response.usage.outputTokens).toBeGreaterThan(0) + }), + ) + + recorded.effect.with("continues a tool call", { tags: ["tool", "tool-loop"] }, () => + Effect.gen(function* () { + const events = yield* runWeatherToolLoop( + weatherToolLoopRequest({ + id: `${item.provider}-responses-tool-loop`, + model: item.model, + maxTokens: 256, + temperature: false, + }), + ) + expectWeatherToolLoop(events) + }), + ) + + recorded.effect.with("calls a freeform text tool", { tags: ["tool", "freeform"] }, () => + Effect.gen(function* () { + const response = yield* LLMClient.generate( + LLM.request({ + model: item.model, + prompt: "Use the run tool to execute exactly this code: print(1)", + tools: run, + toolChoice: "required", + generation: { maxTokens: 256 }, + }), + ) + expect(response.toolCalls).toMatchObject([{ name: "run", input: { code: expect.stringContaining("print(1)") } }]) + expect(response.toolCalls[0]?.providerMetadata).toMatchObject({ [item.provider]: { custom: true } }) + expect(response.finishReason.normalized).toBe("tool-calls") + }), + ) +} diff --git a/packages/ai/test/provider/stability-images.recorded.test.ts b/packages/ai/test/provider/stability-images.recorded.test.ts deleted file mode 100644 index a354302f583e..000000000000 --- a/packages/ai/test/provider/stability-images.recorded.test.ts +++ /dev/null @@ -1,58 +0,0 @@ -import { describe, expect } from "bun:test" -import { Effect } from "effect" -import { Image, Media } from "../../src/effect.js" -import { Stability } from "../../src/providers.js" -import { dimensions } from "../lib/image.js" -import { recordedTests } from "../recorded-test.js" -import { queuedPoll } from "./queued-recording.js" - -const stability = Stability.configure({ apiKey: process.env.STABILITY_API_KEY ?? "fixture" }) - -const recorded = recordedTests({ - prefix: "stability-images", - provider: "stability", - protocol: "stability-images", - requires: ["STABILITY_API_KEY"], - // Multipart boundaries change on every request, so bodies cannot be matched. - options: { match: (incoming, recorded) => incoming.method === recorded.method && incoming.url === recorded.url }, -}) - -describe("Stability Images recorded", () => { - recorded.effect("generates an image inline", () => - Effect.gen(function* () { - const response = yield* Image.generate({ - model: stability.image("core"), - prompt: "A simple flat black circle centered on a plain white background.", - aspect: "1:1", - providerOptions: { output_format: "jpeg" }, - }) - - expect(response.image.mediaType).toBe("image/jpeg") - expect(response.providerMetadata).toMatchObject({ stability: { finishReason: "SUCCESS" } }) - expect(dimensions(yield* response.image.bytes()).width).toBeGreaterThan(0) - }), - ) - - recorded.effect( - "upscales an image through the results queue", - () => - Effect.gen(function* () { - const generation = yield* Image.start({ - model: stability.upscale(), - prompt: "A simple flat black circle on a white background.", - images: [ - Media.bytes( - yield* Effect.promise(() => Bun.file("test/fixtures/images/edit-source.jpg").bytes()), - "image/jpeg", - ), - ], - providerOptions: { output_format: "jpeg" }, - }) - const response = yield* generation.await({ poll: queuedPoll }) - - expect(response.image.mediaType).toBe("image/jpeg") - expect(dimensions(yield* response.image.bytes()).width).toBeGreaterThan(1024) - }), - { timeout: 15 * 60 * 1000 }, - ) -}) diff --git a/packages/ai/test/provider/vercel-ai-gateway-images.recorded.test.ts b/packages/ai/test/provider/vercel-ai-gateway-images.recorded.test.ts index 11bcf9cd0e09..398696690420 100644 --- a/packages/ai/test/provider/vercel-ai-gateway-images.recorded.test.ts +++ b/packages/ai/test/provider/vercel-ai-gateway-images.recorded.test.ts @@ -2,6 +2,7 @@ import { describe, expect } from "bun:test" import { Effect } from "effect" import { Image } from "../../src/effect.js" import { VercelAIGateway } from "../../src/providers.js" +import { dimensions } from "../lib/image.js" import { recordedTests } from "../recorded-test.js" const model = VercelAIGateway.configure({ @@ -32,4 +33,23 @@ describe("Vercel AI Gateway Images recorded", () => { expect(response.providerMetadata).toHaveProperty("vercel-ai-gateway") }), ) + + // Grok ignores `size` behind the Gateway; replay matches the recorded `providerOptions.xai` body. + recorded.effect( + "sizes Grok through xAI provider options", + () => + Effect.gen(function* () { + const response = yield* Image.generate({ + model: VercelAIGateway.configure({ apiKey: process.env.AI_GATEWAY_API_KEY ?? "fixture" }).image( + "spacexai/grok-imagine-image", + ), + prompt: "A simple flat black circle centered on a plain white background.", + aspect: "16:9", + resolution: "1K", + }) + + expect(dimensions(yield* response.image.bytes())).toEqual({ width: 1280, height: 720 }) + }), + { timeout: 120_000 }, + ) }) diff --git a/packages/ai/test/provider/xai-images.recorded.test.ts b/packages/ai/test/provider/xai-images.recorded.test.ts index 94de8f7401d5..af41451da8a0 100644 --- a/packages/ai/test/provider/xai-images.recorded.test.ts +++ b/packages/ai/test/provider/xai-images.recorded.test.ts @@ -24,7 +24,6 @@ describe("xAI Images recorded", () => { prompt: "A simple flat black diamond centered on a plain white background.", aspect: "1:1", resolution: "1K", - providerOptions: { responseFormat: "b64_json" }, }) expect(response.images).toHaveLength(1) @@ -46,7 +45,6 @@ describe("xAI Images recorded", () => { ], aspect: "1:1", resolution: "1K", - providerOptions: { responseFormat: "b64_json" }, }) expect(response.image.mediaType).toMatch(/^image\/(jpeg|png)$/) diff --git a/packages/ai/test/testing-media.test.ts b/packages/ai/test/testing-media.test.ts new file mode 100644 index 000000000000..79f18eeef0c5 --- /dev/null +++ b/packages/ai/test/testing-media.test.ts @@ -0,0 +1,134 @@ +import { describe, expect, test } from "bun:test" +import { Effect, Layer, Stream } from "effect" +import { + AIError, + Decision, + DecisionResponse, + Image, + ImageResponse, + Media, + RateLimitError, + Speech, + SpeechResponse, + Transcription, + TranscriptionResponse, + Video, + VideoResponse, +} from "../src/effect.js" +import { AI } from "../src/index.js" +import { OpenAI, Runway } from "../src/providers.js" +import { TestDecision, TestImage, TestSpeech, TestTranscription, TestVideo } from "../src/testing.js" +import { testEffect } from "./lib/effect.js" + +const openai = OpenAI.configure({ apiKey: "test" }) +const runway = Runway.configure({ apiKey: "test" }).video("gen4.5") +const png = Media.bytes(Uint8Array.from([1, 2, 3]), "image/png") +const audio = Media.bytes(Uint8Array.from([4, 5, 6]), "audio/pcm") +const mp4 = Media.url("https://video.test/out.mp4") +const question = { name: "red", type: "predicate", instructions: "Is it red?" } as const +const answer = new DecisionResponse({ answers: [{ name: "red", type: "predicate", probability: 0.9 }] }) + +const doubles = () => + Layer.mergeAll( + TestImage.testLayer(), + TestVideo.testLayer(), + TestSpeech.testLayer(), + TestTranscription.testLayer(), + TestDecision.testLayer(), + ) +const it = testEffect(doubles()) + +describe("media test clients", () => { + it.effect("script image responses and failures and record requests", () => + Effect.gen(function* () { + const test = yield* TestImage.Test + const failure = new AIError({ reason: new RateLimitError({ message: "Try later" }) }) + yield* test.push(new ImageResponse({ images: [png] }), failure) + yield* test.always(new ImageResponse({ images: [png, png] })) + + expect((yield* Image.generate({ model: openai.image("gpt-image-2"), prompt: "A lighthouse" })).image).toBe(png) + expect(yield* Image.generate({ model: openai.image("gpt-image-2"), prompt: "A kite" }).pipe(Effect.flip)).toBe( + failure, + ) + const events = yield* Stream.runCollect(Image.stream({ model: openai.image("gpt-image-2"), prompt: "A boat" })) + expect(Array.from(events, (event) => event.type)).toEqual(["image", "image", "finish"]) + expect((yield* test.requests()).map((request) => request.prompt)).toEqual(["A lighthouse", "A kite", "A boat"]) + }), + ) + + it.effect("starts completed video generations that resume from their token", () => + Effect.gen(function* () { + const test = yield* TestVideo.Test + yield* test.serve((request) => new VideoResponse({ videos: request.prompt === "A kite" ? [mp4] : [] })) + + const generation = yield* Video.start({ model: runway, prompt: "A kite" }) + expect(generation.status).toBe("completed") + expect((yield* generation.await()).video).toBe(mp4) + const resumed = yield* Video.resume(runway, JSON.parse(JSON.stringify(generation.token))) + expect((yield* resumed.result()).video).toBe(mp4) + expect(yield* test.requests()).toHaveLength(1) + expect(yield* Video.resume(runway, "unknown").pipe(Effect.catchDefect(Effect.succeed))).toMatchObject({ + message: "TestVideo has no generation unknown", + }) + }), + ) + + it.effect("script speech, transcription, and decision responses", () => + Effect.gen(function* () { + yield* (yield* TestSpeech.Test).push(new SpeechResponse({ audio })) + yield* (yield* TestTranscription.Test).push(new TranscriptionResponse({ text: "Hello there." })) + const decision = yield* TestDecision.Test + yield* decision.push(answer) + + const speech = yield* Stream.runCollect(Speech.stream({ model: openai.speech("gpt-4o-mini-tts"), text: "Hi" })) + expect(Array.from(speech, (event) => event.type)).toEqual(["finish"]) + expect( + (yield* Transcription.generate({ model: openai.transcription("gpt-4o-mini-transcribe"), audio })).text, + ).toBe("Hello there.") + const response = yield* Decision.generate({ + model: openai.decision("decision-model"), + input: [{ type: "text", text: "A red apple" }], + questions: [question], + }) + expect(response.answers).toEqual([{ name: "red", type: "predicate", probability: 0.9 }]) + expect((yield* decision.requests())[0].questions).toEqual([question]) + expect( + yield* Speech.generate({ model: openai.speech("gpt-4o-mini-tts"), text: "Hi" }).pipe( + Effect.catchDefect(Effect.succeed), + ), + ).toMatchObject({ message: "TestSpeech has no response for request 2" }) + }), + ) + + test("replace the Promise client's defaults and expose their controls to run", async () => { + const ai = AI.make({ clients: doubles() }) + await ai.run( + Effect.gen(function* () { + yield* (yield* TestImage.Test).push(new ImageResponse({ images: [png] })) + yield* (yield* TestVideo.Test).push(new VideoResponse({ videos: [mp4] })) + yield* (yield* TestSpeech.Test).push(new SpeechResponse({ audio })) + yield* (yield* TestTranscription.Test).push(new TranscriptionResponse({ text: "Hello there." })) + yield* (yield* TestDecision.Test).push(answer) + }), + ) + + expect((await ai.image.generate({ model: openai.image("gpt-image-2"), prompt: "A lighthouse" })).image).toBe(png) + const generation = await ai.video.start({ model: runway, prompt: "A kite" }) + expect((await ai.video.resume(runway, generation.token).then((resumed) => resumed.await())).video).toBe(mp4) + expect( + await ai.bytes((await ai.speech.generate({ model: openai.speech("gpt-4o-mini-tts"), text: "Hi" })).audio), + ).toEqual(Uint8Array.from([4, 5, 6])) + const deltas = await Array.fromAsync( + ai.transcription.stream({ model: openai.transcription("gpt-4o-mini-transcribe"), audio }), + ) + expect(deltas.map((event) => event.type)).toEqual(["finish"]) + const decided = await ai.decision.generate({ + model: openai.decision("decision-model"), + input: [{ type: "text", text: "A red apple" }], + questions: [question], + }) + expect(decided.answers).toEqual([{ name: "red", type: "predicate", probability: 0.9 }]) + expect((await ai.run(TestImage.Test.use((test) => test.requests())))[0].prompt).toBe("A lighthouse") + await ai.dispose() + }) +}) diff --git a/packages/ai/test/tool.types.ts b/packages/ai/test/tool.types.ts index e3feb55d3812..bc5dcfd9c44e 100644 --- a/packages/ai/test/tool.types.ts +++ b/packages/ai/test/tool.types.ts @@ -3,6 +3,7 @@ import { LLM, LLMRequest, ToolRuntime, toDefinitions } from "../src/effect.js" import * as OpenAIChat from "../src/protocols/openai-chat.js" import { Auth } from "../src/route.js" import { Tool } from "../src/tool.js" +import { AI } from "../src/index.js" const request = LLM.request({ model: OpenAIChat.route.with({ auth: Auth.bearer("fixture") }).model({ id: "gpt-4o-mini" }), @@ -38,3 +39,44 @@ ToolRuntime.dispatch({ executable }, { type: "tool-call", id: "call_1", name: "e // @ts-expect-error High-level tool orchestration overloads are intentionally not supported. LLM.stream({ request, tools: { schemaOnly } }) + +const code = Schema.Struct({ code: Schema.String }) + +Tool.make({ + description: "Run JavaScript.", + parameters: code, + success: Schema.String, + freeform: { type: "lark", grammar: 'start: "ZZ" /[0-9]{3}/' }, + execute: (input) => Effect.succeed(input.code), +}) + +AI.tool({ + description: "Run JavaScript.", + parameters: code, + freeform: { type: "regex", pattern: "ZZ[0-9]{3}" }, + execute: (input) => input.code, +}) + +Tool.make({ + description: "Run JavaScript.", + // @ts-expect-error A freeform tool's only parameter must be a string. + parameters: Schema.Struct({ code: Schema.Number }), + success: Schema.String, + freeform: { type: "text" }, +}) + +AI.tool({ + description: "Run JavaScript.", + parameters: Schema.Struct({ code: Schema.String, language: Schema.String }), + // @ts-expect-error A freeform tool takes exactly one parameter. + freeform: { type: "text" }, + execute: () => undefined, +}) + +AI.tool({ + description: "Run JavaScript.", + parameters: Schema.Struct({ code: Schema.optional(Schema.String) }), + // @ts-expect-error A freeform tool's parameter must be required. + freeform: { type: "text" }, + execute: () => undefined, +}) diff --git a/packages/ai/test/video.test.ts b/packages/ai/test/video.test.ts index b00b0bb534f7..3aef30e0582d 100644 --- a/packages/ai/test/video.test.ts +++ b/packages/ai/test/video.test.ts @@ -2,7 +2,7 @@ import { describe, expect } from "bun:test" import { Effect, Fiber, Layer, Stream } from "effect" import * as TestClock from "effect/testing/TestClock" import { Media, Video, VideoClient, type GenerationEvent, type VideoEvent } from "../src/effect.js" -import { Fal, Google, Runway, XAI } from "../src/providers.js" +import { Google, Runway, XAI } from "../src/providers.js" import { it } from "./lib/effect.js" import { dynamicResponse, json, observe, settle, type Call, type HandlerInput } from "./lib/http.js" @@ -439,203 +439,6 @@ describe("Video / xAI", () => { ) }) -// --------------------------------------------------------------------------- -// fal -// --------------------------------------------------------------------------- - -describe("Video / fal", () => { - const fal = Fal.configure({ apiKey: "test", baseURL: "https://queue.fal.test" }) - const model = fal.video("fal-ai/veo3.1") - const urls = { - status: "https://queue.fal.test/fal-ai/veo3.1/requests/r1/status", - response: "https://queue.fal.test/fal-ai/veo3.1/requests/r1", - cancel: "https://queue.fal.test/fal-ai/veo3.1/requests/r1/cancel", - } - const submitted = { - request_id: "r1", - status_url: urls.status, - response_url: urls.response, - cancel_url: urls.cancel, - queue_position: 2, - } - - it.effect("submits to the queue and follows the provider's status, response, and cancel URLs", () => - Effect.gen(function* () { - const calls: Array = [] - const program = Effect.gen(function* () { - const generation = yield* Video.start({ - model, - prompt: "Two person street interview", - frames: { first: Media.url("https://example.test/first.png") }, - negativePrompt: "blur", - seed: 7, - aspect: "9:16", - resolution: "1080p", - audio: true, - providerOptions: { duration: "8s", safety_tolerance: "4" }, - }) - expect(generation.status).toBe("queued") - expect(generation.position).toBe(2) - expect(generation.token).toEqual({ - requestID: "r1", - statusURL: urls.status, - responseURL: urls.response, - cancelURL: urls.cancel, - }) - const queued = yield* generation.refresh() - expect(queued.status).toBe("queued") - expect(queued.position).toBe(1) - const response = yield* generation.await({ poll: { interval: "1 second" } }) - yield* generation.cancel() - return response - }) - const response = yield* settle(program, 3).pipe( - Effect.provide( - layer((input) => - Effect.gen(function* () { - const { call, nth } = yield* observe(calls, input) - expect(call.headers.get("authorization")).toBe("Key test") - if (call.method === "POST") { - expect(call.url).toBe("https://queue.fal.test/fal-ai/veo3.1") - expect(JSON.parse(call.body)).toEqual({ - prompt: "Two person street interview", - negative_prompt: "blur", - seed: 7, - aspect_ratio: "9:16", - resolution: "1080p", - generate_audio: true, - image_url: "https://example.test/first.png", - duration: "8s", - safety_tolerance: "4", - }) - return json(input, submitted) - } - if (call.method === "PUT") { - expect(call.url).toBe(urls.cancel) - return json(input, { status: "CANCELLATION_REQUESTED" }, { status: 202 }) - } - if (call.url === urls.response) - return json(input, { - video: { - url: "https://v3.fal.media/out.mp4", - content_type: "video/mp4", - file_name: "out.mp4", - file_size: 10, - }, - seed: 7, - has_nsfw_concepts: [false], - }) - expect(call.url).toBe(urls.status) - if (nth === 1) return json(input, { status: "IN_QUEUE", queue_position: 1 }) - if (nth === 2) return json(input, { status: "IN_QUEUE", queue_position: 0 }) - if (nth === 3) return json(input, { status: "IN_PROGRESS", logs: [{ message: "Generating..." }] }) - return json(input, { status: "COMPLETED", metrics: { inference_time: 3.2 } }) - }), - ), - ), - ) - expect(response.video.source).toEqual({ - type: "url", - url: "https://v3.fal.media/out.mp4", - mediaType: "video/mp4", - }) - expect(response.providerMetadata).toEqual({ - fal: { requestId: "r1", seed: 7, fileName: "out.mp4", fileSize: 10, has_nsfw_concepts: [false] }, - }) - expect(calls.map((call) => `${call.method} ${call.url}`)).toEqual([ - "POST https://queue.fal.test/fal-ai/veo3.1", - `GET ${urls.status}`, - `GET ${urls.status}`, - `GET ${urls.status}`, - `GET ${urls.status}`, - `GET ${urls.response}`, - `PUT ${urls.cancel}`, - ]) - }), - ) - - it.effect("treats a COMPLETED status carrying an error as failed", () => - Effect.gen(function* () { - const generation = yield* Video.start({ model, prompt: "x" }) - const failed = yield* generation.refresh() - expect(failed.status).toBe("failed") - }).pipe( - Effect.provide( - layer((input) => - Effect.succeed( - input.request.method === "POST" - ? json(input, submitted) - : json(input, { status: "COMPLETED", error: "Invalid input", error_type: "ValidationError" }), - ), - ), - ), - ), - ) - - for (const failure of [ - { - name: "a COMPLETED status carrying an error", - status: { status: "COMPLETED", error: "Invalid input", error_type: "ValidationError" }, - result: { status: 422, body: { detail: [{ loc: ["body", "prompt"], msg: "Invalid input" }] } }, - tag: "InvalidRequest", - }, - { - name: "a failing response_url", - status: { status: "COMPLETED" }, - result: { status: 500, body: { detail: "Internal error" } }, - tag: "ProviderInternal", - }, - ]) { - it.effect(`fails await for ${failure.name} with the response_url body and HTTP context`, () => - Effect.gen(function* () { - // A transient 500 on the result fetch is retried first; the body and HTTP context survive the final failure. - const fiber = yield* Effect.forkChild(Video.generate({ model, prompt: "x" }).pipe(Effect.flip)) - yield* TestClock.adjust("5 minutes") - const error = yield* Fiber.join(fiber) - expect(error.reason._tag).toBe(failure.tag) - expect(error.reason.body).toBe(JSON.stringify(failure.result.body)) - expect(error.reason.http).toMatchObject({ url: urls.response, status: failure.result.status }) - }).pipe( - Effect.provide( - layer((input) => - Effect.succeed( - input.request.method === "POST" - ? json(input, submitted) - : input.request.url === urls.response - ? json(input, failure.result.body, { status: failure.result.status }) - : json(input, failure.status), - ), - ), - ), - ), - ) - } - - it.effect("rejects model-specific common fields and points at providerOptions", () => - Effect.gen(function* () { - const errors = yield* Effect.forEach( - [ - Video.generate({ model, prompt: "x", durationSeconds: 8 }), - Video.generate({ model, prompt: "x", frames: { last: Media.url("https://example.test/last.png") } }), - Video.generate({ model, prompt: "x", references: [Media.url("https://example.test/ref.png")] }), - Video.generate({ model, prompt: "x", n: 2 }), - Video.generate({ model, prompt: "x", frames: { first: Media.ref("fal", "handle") } }), - ], - (program) => program.pipe(Effect.flip), - ) - expect(errors.map((error) => error.reason._tag)).toEqual([ - "UnsupportedOperation", - "UnsupportedOperation", - "UnsupportedOperation", - "UnsupportedOperation", - "InvalidRequest", - ]) - expect(errors[1].message).toContain("end_image_url") - expect(errors[4].message).toContain("; got fal:handle") - }).pipe(Effect.provide(layer(() => Effect.die("unsupported input reached the network")))), - ) -}) - // --------------------------------------------------------------------------- // Runway // --------------------------------------------------------------------------- @@ -1149,11 +952,6 @@ describe("Video / queued result", () => { } const veoOperation = "models/veo-3.1/operations/op_1" - const falURLs = { - status: "https://queue.fal.test/fal-ai/veo3.1/requests/r1/status", - response: "https://queue.fal.test/fal-ai/veo3.1/requests/r1", - cancel: "https://queue.fal.test/fal-ai/veo3.1/requests/r1/cancel", - } for (const queued of [ { model: Google.configure({ apiKey: "test", baseURL: "https://google.test/v1beta" }).video("veo-3.1"), @@ -1168,7 +966,6 @@ describe("Video / queued result", () => { done: true, response: { generateVideoResponse: { generatedSamples: [{ video: { uri: "https://google.test/out.mp4" } }] } }, }, - result: undefined, url: "https://google.test/out.mp4", }, { @@ -1180,26 +977,8 @@ describe("Video / queued result", () => { resultURL: "https://xai.test/v1/videos/req_1", running: { status: "pending", progress: 40 }, done: { status: "done", video: { url: "https://vidgen.x.ai/out.mp4", respect_moderation: true } }, - result: undefined, url: "https://vidgen.x.ai/out.mp4", }, - { - model: Fal.configure({ apiKey: "test", baseURL: "https://queue.fal.test" }).video("fal-ai/veo3.1"), - submitted: { - request_id: "r1", - status_url: falURLs.status, - response_url: falURLs.response, - cancel_url: falURLs.cancel, - }, - token: { requestID: "r1", statusURL: falURLs.status, responseURL: falURLs.response, cancelURL: falURLs.cancel }, - submitURL: "https://queue.fal.test/fal-ai/veo3.1", - statusURL: falURLs.status, - resultURL: falURLs.response, - running: { status: "IN_PROGRESS" }, - done: { status: "COMPLETED" }, - result: { video: { url: "https://v3.fal.media/out.mp4" } }, - url: "https://v3.fal.media/out.mp4", - }, ]) { it.effect(`resumes a ${queued.model.provider} generation from a JSON round-tripped token`, () => Effect.gen(function* () { @@ -1216,7 +995,6 @@ describe("Video / queued result", () => { Effect.gen(function* () { const { call, nth } = yield* observe(calls, input) if (call.method === "POST") return json(input, queued.submitted) - if (call.url === queued.resultURL && queued.result !== undefined) return json(input, queued.result) return json(input, nth === 1 ? queued.running : queued.done) }), ), diff --git a/packages/ai/test/video.types.ts b/packages/ai/test/video.types.ts index 1cd839627424..f7ac2b81129d 100644 --- a/packages/ai/test/video.types.ts +++ b/packages/ai/test/video.types.ts @@ -11,7 +11,7 @@ import { type VideoRequestFor, } from "../src/effect.js" import type { Service } from "../src/video-client.js" -import { Anthropic, Fal, Google, OpenAI, Runway, XAI } from "../src/providers.js" +import { Anthropic, Google, OpenAI, Runway, XAI } from "../src/providers.js" type Requirements = T extends Effect.Effect ? R : never type Success = T extends Effect.Effect ? A : never @@ -63,12 +63,6 @@ Video.start({ // @ts-expect-error xAI modes are a closed set because the route selects an endpoint from them. Video.start({ model: xai, prompt: "Waves", providerOptions: { mode: "remix" } }) -const fal = Fal.configure({ apiKey: "test" }).video("fal-ai/veo3.1") -Video.start({ model: fal, prompt: "Interview", providerOptions: { duration: "8s", safety_tolerance: "4" } }) -Video.start({ model: fal, prompt: "Interview", providerOptions: { duration: "future-duration" } }) -// @ts-expect-error Known fal string options retain their value kind. -Video.start({ model: fal, prompt: "Interview", providerOptions: { duration: 8 } }) - const runway = Runway.configure({ apiKey: "test" }).video("gen4.5") Video.start({ model: runway, diff --git a/packages/ai/tsconfig.types.json b/packages/ai/tsconfig.types.json index b1e4110eef61..911f47029d01 100644 --- a/packages/ai/tsconfig.types.json +++ b/packages/ai/tsconfig.types.json @@ -5,5 +5,11 @@ "noEmit": true, "rootDir": "." }, - "include": ["example/**/*.ts", "test/**/*.types.ts", "test/testing.test.ts", "test/provider/checkpoint.test.ts"] + "include": [ + "example/**/*.ts", + "test/**/*.types.ts", + "test/testing.test.ts", + "test/testing-media.test.ts", + "test/provider/checkpoint.test.ts" + ] } diff --git a/packages/app/component-tests/activity-chips.spec.ts b/packages/app/component-tests/activity-chips.spec.ts index dcc7c882c8eb..9d3d1077ddb9 100644 --- a/packages/app/component-tests/activity-chips.spec.ts +++ b/packages/app/component-tests/activity-chips.spec.ts @@ -19,3 +19,29 @@ story("shows how long each background item has been running, ticking while open" await expect(elapsed).toHaveText(["13s", "1m 06s", "1h 02m", "5m 42s"]) expect(await page.locator('[data-slot="session-activity-panel"]').evaluate((node) => node.clientWidth)).toBe(width) }) + +story("opens a background shell's output in the menu and returns focus on the way out", async ({ mount, page }) => { + await mount("session-activity-chips--subagents-and-shells") + + const chip = page.locator('[data-slot="session-activity-chip"]') + const panel = page.locator('[data-slot="session-activity-panel"]') + await chip.click() + await panel.getByRole("menuitem", { name: /bun test --watch/ }).click() + + // The story's shells print `$ ` and `Ready.`. + await expect(panel.locator('[data-slot="session-activity-shell-output"]')).toHaveText(/\$ shl_test\s+Ready\./) + await expect(panel.locator('[data-slot="session-activity-back"]')).toBeFocused() + + await page.keyboard.press("Enter") + await expect(panel.getByRole("menuitem", { name: /bun test --watch/ })).toBeFocused() + + await panel.getByRole("menuitem", { name: /bun test --watch/ }).click() + await expect(panel.locator('[data-slot="session-activity-back"]')).toBeFocused() + await page.keyboard.press("Escape") + await expect(panel).toBeHidden() + await expect(chip).toBeFocused() + + // Closing forgets the shell, so the menu opens on the list again. + await chip.click() + await expect(panel).toHaveAttribute("data-view", "list") +}) diff --git a/packages/app/component-tests/composer.spec.ts b/packages/app/component-tests/composer.spec.ts index c37bd337d814..cb2a0c7db6d2 100644 --- a/packages/app/component-tests/composer.spec.ts +++ b/packages/app/component-tests/composer.spec.ts @@ -96,20 +96,22 @@ story( const height = await composer.evaluate((element) => element.getBoundingClientRect().height) await input.press("Shift+ArrowUp") - await expect(input).toBeFocused() - await expect(search).toHaveCount(0) + await expect(search).toBeFocused() await expect(input).toHaveText("Explain the latest changes") await expect(composer).toHaveCSS("height", `${height}px`) const menu = await component.locator('[data-component="composer-suggestions"]').boundingBox() if (!menu) throw new Error("Missing history menu") await expect(options).toHaveText([ - "Run the focused tests", - "Review the composer layout Keep keyboard navigation accessible", "Explain the latest changes", + "Review the composer layout Keep keyboard navigation accessible", + "Run the focused tests", ]) await expect(component.getByRole("option", { selected: true })).toHaveText("Explain the latest changes") - await input.press("ArrowUp") + await expect( + component.getByRole("option", { name: "Explain the latest changes", exact: true }).locator("bdi"), + ).toHaveCSS("font-weight", "400") + await search.press("ArrowDown") await expect(component.getByRole("option", { selected: true })).toHaveText( "Review the composer layout Keep keyboard navigation accessible", ) @@ -140,20 +142,16 @@ story( .toBe(menu.y) await expect(component.getByRole("img", { name: "layout.png", exact: true })).toBeVisible() await expect(component.getByText("Keep the search separate from the draft", { exact: true })).toBeVisible() - await input.press("ArrowUp") + await search.press("ArrowDown") await expect(input).toHaveText("Run the focused tests") await expect(composer).toHaveCSS("height", `${height}px`) - await input.press("ArrowUp") + await search.press("ArrowDown") await expect(input).toHaveText("Run the focused tests") - await input.press("ArrowDown") + await search.press("ArrowUp") await expect(input).toHaveText("Review the composer layout\nKeep keyboard navigation accessible") - await input.press("ControlOrMeta+f") await expect(search).toBeFocused() await search.fill("ACCESSIBLE") await expect(composer).toHaveCSS("height", `${height}px`) - await search.press("Escape") - await expect(input).toBeFocused() - await expect(composer).toHaveCSS("height", `${height}px`) await expect .poll(() => component @@ -161,7 +159,7 @@ story( .evaluate((element) => element.scrollHeight > element.clientHeight), ) .toBe(true) - await input.press("Enter") + await search.press("Enter") await expect(options).toHaveCount(0) await expect(content).toHaveCSS("mask-image", "none") await expect(viewport).not.toHaveCSS("mask-image", "none") @@ -186,7 +184,7 @@ story( await expect(input).toHaveText("Explain the latest changes") await expect(component.getByRole("img", { name: "layout.png", exact: true })).toHaveCount(0) await expect(composer).toHaveCSS("height", `${restoredHeight}px`) - await input.press("Escape") + await search.press("Escape") await expect(options).toHaveCount(0) await expect(input).toBeFocused() await expect(input).toBeEmpty() @@ -196,13 +194,12 @@ story( }, ) -story("searches history on demand, returns to browsing, and keeps shell history separate", async ({ mount, page }) => { +story("searches history, cancels with Escape, and keeps shell history separate", async ({ mount, page }) => { const component = await mount("opencode-composer-flow--prompt-history") const input = component.getByRole("textbox", { name: "Prompt", exact: true }) const search = component.getByRole("combobox", { name: "Prompt history", exact: true }) await input.press("Shift+ArrowUp") - await input.press("ControlOrMeta+f") await expect(search).toBeFocused() await search.fill("ACCESSIBLE") await expect(component.getByRole("option")).toHaveCount(1) @@ -211,13 +208,10 @@ story("searches history on demand, returns to browsing, and keeps shell history await search.press("Escape") await expect(search).toHaveCount(0) await expect(input).toBeFocused() - await expect(component.getByRole("option")).toHaveCount(3) - await input.press("Escape") await expect(component.getByRole("option")).toHaveCount(0) await expect(input).toBeEmpty() await input.press("Shift+ArrowUp") - await component.getByRole("button", { name: /^Search/ }).click() await expect(search).toBeFocused() await search.fill("no matching prompt") await expect(component.getByRole("option")).toHaveCount(0) @@ -246,6 +240,8 @@ story("searches history on demand, returns to browsing, and keeps shell history await input.press("Shift+ArrowUp") await expect(input).toHaveText("Explain the latest changes") await expect(component.getByRole("option")).toHaveCount(3) + await expect(search).toBeFocused() + await search.press("Enter") await expect(input).toBeFocused() await input.press("Shift+Digit1") await expect(component.getByRole("option")).toHaveCount(0) @@ -256,11 +252,11 @@ story("searches history on demand, returns to browsing, and keeps shell history await input.press("Shift+ArrowUp") await expect(input).toHaveText("bun typecheck") await expect(component.getByRole("option")).toHaveText(["bun typecheck"]) - await input.press("Escape") + await search.press("Escape") await expect(input).toBeFocused() await expect(input).toBeEmpty() await input.press("Shift+ArrowUp") - await input.press("Enter") + await search.press("Enter") await expect(input).toHaveText("bun typecheck") await expect(component.getByRole("status")).toHaveText("Ready") }) @@ -270,7 +266,7 @@ story("pins history search above the scrolling prompts", async ({ mount }) => { const input = component.getByRole("textbox", { name: "Prompt", exact: true }) await input.press("Shift+ArrowUp") const menu = component.locator('[data-component="composer-suggestions"]') - const search = menu.getByRole("button", { name: /^Search/ }) + const search = menu.getByRole("combobox", { name: "Prompt history", exact: true }) const viewport = menu.locator("[data-scrollable]") await expect.poll(() => viewport.evaluate((element) => element.scrollHeight > element.clientHeight)).toBe(true) @@ -287,7 +283,7 @@ story("pins history search above the scrolling prompts", async ({ mount }) => { await expect.poll(clippedTop).toBe(false) - for (let index = 0; index < 12; index++) await input.press("ArrowUp") + for (let index = 0; index < 12; index++) await search.press("ArrowDown") await expect(menu.getByRole("option", { selected: true })).toBeInViewport({ ratio: 1 }) await expect.poll(clippedTop).toBe(false) await expect.poll(async () => (await search.boundingBox())!.y - (await viewport.boundingBox())!.y).toBeLessThan(0) diff --git a/packages/app/component-tests/plugin-host.spec.ts b/packages/app/component-tests/plugin-host.spec.ts index b838eb9bb023..a7ed132db877 100644 --- a/packages/app/component-tests/plugin-host.spec.ts +++ b/packages/app/component-tests/plugin-host.spec.ts @@ -1511,3 +1511,51 @@ story("composer pills show per session, open their rows, and fail only their own await rows.nth(0).click() await expect(page.locator("body")).toHaveAttribute("data-picked", "12") }) + +story("a composer pill with a menu opens the plugin's content under the host's heading", async ({ page }) => { + await page.evaluate(async (fixture) => { + const { mountComposerPills, until, ComposerPill } = await import(fixture) + + const host = mountComposerPills({ + definitions: [ + { + id: "acme", + windowEntry: async () => ({ + default: (ctx: Context) => + void ctx.add(ComposerPill, { + id: "goal", + // `menu` wins over the view's rows. + show: () => ({ label: "Goal", title: "Ship the release", rows: [{ id: "unused", label: "Unused" }] }), + menu: (input: { readonly session: { readonly directory: string }; close(): void }) => { + const button = document.createElement("button") + button.dataset.testid = "goal-pause" + button.textContent = `Pause ${input.session.directory}` + button.onclick = () => input.close() + + return button + }, + }), + }), + }, + ], + }) + + await until(() => host.status("acme") === "active") + }, fixture) + + const pill = page.getByTestId("composer-pills").locator('[data-slot="session-plugin-pill"]') + await expect(pill).toHaveText("Goal") + + await pill.click() + const popover = page.locator('[data-slot="session-plugin-pill-popover"]') + await expect(popover.getByText("Ship the release")).toBeVisible() + await expect(popover.locator('[data-slot="session-plugin-pill-row"]')).toHaveCount(0) + await expect(popover.getByTestId("goal-pause")).toHaveText("Pause /repo") + + await popover.getByTestId("goal-pause").click() + await expect(popover).toHaveCount(0) + + // The content renders again on the next open. + await pill.click() + await expect(page.getByTestId("goal-pause")).toBeVisible() +}) diff --git a/packages/app/component-tests/timeline-virtualizer.fixture.tsx b/packages/app/component-tests/timeline-virtualizer.fixture.tsx index 2f9b2e91785f..d7b667667fa7 100644 --- a/packages/app/component-tests/timeline-virtualizer.fixture.tsx +++ b/packages/app/component-tests/timeline-virtualizer.fixture.tsx @@ -5,7 +5,12 @@ import { render } from "solid-js/web" import { LanguageProvider } from "../src/runtime/i18n/language" import { createTimelineVirtualizer } from "../src/session/timeline/virtualizer" -export function mountTimelineVirtualizer(input: { count: number; rowHeight: number; immediate?: boolean }) { +export function mountTimelineVirtualizer(input: { + count: number + rowHeight: number + immediate?: boolean + viewportHeight?: number +}) { const host = document.createElement("main") host.dataset.testid = "timeline-virtualizer-fixture" host.dataset.scrolls = "0" @@ -112,7 +117,7 @@ export function mountTimelineVirtualizer(input: { count: number; rowHeight: numb > Reconnect ready rows -
+
false} diff --git a/packages/app/component-tests/timeline-virtualizer.spec.ts b/packages/app/component-tests/timeline-virtualizer.spec.ts index 7a5ba2579c63..b145ead3ee77 100644 --- a/packages/app/component-tests/timeline-virtualizer.spec.ts +++ b/packages/app/component-tests/timeline-virtualizer.spec.ts @@ -55,6 +55,40 @@ story("bounds the cheap suffix and reveals only ready measured rows", async ({ p }) }) +story("treats the reachable end as the end under page zoom", async ({ page }) => { + // At 110% the browser stops scrolling more than a pixel short of scrollHeight - clientHeight. A mount that waited + // for that distance to close stayed blank, or froze the renderer in a microtask loop, and scrolling back down to + // the bottom never resumed following. + await page.evaluate(async (fixture) => { + document.documentElement.style.zoom = "1.1" + const { mountTimelineVirtualizer } = await import(fixture) + mountTimelineVirtualizer({ count: 4, rowHeight: 60.3, immediate: true, viewportHeight: 200.5 }) + }, fixture) + const root = page.getByTestId("timeline-virtualizer-fixture") + const content = root.locator("[data-timeline-virtual-content]") + await root.getByRole("button", { name: "Complete Markdown", exact: true }).click() + await expect(content).toHaveCSS("visibility", "visible") + const viewport = root.locator("[data-scrollable]") + expect( + await viewport.evaluate((element) => element.scrollHeight - element.clientHeight - element.scrollTop), + ).toBeGreaterThan(1) + + const controls = root.getByTestId("timeline-controls") + await viewport.dispatchEvent("wheel", { deltaY: -1 }) + await expect(controls).toHaveAttribute("data-pinned", "false") + + for (const top of [40, Number.MAX_SAFE_INTEGER]) + await viewport.evaluate( + (element, top) => + new Promise((resolve) => { + element.addEventListener("scroll", resolve, { once: true }) + element.scrollTop = top + }), + top, + ) + await expect(controls).toHaveAttribute("data-pinned", "true") +}) + for (const input of [ { name: "offset-only", count: 1, rowHeight: 600, reveal: { scrollTop: 0 } }, { name: "zero-height", count: 4, rowHeight: 60, reveal: {} }, diff --git a/packages/app/e2e/performance/devex/desktop-startup.ts b/packages/app/e2e/performance/devex/desktop-startup.ts index e37b8c9fb0b2..494dbf680040 100644 --- a/packages/app/e2e/performance/devex/desktop-startup.ts +++ b/packages/app/e2e/performance/devex/desktop-startup.ts @@ -239,7 +239,8 @@ function startDesktop(profile: Awaited>) { }), ]) - browser = await chromium.connectOverCDP(url, { timeout: 120_000 }) + // Observe the native appearance and focus instead of applying Playwright's media defaults. + browser = await chromium.connectOverCDP(url, { timeout: 120_000, noDefaults: true }) const context = browser.contexts()[0] if (!context) throw new Error("Electron did not expose a browser context") diff --git a/packages/app/e2e/regression/command-palette.spec.ts b/packages/app/e2e/regression/command-palette.spec.ts index eebaac745d50..bfadd05f5711 100644 --- a/packages/app/e2e/regression/command-palette.spec.ts +++ b/packages/app/e2e/regression/command-palette.spec.ts @@ -146,31 +146,39 @@ test("Search commands lists only commands and runs the chosen one", async ({ pag await expect(page).toHaveURL("/settings") }) -test("Search projects opens a new session's project picker from a session and from Home", async ({ page }) => { +test("Search projects opens the full location picker from a session, draft, and Home", async ({ page }) => { const editor = page.locator('[data-component="composer-editor"]') const picker = page.getByRole("combobox", { name: "Search projects", exact: true }) - const { dialog, input } = await openCommandPalette(page) - await input.fill("search projects") - await dialog.getByRole("option", { name: /^Search projects/ }).click() + await openPaletteWorkspace(page) + const shortcut = (await page.evaluate(() => navigator.platform.includes("Mac"))) ? "Meta+Shift+O" : "Control+Shift+O" + await page.keyboard.press(shortcut) await expect(page).toHaveURL(/\/new-session\?draftId=.+$/) await expect(picker).toBeFocused() - // Just the projects: no "Add project", no worktrees and no key hints. const projects = page.getByRole("dialog").getByRole("option") - await expect(projects).toHaveCount(1) - await expect(projects).toHaveText(/command-palette/) - await expect(projects.getByRole("button", { name: "Worktrees", exact: true })).toHaveCount(0) - await expect(page.locator(".new-session-location-hints")).toHaveCount(0) + await expect(projects.filter({ hasText: "Add project" })).toBeVisible() + await picker.fill("command-palette") + await expect(projects).toHaveCount(2) + await expect(projects.getByRole("button", { name: "Worktrees", exact: true })).toBeVisible() + await picker.press("ArrowRight") + await expect(page.getByRole("option", { name: /^New worktree/ })).toBeVisible() + await page.getByRole("combobox").press("Escape") await picker.press("Escape") await expect(picker).toHaveCount(0) await expect(editor).toBeFocused() + await page.keyboard.press(shortcut) + await expect(picker).toBeFocused() + await expect(projects.filter({ hasText: "Add project" })).toBeVisible() + await picker.press("Escape") + await page.goto("/") await expect( page.getByRole("region", { name: "Recent sessions" }).getByRole("button", { name: /Palette fixture session/ }), ).toBeEnabled() - await page.keyboard.press("ControlOrMeta+Shift+O") + await page.keyboard.press(shortcut) await expect(page).toHaveURL(/\/new-session\?draftId=.+$/) await expect(picker).toBeFocused() + await expect(projects.filter({ hasText: "Add project" })).toBeVisible() }) declare global { @@ -611,18 +619,61 @@ test("keeps matching session and file results steady across keystrokes while sea }) }) -test("keeps the same height as the number of results changes", async ({ page }) => { - const { dialog, input } = await openCommandPalette(page) +test("titlebar session search shrinks with results while its field stays anchored through scrolling", async ({ + page, +}) => { + await openPaletteWorkspace(page, true, [ + { ...paletteSession, time: { ...paletteSession.time } }, + ...Array.from({ length: 23 }, (_, index) => ({ + ...paletteSession, + id: `ses_compact_palette_${index}`, + title: index === 0 ? "Compact keeper needle" : `Compact keeper result ${index}`, + time: { created: 1700000000000 - index - 1, updated: 1700000000000 - index - 1 }, + })), + ]) + await page.getByRole("banner").getByRole("button", { name: "Search sessions", exact: true }).click() + const dialog = page.getByRole("dialog") + const input = dialog.getByRole("combobox") + const options = dialog.getByRole("option") const container = page.locator('[data-component="dialog-v2"] [data-slot="dialog-container"]') - const height = async () => (await container.boundingBox())?.height - const initial = await height() - expect(initial).toBe(480) - await input.fill("copy session") - await expect(dialog.getByRole("option")).toHaveCount(1) - expect(await height()).toBe(initial) + const geometry = () => + container.evaluate((element) => ({ + height: element.getBoundingClientRect().height, + inputTop: element.querySelector('[role="combobox"]')!.getBoundingClientRect().top, + })) - await input.fill("zzzz no palette match") - await expect(dialog.getByText("No results found")).toBeVisible() - expect(await height()).toBe(initial) + await expect(input).toBeFocused() + await expect(options).toHaveCount(10) + // Hover waits for the field's opening animation to settle before taking the reference position. + await input.hover() + const initial = await geometry() + expect(initial.height).toBeGreaterThan(200) + + await input.fill("Compact keeper needle") + await expect(options).toHaveText([/Compact keeper needle/]) + await expect.poll(async () => (await geometry()).height).toBeLessThan(initial.height - 100) + await expect.poll(async () => (await geometry()).inputTop).toBeCloseTo(initial.inputTop, 0) + + await input.clear() + await expect(options).toHaveCount(10) + await expect.poll(geometry).toEqual({ + height: expect.closeTo(initial.height, 0), + inputTop: expect.closeTo(initial.inputTop, 0), + }) + + // A broader query exposes more than the recent-session limit and must scroll below the field. + await input.fill("Compact keeper") + await expect(options).toHaveCount(23) + const scroll = dialog.locator('[data-slot="search-list-scroll"]') + await expect.poll(() => scroll.evaluate((element) => element.scrollHeight - element.clientHeight)).toBeGreaterThan(0) + await expect.poll(async () => (await geometry()).height).toBeLessThanOrEqual(480) + const last = dialog.getByRole("option", { name: /Compact keeper result 22/ }) + await expect(last).not.toBeInViewport() + await scroll.hover() + await page.mouse.wheel(0, 2000) + await expect(last).toBeInViewport() + await expect.poll(() => scroll.evaluate((element) => element.scrollTop)).toBeGreaterThan(0) + await expect.poll(async () => (await geometry()).inputTop).toBeCloseTo(initial.inputTop, 0) + await expect(input).toBeFocused() }) diff --git a/packages/app/e2e/regression/composer.spec.ts b/packages/app/e2e/regression/composer.spec.ts index 3af9e869df2d..806fb3aa1c11 100644 --- a/packages/app/e2e/regression/composer.spec.ts +++ b/packages/app/e2e/regression/composer.spec.ts @@ -282,7 +282,7 @@ test("a catalog refresh cannot replace an existing session's model", async ({ pa }) const control = page.locator('[data-action="composer-model"]') - await expect(control).toHaveText("OpenCode / Alpha") + await expect(control).toHaveText("Alpha") await view.editor.fill("Keep my selected model") catalog.current = provider(beta) @@ -295,7 +295,7 @@ test("a catalog refresh cannot replace an existing session's model", async ({ pa data: {}, }, ]) - await expect(control).toHaveText("OpenCode / alpha (unavailable)") + await expect(control).toHaveText("alpha (unavailable)") await view.editor.press("Enter") await expect(page.getByText("Select an agent and model", { exact: true })).toBeVisible() await expect(view.editor).toHaveText("Keep my selected model") @@ -312,7 +312,7 @@ test("a catalog refresh cannot replace an existing session's model", async ({ pa data: {}, }, ]) - await expect(control).toHaveText("OpenCode / Alpha") + await expect(control).toHaveText("Alpha") await expect(page.getByRole("button", { name: "Choose model variant", exact: true })).toHaveText("high") await view.editor.press("Enter") await expect.poll(() => prompts.length).toBe(1) @@ -329,13 +329,13 @@ test("a catalog refresh cannot replace an existing session's model", async ({ pa data: {}, }, ]) - await expect(control).toHaveText("OpenCode / alpha (unavailable)") + await expect(control).toHaveText("alpha (unavailable)") await control.click() await page .getByRole("dialog", { name: "Select model" }) .getByRole("button", { name: "Beta Free", exact: true }) .click() - await expect(control).toHaveText("OpenCode / Beta") + await expect(control).toHaveText("Beta") await view.editor.fill("Use the replacement I chose") await view.editor.press("Enter") await expect.poll(() => prompts.length).toBe(2) @@ -387,8 +387,8 @@ test("an existing session's model never shows a fallback while its agent loads", const agentLoaded = page.waitForResponse((response) => new URL(response.url()).pathname === "/api/agent") agents.resolve() await agentLoaded - await expect(control).toHaveText("OpenCode / Alpha") - expect(await page.evaluate(() => [...(window.__chipTexts ?? [])])).toEqual(["OpenCode / Alpha"]) + await expect(control).toHaveText("Alpha") + expect(await page.evaluate(() => [...(window.__chipTexts ?? [])])).toEqual(["Alpha"]) }) test("a send pressed while the Location's plugins activate waits, Esc cancels it, and it sends once catalogs load", async ({ @@ -459,7 +459,7 @@ test("an opened session in another Location names its model from a loaded catalo const control = page.locator('[data-action="composer-model"]') await page.goto(sessionHref("ses_warm_here")) - await expect(control).toHaveText("OpenCode / Alpha") + await expect(control).toHaveText("Alpha") const held = await holdRoute( page, @@ -470,7 +470,7 @@ test("an opened session in another Location names its model from a loaded catalo try { await page.locator(`[data-slot="vertical-tabs"] a[href="${sessionHref("ses_warm_there", SERVER)}"]`).click() await held.arrived - await expect(control).toHaveText("OpenCode / Beta") + await expect(control).toHaveText("Beta") await expect(page.getByRole("button", { name: "Choose model variant" })).toHaveText("high") const painted = await control.elementHandle() @@ -488,7 +488,7 @@ test("an opened session in another Location names its model from a loaded catalo await Promise.all(loaded) await expect(page.getByRole("dialog")).toBeVisible() // The loaded selection keeps the same chip instead of replacing it. - await expect(control).toHaveText("OpenCode / Beta") + await expect(control).toHaveText("Beta") expect(await painted?.evaluate((element) => element.isConnected)).toBe(true) } finally { held.release() @@ -501,33 +501,120 @@ declare global { } } -test("names a Console-managed provider without its workspace unless a direct connection shares it", async ({ +test("a managed composer label follows direct connections, not picker filtering or model identity", async ({ page, }) => { - const sessions = [ - { id: "ses_managed_root", model: { id: "alpha", providerID: "opencode" } }, - { id: "ses_managed_openai", model: { id: "gpt", providerID: "console-openai" } }, - ] + const sessionID = "ses_managed_provider" + const connected = { direct: false } + const switches: unknown[] = [] + const prompts: Parameters>[0]["body"][] = [] + page.on("request", (request) => { + if (request.method() === "POST" && new URL(request.url()).pathname === `/api/session/${sessionID}/model`) + switches.push(request.postDataJSON()) + }) - const managed = { integrationID: "opencode" } - await openSession(page, { + const view = await openSession(page, { name: "ManagedProvider", - sessions: sessions.map((session) => ({ ...session, agent: "build" })), - provider: { + sessions: [{ id: sessionID, agent: "build", model: { id: "gpt", providerID: "console-openai" } }], + provider: () => ({ all: [ - { ...managed, id: "opencode", name: "Anomaly / OpenCode", models: { alpha: { id: "alpha", name: "Alpha" } } }, - { ...managed, id: "console-openai", name: "Anomaly / OpenAI", models: { gpt: { id: "gpt", name: "GPT" } } }, - { id: "openai", name: "OpenAI", models: { gpt: { id: "gpt", name: "GPT" } } }, + { + id: "opencode", + integrationID: "opencode", + name: "Anomaly / OpenCode", + models: {}, + }, + { + id: "console-openai", + canonical: "openai", + integrationID: "opencode", + name: "Anomaly / OpenAI", + models: { gpt: { id: "gpt", name: "GPT" } }, + }, + ...(connected.direct + ? [ + { + id: "openai", + name: "OpenAI", + models: { "direct-model": { id: "direct-model", name: "Direct Model" } }, + }, + ] + : []), ], - connected: ["opencode", "console-openai", "openai"], + connected: ["opencode", "console-openai", ...(connected.direct ? ["openai"] : [])], default: {}, + }), + onPrompt: (input) => void prompts.push(input.body), + seed: { + storage: { + "opencode.global.dat:model": { + user: [ + { providerID: "console-openai", modelID: "gpt", visibility: "show" }, + { providerID: "openai", modelID: "direct-model", visibility: "show" }, + ], + }, + }, }, }) const control = page.locator('[data-action="composer-model"]') - await expect(control).toHaveText("OpenCode / Alpha") - await page.goto(sessionHref(sessions[1]!.id)) - await expect(control).toHaveText("Anomaly / OpenAI / GPT") + const picker = page.getByRole("dialog", { name: "Select model", exact: true }) + const selected = picker.locator('[data-option-key="console-openai:gpt"]') + await expect(control).toHaveText("OpenAI / GPT") + + connected.direct = true + await view.push([ + { + id: "evt_direct_connected", + created: T0 + 1, + type: "provider.updated", + location: { directory: view.directory }, + data: {}, + }, + { + id: "evt_direct_models_connected", + created: T0 + 2, + type: "model.updated", + location: { directory: view.directory }, + data: {}, + }, + ]) + await expect(control).toHaveText("OpenCode / OpenAI / GPT") + await expect(control).toHaveAccessibleName("OpenCode / OpenAI / GPT") + await control.click() + const search = picker.getByRole("combobox", { name: "Search models", exact: true }) + await expect(picker.locator('[data-option-key="openai:direct-model"]')).toBeVisible() + await search.fill("GPT") + await expect(picker.locator('[data-option-key="openai:direct-model"]')).toHaveCount(0) + await expect(selected).toHaveAttribute("aria-current", "true") + await expect(control).toHaveText("OpenCode / OpenAI / GPT") + await search.press("Escape") + await expect(picker).toBeHidden() + + connected.direct = false + await view.push([ + { + id: "evt_direct_disconnected", + created: T0 + 3, + type: "provider.updated", + location: { directory: view.directory }, + data: {}, + }, + { + id: "evt_direct_models_disconnected", + created: T0 + 4, + type: "model.updated", + location: { directory: view.directory }, + data: {}, + }, + ]) + await expect(control).toHaveText("OpenAI / GPT") + + await view.editor.fill("Keep the managed provider selected") + await view.editor.press("Enter") + await expect.poll(() => prompts.length).toBe(1) + expect(prompts[0]).toMatchObject({ text: "Keep the managed provider selected" }) + expect(switches).toEqual([]) }) async function draft(page: Page) { @@ -586,6 +673,7 @@ test("keeps a line added at the end of a scrolling prompt clear of the bottom fa await page.keyboard.type(line) await page.keyboard.press("Shift+Enter") } + await page.keyboard.type("Last line") await expect.poll(() => editor.innerText()).toMatch(/Line 12\nLast line$/) @@ -801,6 +889,25 @@ test("keeps focus in a dialog that replaces the model dialog and returns it to t await expect(editor).toHaveText("keep, me") }) +test("lists OpenCode's free models in the model picker however old they are", async ({ page }) => { + await page.clock.setFixedTime(T0) + const year = { released: T0 - 365 * 24 * 60 * 60 * 1000 } + await openSession(page, { + name: "ComposerFreeModels", + provider: provider( + { id: "new-paid", name: "New Paid", cost: { input: 1, output: 1 }, time: { released: T0 } }, + { id: "old-paid", name: "Old Paid", cost: { input: 1, output: 1 }, time: year }, + { id: "big-pickle", name: "Big Pickle", cost: { input: 0, output: 0 }, time: year }, + ), + }) + + await page.locator('[data-component="composer"] [data-action="composer-model"]').click() + const models = page.getByRole("dialog", { name: "Select model", exact: true }) + await expect(models.locator('[data-option-key="opencode:new-paid"]')).toBeVisible() + await expect(models.locator('[data-option-key="opencode:big-pickle"]')).toBeVisible() + await expect(models.locator('[data-option-key="opencode:old-paid"]')).toHaveCount(0) +}) + test("lists slash commands in their built-in order", async ({ page }) => { const { editor } = await openSession(page, { name: "ComposerSlash", @@ -827,10 +934,32 @@ test("lists slash commands in their built-in order", async ({ page }) => { "/mcp", "/model", "/connect", + "/reload", "/btw", ]) }) +test("/reload reloads the server's configuration once and reports it", async ({ page }) => { + const { editor } = await openSession(page, { name: "ComposerReload", provider: NO_PROVIDER }) + const reloaded = Promise.withResolvers() + let reloads = 0 + await page.route(/\/api\/location\/reload$/, async (route) => { + reloads++ + await reloaded.promise + await route.fulfill({ status: 204 }) + }) + + await editor.fill("/reload") + await expect(page.locator('[data-suggestion-id="config.reload"]')).toHaveAttribute("data-active", "") + await editor.press("Enter") + await expect(page.getByText("Reloading configuration…", { exact: true })).toBeVisible() + reloaded.resolve() + await expect(page.getByText("Configuration reloaded", { exact: true })).toBeVisible() + await expect(page.getByText("Reloading configuration…", { exact: true })).toBeHidden() + await expect(editor).toBeEmpty() + expect(reloads).toBe(1) +}) + const followUp = "Add follow-up, / for commands, @ for context…" for (const row of [ @@ -906,11 +1035,6 @@ test("marks a Console provider with its workspace only when it is also connected }) const trigger = page.locator('[data-component="composer"] [data-action="composer-model"]') - await trigger.hover() - const details = page.getByRole("tooltip") - await expect(details.getByText("Console Model", { exact: true })).toBeVisible() - await expect(details.getByText("OpenCode", { exact: true })).toBeVisible() - await expect(details.getByText(/Anomaly \//)).toHaveCount(0) await trigger.click() const menu = page.getByRole("dialog", { name: "Select model", exact: true }) await expect(menu.getByRole("option", { name: "Direct Gemini", exact: true })).toBeVisible() diff --git a/packages/app/e2e/regression/home.spec.ts b/packages/app/e2e/regression/home.spec.ts index c4e5d0ce19e3..3ef6662e0bca 100644 --- a/packages/app/e2e/regression/home.spec.ts +++ b/packages/app/e2e/regression/home.spec.ts @@ -179,7 +179,7 @@ test("Home lists the used server projects by recent activity, hides them, and li await page.getByRole("menuitem", { name: "Close", exact: true }).click() await expect(view.rows).toHaveText(["oldest"]) - // The location dialog lists every server project once: used ones first, then the rest, each by recency. + // Closing a project moves it out of the added list, but it remains discoverable in the server inventory. await page .locator('[data-component="home-project-row"]') .filter({ hasText: "oldest" }) @@ -188,13 +188,9 @@ test("Home lists the used server projects by recent activity, hides them, and li .click() await newSessionLocation(page).click() const options = page.getByRole("dialog").getByRole("option") - await expect(options.locator(".command-palette-title")).toHaveText([ - "Add project", - "oldest", - "fresh", - "unused", - "recent", - ]) + await expect(options.locator(".command-palette-title")).toHaveText(["oldest", "Other projects", "Add project"]) + await options.filter({ hasText: "Other projects" }).click() + await expect(options.locator(".command-palette-title")).toHaveText(["fresh", "unused", "recent"]) await options.filter({ hasText: "C:/OpenCode/recent" }).click() await expect(newSessionLocation(page)).toContainText("recent") await page.getByRole("button", { name: "Home", exact: true }).click() diff --git a/packages/app/e2e/regression/mobile-model-pickers.spec.ts b/packages/app/e2e/regression/mobile-model-pickers.spec.ts index 53df5e765877..af63687b0693 100644 --- a/packages/app/e2e/regression/mobile-model-pickers.spec.ts +++ b/packages/app/e2e/regression/mobile-model-pickers.spec.ts @@ -35,7 +35,7 @@ for (const direction of ["ltr", "rtl"] as const) { await expect(variant).toBeFocused() const model = composer.locator('[data-action="composer-model"]') - await expect(model).toHaveText("OpenCode / Mobile Model A") + await expect(model).toHaveText("Mobile Model A") await expect(model).toHaveAttribute("data-control-type", "drawer") await model.click() const models = page.getByRole("dialog", { name: "Select model", exact: true }) @@ -88,7 +88,7 @@ for (const direction of ["ltr", "rtl"] as const) { await expect(models.getByRole("button", { name: /Mobile Model A/ })).toHaveCount(0) await search.press("Enter") await expect(models).toBeHidden() - await expect(model).toHaveText("OpenCode / Mobile Model B") + await expect(model).toHaveText("Mobile Model B") await expect(composer.getByRole("textbox", { name: "Prompt", exact: true })).toBeFocused() await model.click() @@ -116,7 +116,7 @@ for (const direction of ["ltr", "rtl"] as const) { await model.click() await models.getByRole("button", { name: "Connect an integration", exact: true }).click() await expect(models).toBeHidden() - const providers = page.getByRole("dialog", { name: "Connect an integration", exact: true }) + const providers = page.getByRole("dialog", { name: "Integrations", exact: true }) await expect(providers.getByRole("searchbox", { name: "Search providers", exact: true })).toBeFocused() await expect(page.getByRole("dialog")).toHaveCount(1) }) @@ -133,7 +133,7 @@ for (const direction of ["ltr", "rtl"] as const) { await expect(page.getByRole("menu")).toHaveCount(0) await dialog.locator('[data-option-key="opencode:mobile-b"]').click() await expect(dialog).toBeHidden() - await expect(model).toHaveText("OpenCode / Mobile Model B") + await expect(model).toHaveText("Mobile Model B") await expect(page.locator('[data-slot="mobile-drawer-content"]')).toHaveCount(0) await expect(composer.getByRole("textbox", { name: "Prompt", exact: true })).toBeFocused() }) @@ -152,7 +152,7 @@ for (const direction of ["ltr", "rtl"] as const) { await expect(flyout.getByText("Text, Image, PDF, Tools", { exact: true })).toBeVisible() await flyout.getByRole("menuitemradio", { name: "max", exact: true }).click() await expect(dialog).toBeHidden() - await expect(model).toHaveText("OpenCode / Mobile Model B") + await expect(model).toHaveText("Mobile Model B") await expect(variant).toHaveText("max") }) @@ -180,7 +180,7 @@ for (const direction of ["ltr", "rtl"] as const) { await expect(rowA).toContainText("high") await search.press("Enter") await expect(dialog).toBeHidden() - await expect(model).toHaveText("OpenCode / Mobile Model A") + await expect(model).toHaveText("Mobile Model A") await expect(variant).toHaveText("high") await expect(composer.getByRole("textbox", { name: "Prompt", exact: true })).toBeFocused() }) @@ -196,30 +196,29 @@ for (const direction of ["ltr", "rtl"] as const) { await expect(dialog.locator('[data-option-key="opencode:mobile-a"]')).toContainText("high") await search.press("Enter") await expect(dialog).toBeHidden() - await expect(model).toHaveText("OpenCode / Mobile Model A") + await expect(model).toHaveText("Mobile Model A") await expect(variant).toHaveText("high") await expect(prompt).toBeFocused() await expect(prompt).toHaveText("keep me") }) } -test("desktop model button shows the model details", async ({ page }) => { +test("desktop model button shows only the choose-model hint, not the model details", async ({ page }) => { const { model } = await openDesktopPicker(page, "ltr") await model.hover() - const details = page.getByRole("tooltip") - await expect(details.getByText("Mobile Model A", { exact: true })).toBeVisible() - await expect(details.getByText("OpenCode", { exact: true })).toBeVisible() - await expect(details.getByText("1,000,000", { exact: true })).toBeVisible() - await expect(details.getByText("Input & Output", { exact: true })).toBeVisible() + const tooltip = page.getByRole("tooltip") + await expect(tooltip).toContainText("Choose model") + await expect(tooltip.getByText("1,000,000", { exact: true })).toHaveCount(0) + await expect(tooltip.getByText("Input & Output", { exact: true })).toHaveCount(0) }) -test("model dialog shows a summary for models without variants", async ({ page }) => { +test("model dialog shows a summary and only the default variant for models without variants", async ({ page }) => { const { model, dialog } = await openDesktopPicker(page, "ltr") const flyout = dialog.locator('[data-slot="model-dialog-flyout"]') await model.click() await dialog.locator('[data-option-key="opencode:mobile-c"]').hover() await expect(flyout.getByText("OpenCode · 262K context", { exact: true })).toBeVisible() - await expect(flyout.getByRole("menuitemradio")).toHaveCount(0) + await expect(flyout.getByRole("menuitemradio")).toHaveText(["Default"]) }) test("model dialog toggles a favorite from the keyboard and leads with favorite and recent models", async ({ @@ -234,13 +233,14 @@ test("model dialog toggles a favorite from the keyboard and leads with favorite await search.press("ArrowDown") await search.press("ControlOrMeta+f") await expect(sections).toHaveText(["Favorites", "OpenCode"]) - await expect(dialog.locator('[data-option-key="favorite:opencode:mobile-c"]')).toBeVisible() + // A favorite leaves its provider group, so the model is listed once. + await expect(dialog.locator('[data-option-key="opencode:mobile-c"]')).toHaveCount(1) await dialog.locator('[data-option-key="opencode:mobile-b"]').click() - await expect(model).toHaveText("OpenCode / Mobile Model B") + await expect(model).toHaveText("Mobile Model B") await model.click() await expect(sections).toHaveText(["Favorites", "Recent", "OpenCode"]) - await expect(dialog.locator('[data-option-key="recent:opencode:mobile-b"]')).toHaveAttribute("aria-current", "true") + await expect(dialog.locator('[data-option-key="opencode:mobile-b"]')).toHaveAttribute("aria-current", "true") await search.fill("Mobile") await expect(sections).toHaveText(["OpenCode"]) await search.press("Escape") @@ -248,8 +248,8 @@ test("model dialog toggles a favorite from the keyboard and leads with favorite // The dialog opens on its first row with the search focused, not on the selected model further down. await model.click() await expect(search).toBeFocused() - await expect(dialog.locator('[data-option-key="favorite:opencode:mobile-c"]')).toHaveAttribute("data-active", "") - await expect(dialog.locator('[data-option-key="recent:opencode:mobile-b"]')).not.toHaveAttribute("data-active") + await expect(dialog.locator('[data-option-key="opencode:mobile-c"]')).toHaveAttribute("data-active", "") + await expect(dialog.locator('[data-option-key="opencode:mobile-b"]')).not.toHaveAttribute("data-active") await search.press("ControlOrMeta+f") await expect(sections).toHaveText(["Recent", "OpenCode"]) await expect(dialog.locator('[data-option-key="opencode:mobile-c"]')).toHaveAttribute("data-active", "") @@ -258,12 +258,16 @@ test("model dialog toggles a favorite from the keyboard and leads with favorite test("model dialog opens Manage models from its search row with Enter", async ({ page }) => { const { model, dialog } = await openDesktopPicker(page, "ltr") await model.click() - await expect(dialog.getByRole("combobox", { name: "Search models", exact: true })).toBeFocused() + const search = dialog.getByRole("combobox", { name: "Search models", exact: true }) const manage = dialog.getByRole("button", { name: "Manage models", exact: true }) - await manage.focus() + await expect(search).toBeFocused() + await search.press("Tab") + await expect(dialog.getByRole("button", { name: "Connect an integration", exact: true })).toBeFocused() + await page.keyboard.press("Tab") + await expect(manage).toBeFocused() await manage.press("Enter") await expect(page.getByRole("dialog", { name: "Manage models", exact: true })).toBeVisible() - await expect(model).toHaveText("OpenCode / Mobile Model A") + await expect(model).toHaveText("Mobile Model A") }) test.describe("touch composer pickers", () => { diff --git a/packages/app/e2e/regression/new-session.spec.ts b/packages/app/e2e/regression/new-session.spec.ts index 24a93a7d7760..f4dbba44f0d9 100644 --- a/packages/app/e2e/regression/new-session.spec.ts +++ b/packages/app/e2e/regression/new-session.spec.ts @@ -51,6 +51,46 @@ test("the new session screen does not show session details", async ({ page }) => await expect(page.getByRole("button", { name: "Session details", exact: true })).toHaveCount(0) }) +test("the location shortcut keeps cycling after hovering its icon", async ({ page }) => { + const view = await openDraft(page, { name: "LocationShortcut" }) + const modifier = await page.evaluate(() => (/Mac/i.test(navigator.platform) ? "Meta" : "Control")) + await expect(view.editor).toBeFocused() + await view.editor.press(`${modifier}+Alt+KeyL`) + await expect(newSessionLocation(page)).toContainText("New worktree") + await expect(view.editor).toBeFocused() + await view.editor.press(`${modifier}+Alt+KeyL`) + await expect(newSessionLocation(page)).not.toContainText("New worktree") + await expect(page.locator('[data-slot="new-session-location-path"]')).toHaveText(view.directory) + await page.locator('[data-slot="new-session-location-icon"]').hover() + await expect(page.getByRole("tooltip")).toContainText("Toggle session location") + await view.editor.press(`${modifier}+Alt+KeyL`) + await expect(newSessionLocation(page)).toContainText("New worktree") + await expect(view.editor).toBeFocused() +}) + +for (const row of [ + { + name: "POSIX", + directory: "/Users/alice/.local/share/opencode/worktree/123456/my-project", + pattern: /^\/Users\/.*…\/123456\/my-project$/, + }, + { + name: "Windows", + directory: "C:\\Users\\alice\\Documents\\opencode\\worktree\\123456\\my-project", + pattern: /^C:\\.*…\\123456\\my-project$/, + }, +]) { + test(`the location path keeps its start and final two segments on ${row.name}`, async ({ page }) => { + await page.setViewportSize({ width: 600, height: 700 }) + await openDraft(page, { name: "A project with a long name", directory: row.directory }) + const path = page.locator('[data-slot="new-session-location-path"]') + await expect(path).toHaveText(row.pattern) + await expect.poll(() => path.evaluate((el) => el.scrollWidth <= el.clientWidth)).toBe(true) + await path.hover() + await expect(page.getByRole("tooltip")).toHaveText(row.directory) + }) +} + test("the combined location picker shows checkout branches and chooses the base for a new worktree", async ({ page, }) => { @@ -60,7 +100,7 @@ test("the combined location picker shows checkout branches and chooses the base const view = await openWorktreeDraft(page, { name: "BranchContext", - project: { name: "OpenCode" }, + project: { name: "Custom project" }, vcs: (directory) => ({ current: directory === existing ? "model-picker-dialog" : "timeline-quotes", default: "main", @@ -76,13 +116,14 @@ test("the combined location picker shows checkout branches and chooses the base const screen = page.locator('[data-component="new-session"]') const base = screen.getByRole("button", { name: "from timeline-quotes", exact: true }) await expect(base).toBeVisible() - expect(searches).toEqual([]) + await expect.poll(() => searches).toEqual([{ directory: view.directory, search: "", limit: 50 }]) await base.click() const search = page.getByRole("combobox", { name: "Search branches", exact: true }) - await expect(search).toBeFocused() - await expect(search).toHaveAttribute("aria-busy", "true") + await expect(search).toHaveCount(0) await expect(newSessionLocation(page)).toBeVisible() listed.resolve(["timeline-quotes", "release/base", "origin/dev"]) + await expect(search).toBeFocused() + await expect(search).toHaveAttribute("aria-busy", "false") await expect(page.getByRole("option", { name: "release/base", exact: true })).toBeVisible() await search.fill("release") await expect(search).toHaveAttribute("aria-busy", "false") @@ -96,6 +137,15 @@ test("the combined location picker shows checkout branches and chooses the base { directory: view.directory, search: "release", limit: 50 }, ]) + await selected.click() + await expect(search).toBeFocused() + await expect(search).toHaveValue("") + await expect(page.getByRole("option")).toHaveCount(3) + // Reopening revalidates the branch list. + expect(searches).toHaveLength(3) + await page.getByRole("option", { name: "release/base", exact: true }).click() + await expect(view.editor).toBeFocused() + await page.setViewportSize({ width: 390, height: 844 }) await expect .poll(async () => { @@ -116,7 +166,12 @@ test("the combined location picker shows checkout branches and chooses the base await select(/^stellar-orchid /) await expect(screen.getByText("model-picker-dialog", { exact: true })).toBeVisible() await expect(screen.getByRole("button", { name: /from / })).toHaveCount(0) - await select(/^BranchContext /) + await newSessionLocation(page).click() + await page.getByRole("combobox", { name: "Search projects", exact: true }).press("ArrowRight") + await page.getByRole("combobox", { name: "Search worktrees", exact: true }).fill("Custom project") + await expect(page.getByRole("option")).toHaveCount(1) + await page.getByRole("option", { name: /Custom project C:\/OpenCode\/BranchContext/ }).click() + await expect(view.editor).toBeFocused() await expect(screen.getByText("timeline-quotes", { exact: true })).toBeVisible() await expect(screen.getByRole("button", { name: /from / })).toHaveCount(0) await select(/^New worktree/) @@ -136,6 +191,55 @@ test("the combined location picker shows checkout branches and chooses the base .toEqual([expect.objectContaining({ body: expect.objectContaining({ text: "Use the selected base" }) })]) }) +test("a pending branch picker can be dismissed before its results arrive", async ({ page }) => { + const listed = Promise.withResolvers() + + const view = await openWorktreeDraft(page, { + name: "BranchDismiss", + vcs: () => ({ current: "dev", default: "dev" }), + branches: () => listed.promise, + }) + + const base = page.getByRole("button", { name: "from dev", exact: true }) + const search = page.getByRole("combobox", { name: "Search branches", exact: true }) + await base.click() + await expect(base).toHaveAttribute("aria-expanded", "true") + await expect(search).toHaveCount(0) + await view.editor.click() + await expect(base).toHaveAttribute("aria-expanded", "false") + await base.click() + await base.press("Escape") + await expect(base).toHaveAttribute("aria-expanded", "false") + await base.click() + await base.click() + await expect(base).toHaveAttribute("aria-expanded", "false") + listed.resolve(["dev", "origin/dev"]) + await expect(base).toHaveAttribute("aria-busy", "false") + await expect(search).toHaveCount(0) + await base.click() + await expect(search).toBeFocused() + await expect(page.getByRole("option")).toHaveText(["dev", "origin/dev"]) +}) + +test("reopening the branch picker shows branches created since it last opened", async ({ page }) => { + let created = false + + await openWorktreeDraft(page, { + name: "BranchRefresh", + vcs: () => ({ current: "dev", default: "dev" }), + branches: () => (created ? ["dev", "feature/new"] : ["dev"]), + }) + + const base = page.getByRole("button", { name: "from dev", exact: true }) + await base.click() + await expect(page.getByRole("option")).toHaveText(["dev"]) + created = true + await base.click() + await expect(page.getByRole("combobox", { name: "Search branches", exact: true })).toHaveCount(0) + await base.click() + await expect(page.getByRole("option")).toHaveText(["dev", "feature/new"]) +}) + test("branch search keeps results on screen while a query is pending", async ({ page }) => { const held = Promise.withResolvers() @@ -174,11 +278,64 @@ test("branch search keeps results on screen while a query is pending", async ({ await search.pressSequentially("-missing") await expect(options).toHaveText(["timeline-quotes"]) await expect(page.getByRole("listbox")).not.toHaveAttribute("data-emptied") + held.resolve([]) await expect(page.getByText("No results found", { exact: true })).toBeVisible() await expect(search).toHaveAttribute("aria-busy", "false") }) +test("the empty branch search state is as tall as a single result", async ({ page }) => { + await openWorktreeDraft(page, { + name: "BranchEmptyHeight", + vcs: () => ({ current: "dev", default: "dev" }), + branches: () => ["dev"], + }) + + await page.getByRole("button", { name: "from dev", exact: true }).click() + await expect(page.getByRole("option")).toHaveCount(1) + const panel = page.getByRole("dialog") + // Measured on open, before any search animates the panel. + const single = await panel.evaluate((element) => element.getBoundingClientRect().height) + + await page.getByRole("combobox", { name: "Search branches", exact: true }).fill("missing") + await expect(page.getByText("No results found", { exact: true })).toBeVisible() + await expect.poll(() => panel.evaluate((element) => element.getBoundingClientRect().height)).toBe(single) +}) + +test("backspacing keeps confirmed branch results until the broader search answers", async ({ page }) => { + const broader = Promise.withResolvers() + const closed = ["closed-search-beta", "closed-session-search", "reopen-closed-tab", "recently-closed-projects"] + + await openWorktreeDraft(page, { + name: "BranchBackspace", + vcs: () => ({ current: "dev", default: "dev" }), + branches: (input) => { + if (input.search === "clo") return broader.promise + + if (input.search) return closed + + return [...closed, "origin/cloudflare-run-images", "origin/cloudflare-run-functions"] + }, + }) + + await page.getByRole("button", { name: "from dev", exact: true }).click() + const search = page.getByRole("combobox", { name: "Search branches", exact: true }) + const options = page.getByRole("option") + await expect(options).toHaveCount(6) + await search.fill("closed") + await expect(search).toHaveAttribute("aria-busy", "false") + await expect(options).toHaveText(closed) + await search.press("Backspace") + await search.press("Backspace") + await search.press("Backspace") + await expect(search).toHaveValue("clo") + await expect(search).toHaveAttribute("aria-busy", "true") + await expect(options).toHaveText(closed) + broader.resolve([...closed, "clover-fix"]) + await expect(search).toHaveAttribute("aria-busy", "false") + await expect(options).toHaveText([...closed, "clover-fix"]) +}) + test("the dark new session panel exposes no lighter background at its rounded corners", async ({ page }) => { await page.setViewportSize({ width: 935, height: 522 }) await openDraft(page, { name: "PanelCorner", seed: { theme: { id: "oc-2", scheme: "dark" } } }) @@ -537,9 +694,7 @@ test("executes a selected slash command after creating its worktree", async ({ p expect(mock.prompts).toEqual([]) }) -test("the location dialog lists every ready server's projects in one list and tags the remote ones", async ({ - page, -}) => { +test("the location dialog separates added projects from server projects and tags the remote ones", async ({ page }) => { const apollo = "http://apollo.test:4096" const entry = (id: string, directory: string, active: number) => @@ -586,36 +741,33 @@ test("the location dialog lists every ready server's projects in one list and ta await expect(search).toBeFocused() const options = dialog.getByRole("option") const add = options.filter({ hasText: "Add project" }) + await expect(add.locator('[data-component="keybind-v2"]')).toContainText("O") const rows = options.filter({ has: page.locator(".new-session-location-name") }) const names = options.locator(".new-session-location-name") const paths = options.locator(".command-palette-description") - const chip = dialog.getByRole("button", { name: "Back to projects", exact: true }) - const heading = dialog.getByText("Projects", { exact: true }) - const addButton = dialog.getByRole("button", { name: "Add project", exact: true }) - // Used projects first, then the rest, each by recent activity across servers; only remote ones carry a tag. - await expect(names).toHaveText(["opencodeapollo", "opencode", "console", "sstapollo"]) - await expect(paths).toHaveText(["/home/dax/opencode", "C:/work/opencode", "C:/work/console", "/home/dax/sst"]) - // "Add project" is the first row of the scrolling list, above the Projects heading, yet the first project is still - // the opening row, not the draft's current project (the second row). - await expect(dialog.locator("[data-scrollable]").getByRole("option").first()).toHaveText("Add project") - await expect(rows).toHaveCount(4) - await expect - .poll(async () => { - const row = await add.boundingBox() - const title = await heading.boundingBox() - - return row && title ? row.y + row.height <= title.y : false - }) - .toBe(true) - await expect(rows.nth(0)).toHaveAttribute("aria-selected", "true") - // The search field also ends with an "Add project" button, next in the Tab order. - await page.keyboard.press("Tab") - await expect(addButton).toBeFocused() - await search.focus() + const back = dialog.getByRole("button", { name: "Back to projects", exact: true }) + // Only the projects added to this client open expanded; other ready-server projects remain discoverable. + await expect(names).toHaveText(["opencodeapollo", "opencode"]) + await expect(paths).toHaveText(["/home/dax/opencode", "C:/work/opencode"]) + const others = options.filter({ hasText: "Other projects" }) + await expect(others).toBeVisible() + await expect(others.locator(".new-session-location-count")).toHaveText("2") + await expect(dialog.locator(".command-palette-group-title")).toHaveCount(0) + await expect(options.locator(".command-palette-title")).toHaveText([ + "opencode", + "opencode", + "Other projects", + "Add project", + ]) + // It opens on the first row, not on the draft's current project (the second row). + await expect(options.nth(0)).toHaveAttribute("aria-selected", "true") // The picker shares the palette's full-width search, compact rows, and single-line titles. - await expect(rows.nth(0)).toHaveCSS("height", "36px") - await expect(rows.nth(0)).toHaveCSS("display", "flex") + await expect(options.nth(0)).toHaveCSS("height", "28px") + await expect(dialog.locator(".palette-menu-search [data-component='text-input-v2']")).toHaveCSS("height", "28px") + await expect(dialog.locator(".new-session-location-hints")).toHaveCount(0) + await expect(dialog.locator("..")).toHaveCSS("width", "480px") + await expect(options.nth(0)).toHaveCSS("display", "flex") await expect(names.nth(0).locator(".command-palette-title")).toHaveCSS("font-size", "13px") await expect(names.nth(0).locator(".command-palette-title")).toHaveCSS("white-space", "nowrap") await expect(rows.nth(0)).not.toHaveCSS("background-color", "rgba(0, 0, 0, 0)") @@ -634,65 +786,99 @@ test("the location dialog lists every ready server's projects in one list and ta }) .toBeLessThanOrEqual(1) - // Searching narrows the projects and keeps "Add project" first; with no match it is the active row. + await others.click() + await expect(names).toHaveText(["console", "sstapollo"]) + await expect(back).toHaveText("Other projects") + await search.fill("no-project-matches") + await expect(options).toHaveCount(0) + await expect(back).toBeVisible() + await search.fill("") + await expect(names).toHaveText(["console", "sstapollo"]) + await search.press("ArrowLeft") + await expect(names).toHaveText(["opencodeapollo", "opencode"]) + await search.press("ArrowRight") + await expect(names).toHaveText(["console", "sstapollo"]) + await search.press("Backspace") + await search.press("Enter") + await expect(names).toHaveText(["console", "sstapollo"]) + await search.press("Escape") + await expect(names).toHaveText(["opencodeapollo", "opencode"]) + await others.click() + await back.click() + await expect(names).toHaveText(["opencodeapollo", "opencode"]) + await search.fill("apollo") await expect(names).toHaveText(["opencodeapollo", "sstapollo"]) - await expect(options.first()).toHaveText("Add project") - await search.fill("nothing matches") - await expect(options).toHaveText(["Add project"]) - await expect(add).toHaveAttribute("aria-selected", "true") - await expect(heading).toHaveCount(0) + await expect(dialog.locator(".command-palette-group-title")).toHaveText("Other projects") - // The worktree step keeps the server's tag beside the project. + // The worktree step keeps the project's avatar and server tag in its main-checkout row. await search.fill("opencode") await expect(paths).toHaveText(["/home/dax/opencode", "C:/work/opencode"]) await expect(rows.nth(0)).toHaveAttribute("aria-selected", "true") await page.keyboard.press("ArrowRight") // The worktree step has no "Add project". await expect(add).toHaveCount(0) - await expect(addButton).toHaveCount(0) - await expect(chip).toContainText("opencode") - await expect(chip.locator('[data-component="tag"]')).toHaveText("apollo") + await expect(back).toHaveText("Run session in") + await expect(options.nth(0).locator('[data-component="tag"]')).toHaveText("apollo") await expect(options.locator(".command-palette-title")).toHaveText(["opencode", "New worktree", "opencode-beta"]) + await expect(dialog.getByRole("separator")).toHaveCount(1) + await search.fill("opencode-beta") + await expect(options).toHaveCount(1) + await expect(dialog.getByRole("separator")).toHaveCount(0) + await search.fill("no-worktree-matches") + await expect(options).toHaveCount(0) + await expect(dialog.getByRole("separator")).toHaveCount(0) + await search.fill("") await expect(options.nth(0)).toHaveAttribute("aria-selected", "true") - // The chip's avatar sits on the same column as the row icons below it. - await expect - .poll(async () => { - const avatar = await chip.locator('[data-component="project-avatar-v2"]').boundingBox() - const icon = await options.nth(0).locator(".command-palette-row-icon").boundingBox() - - return avatar && icon ? Math.abs(avatar.x - icon.x) : Infinity - }) - .toBeLessThanOrEqual(0.5) await page.keyboard.press("Backspace") await expect(search).toHaveValue("opencode") await expect(rows.nth(0)).toHaveAttribute("aria-selected", "true") - // ArrowUp from the first project reaches "Add project" above it; adding a project picks one of the ready servers - // first, then browses that server. + // Adding a project picks one of the ready servers first, then browses that server. await search.fill("") await expect(rows.nth(0)).toHaveAttribute("aria-selected", "true") await page.keyboard.press("ArrowUp") - await expect(add).toHaveAttribute("aria-selected", "true") - await page.keyboard.press("ArrowDown") - await expect(rows.nth(0)).toHaveAttribute("aria-selected", "true") - await page.keyboard.press("ArrowUp") - await page.keyboard.press("ArrowRight") - await expect(chip).toHaveText("Add project") - await expect(addButton).toHaveCount(0) - // The search field's button starts the same flow. - await page.keyboard.press("Backspace") - await expect(addButton).toBeVisible() - await page.keyboard.press("Tab") - await page.keyboard.press("Enter") - await expect(chip).toHaveText("Add project") + await expect(options.nth(3)).toHaveAttribute("aria-selected", "true") + await page.keyboard.press((await page.evaluate(() => navigator.platform.includes("Mac"))) ? "Meta+o" : "Control+o") + await expect(back).toHaveText("Servers") // The server the app runs beside shows its hostname and "This computer" instead of its address. await expect(options).toHaveText(["hailmaryThis computer", "apollo"]) + await back.click() + await options.filter({ hasText: "Add project" }).click() + await expect(options).toHaveText(["hailmaryThis computer", "apollo"]) await options.filter({ hasText: "apollo" }).click() await expect(page.getByRole("button", { name: "Select folder", exact: true })).toBeEnabled() await expect.poll(() => files.length).toBeGreaterThan(0) }) +for (const binding of ["mod+alt+p", "none"]) { + test(`the location dialog honors the Open project shortcut override: ${binding}`, async ({ page }) => { + await openDraft(page, { + name: "ProjectShortcut", + fileList: () => [], + seed: { settings: { keybinds: { "project.open": binding } } }, + }) + await newSessionLocation(page).click() + const search = page.getByRole("combobox", { name: "Search projects", exact: true }) + await expect(search).toBeFocused() + const keys = page.getByRole("option", { name: /^Add project/ }).locator('[data-component="keybind-v2"]') + + if (binding === "none") await expect(keys).toHaveCount(0) + + if (binding !== "none") await expect(keys).toContainText("P") + + const modifier = (await page.evaluate(() => navigator.platform.includes("Mac"))) ? "Meta" : "Control" + await search.press(`${modifier}+o`) + await search.fill("still searching") + await expect(search).toHaveValue("still searching") + + if (binding === "none") return + + await search.press(`${modifier}+Alt+p`) + await expect(page.getByRole("button", { name: "Select folder", exact: true })).toBeEnabled() + }) +} + const accentRoot = "C:/OpenCode/WorkspaceAccent" const accentWorkspace = `${accentRoot}/.worktrees/feature` @@ -740,7 +926,7 @@ for (const row of [ expect((await listed).ok()).toBe(true) const composer = page.locator('[data-component="composer"]') const send = composer.getByRole("button", { name: "Send", exact: true }) - await expect(composer.locator('[data-action="composer-model"]')).toHaveText("OpenCode / Accent Model") + await expect(composer.locator('[data-action="composer-model"]')).toHaveText("Accent Model") await view.editor.fill("Inspect this fixture workspace.") await expect(send).toBeEnabled() await expectBackground(send, "icon-button-contrast") diff --git a/packages/app/e2e/regression/review.spec.ts b/packages/app/e2e/regression/review.spec.ts index b6002a3ea4d8..47e0261f6b14 100644 --- a/packages/app/e2e/regression/review.spec.ts +++ b/packages/app/e2e/regression/review.spec.ts @@ -6,9 +6,37 @@ import { browseFiles, openFileLauncher, openReviewLauncher, reviewTabs } from ". import { mockOpenCodeServer } from "../utils/mock-server" import { fileDiff, fileNode, openSession } from "../utils/workspace" import { expectSessionTitle } from "../utils/waits" +import { readFile } from "node:fs/promises" test.use({ viewport: { width: 1440, height: 900 } }) +test("review toggle shows its tooltip with the side panel open or closed", async ({ page }) => { + await openSession(page, { + name: "ReviewTooltip", + seed: { panes: { ses_reviewtooltip: { review: true } } }, + }) + const toggle = page.getByRole("button", { name: "Toggle review", exact: true }) + const tooltip = page.getByRole("tooltip", { name: /Toggle review/ }) + await expect(toggle).toHaveAttribute("aria-expanded", "true") + await expect(page.locator("#review-panel")).toHaveAttribute("aria-hidden", "false") + await toggle.hover() + await expect(tooltip).toBeVisible() + + await toggle.click() + await expect(toggle).toHaveAttribute("aria-expanded", "false") + await page.locator("[data-session-title]").hover() + await expect(tooltip).toBeHidden() + await toggle.hover() + await expect(tooltip).toBeVisible() + + await toggle.click() + await expect(toggle).toHaveAttribute("aria-expanded", "true") + await page.locator("[data-session-title]").hover() + await expect(tooltip).toBeHidden() + await toggle.hover() + await expect(tooltip).toBeVisible() +}) + for (const view of ["desktop", "mobile"] as const) { test(`offers Git initialization for a project without VCS (${view})`, async ({ page }) => { if (view === "mobile") await page.setViewportSize({ width: 390, height: 844 }) @@ -473,6 +501,7 @@ test("file tree expands Windows paths and scrolls long names in both directions" fileList: (path) => { if (path === "frontend\\" || path === "frontend") { return [ + fileNode(directory, "frontend/nested", "directory"), { ...fileNode(directory, "frontend/app.ts"), path: "frontend\\app.ts" }, { ...fileNode(directory, longPath), path: `frontend\\${longFilename}` }, // Short rows below the long one, so it can scroll out of view. @@ -484,6 +513,8 @@ test("file tree expands Windows paths and scrolls long names in both directions" ] } + if (path === "frontend/nested") return [fileNode(directory, "frontend/nested/child.ts")] + if (path) return [] return [ @@ -509,6 +540,36 @@ test("file tree expands Windows paths and scrolls long names in both directions" await frontend.click() await expect(frontend).toHaveAttribute("aria-expanded", "true") + const nested = panel.locator('[data-type="item"][data-item-path="frontend/nested/"]') + await nested.click() + const child = panel.locator('[data-type="item"][data-item-path="frontend/nested/child.ts"]') + await expect(child).toBeVisible() + await expect(child.locator('[data-item-section="spacing-item"]')).toHaveCount(2) + + // Every ancestor guide runs through its folder's chevron, not just the first indentation level. + const guideOffset = () => + child.evaluate((element) => { + const root = element.getRootNode() + + if (!(root instanceof ShadowRoot)) throw new Error("Expected the file tree's shadow root") + + return Math.max( + ...Array.from(element.querySelectorAll('[data-item-section="spacing-item"]'), (guide) => { + const folder = Array.from(root.querySelectorAll('[data-type="item"]')).find( + (row) => row.dataset.itemPath === guide.dataset.ancestorPath, + )! + + const icon = folder.querySelector('[data-item-section="icon"]')!.getBoundingClientRect() + const line = guide.getBoundingClientRect() + const center = getComputedStyle(guide).direction === "rtl" ? line.right - 0.5 : line.left + 0.5 + + return Math.abs(center - (icon.left + icon.width / 2)) + }), + ) + }) + + await expect.poll(guideOffset).toBeLessThanOrEqual(0.5) + const viewport = sidebar.locator('[data-slot="session-review-v2-sidebar-viewport"]') const longRow = panel.locator(`[data-type="item"][data-item-path="${longPath}"]`) const content = longRow.locator('[data-item-section="content"]') @@ -552,6 +613,7 @@ test("file tree expands Windows paths and scrolls long names in both directions" await expect.poll(async () => (await scrollTree({})).left).toBeGreaterThan(0) await scrollTree({ left: 0, top: 0 }) await viewport.evaluate((element) => element.setAttribute("dir", "rtl")) + await expect.poll(guideOffset).toBeLessThanOrEqual(0.5) await expect.poll(() => statusInset(status, "left")).toBeLessThanOrEqual(24) await frontend.focus() await page.keyboard.press("ArrowRight") @@ -679,6 +741,276 @@ test("rereads a file each time an artifact link opens it", async ({ page }) => { await expect(missingTab).toHaveCount(0) }) +test("artifact actions copy and download content, switch source, and follow the selected file's capabilities", async ({ + page, + context, +}) => { + await context.grantPermissions(["clipboard-read", "clipboard-write"]) + const source = '' + const table = 'name,role\n"Jensen, Oliver",Researcher\nIsabella,Support' + + const workspace = await openSession(page, { + name: "ArtifactActions", + fileList: () => [], + fileContent: (path) => { + if (path === "vector.svg") return { content: source } + + if (path === "data.csv") return { content: table } + + if (path === "notes.md") return { content: "# Notes\n\nA document with a visible top edge." } + + return { type: "binary", content: "AAEC", encoding: "base64" } + }, + pageMessages: () => ({ + items: [ + { + id: "msg_artifact_actions", + type: "assistant", + agent: "build", + model: { id: "test", providerID: "opencode" }, + content: [ + { type: "text", text: "[Vector](vector.svg) [Table](data.csv) [Notes](notes.md) [Binary](sample.bin)" }, + ], + time: { created: 1, completed: 2 }, + }, + ], + }), + }) + + await page.getByRole("link", { name: "Vector", exact: true }).click() + const panel = page.locator("#review-panel") + const toolbar = panel.locator('[data-slot="artifact-toolbar"]:visible') + const actions = toolbar.getByRole("button", { name: "File actions", exact: true }) + const image = panel.getByRole("img", { name: "vector.svg", exact: true }) + await expect(image).toHaveJSProperty("naturalWidth", 120) + await expect(toolbar.getByText("vector.svg", { exact: true })).toBeVisible() + await panel.getByRole("button", { name: "Toggle file tree", exact: true }).click() + + // The source action stays visible at rest; only metadata needs hover or keyboard focus. + await page.mouse.move(0, 0) + const sourceAction = toolbar.getByRole("button", { name: "View source", exact: true }) + await expect(sourceAction).toHaveCSS("opacity", "1") + await expect(toolbar.locator('[data-slot="artifact-metadata"]')).toHaveCSS("opacity", "0") + await actions.focus() + await expect(toolbar.locator('[data-slot="artifact-metadata"]')).toHaveCSS("opacity", "1") + await expect(toolbar.getByText("120 × 80", { exact: true })).toBeVisible() + const copy = toolbar.getByRole("button", { name: "Copy content", exact: true }) + await copy.click() + await expect(page.getByText("Copied", { exact: true })).toBeVisible() + await expect.poll(() => page.evaluate(() => navigator.clipboard.readText())).toBe(source) + await page.getByRole("button", { name: "Dismiss", exact: true }).click() + + await sourceAction.click() + await expect(image).toHaveCount(0) + await expect(panel.locator("diffs-container")).toContainText(source) + await actions.click() + await expect(page.getByRole("menuitem", { name: "View preview", exact: true })).toBeVisible() + await expect(page.getByRole("menuitem", { name: "Open in", exact: true })).toHaveCount(0) + await page.getByRole("menuitem", { name: "View preview", exact: true }).click() + await expect(image).toHaveJSProperty("naturalWidth", 120) + + await page.getByRole("link", { name: "Table", exact: true }).click() + await expect(panel.getByRole("columnheader", { name: /^name(?:\s|$)/ })).toHaveCSS( + "background-color", + "rgb(242, 242, 242)", + ) + const nameCell = panel.getByRole("cell", { name: /^Jensen, Oliver(?:\s|$)/ }) + await expect(nameCell).toBeVisible() + await expect(toolbar.getByText("data.csv", { exact: true })).toBeVisible() + await nameCell.hover() + await nameCell.getByRole("button", { name: "Copy cell", exact: true }).click() + await expect.poll(() => page.evaluate(() => navigator.clipboard.readText())).toBe("Jensen, Oliver") + await toolbar.hover() + await expect(nameCell.getByRole("button", { name: "Copy cell", exact: true })).toHaveCSS("opacity", "0") + await page.keyboard.press("Tab") + + const nextCopy = panel + .getByRole("cell", { name: /^Researcher(?:\s|$)/ }) + .getByRole("button", { name: "Copy cell", exact: true }) + + await expect(nextCopy).toBeFocused() + await expect(nextCopy).toHaveCSS("opacity", "1") + + const copyHeader = panel + .getByRole("columnheader", { name: /^role(?:\s|$)/ }) + .getByRole("button", { name: "Copy cell", exact: true }) + + await copyHeader.focus() + await copyHeader.press("Enter") + await expect.poll(() => page.evaluate(() => navigator.clipboard.readText())).toBe("role") + await actions.click() + const downloaded = page.waitForEvent("download") + await page.getByRole("menuitem", { name: "Download", exact: true }).click() + const download = await downloaded + expect(download.suggestedFilename()).toBe("data.csv") + expect(await readFile((await download.path())!, "utf8")).toBe(table) + + await page.getByRole("link", { name: "Notes", exact: true }).click() + await expect(panel.getByRole("heading", { name: "Notes", exact: true })).toBeVisible() + const paper = panel.locator('[data-slot="artifact-markdown-page"]') + await expect(paper).toHaveCSS("border-radius", "8px") + await expect(paper).toHaveAttribute("data-component", "document-surface") + expect(await paper.evaluate((element) => getComputedStyle(element, "::after").borderTopStyle)).toBe("solid") + const surface = (await paper.boundingBox())! + const bar = (await toolbar.boundingBox())! + expect(surface.y - bar.y - bar.height).toBe(1) + await expect(panel.getByRole("group", { name: "Preview controls", exact: true })).toHaveCount(0) + + await page.getByRole("link", { name: "Binary", exact: true }).click() + await expect(panel.getByText(/Binary file/)).toBeVisible() + await expect(toolbar.getByText("sample.bin", { exact: true })).toBeVisible() + await expect(copy).toHaveCount(0) + await expect(toolbar.getByRole("button", { name: "View source", exact: true })).toHaveCount(0) + await actions.click() + await expect(page.getByRole("menuitem", { name: "Download", exact: true })).toHaveCount(0) + await page.getByRole("menuitem", { name: "Copy path", exact: true }).click() + await expect.poll(() => page.evaluate(() => navigator.clipboard.readText())).toBe(`${workspace.directory}/sample.bin`) +}) + +test("Markdown and DOCX sheets stay aligned when switching at wide and narrow preview widths", async ({ page }) => { + // Minimal DOCX containing one paragraph, "Document spacing", and a letter-sized page. + const docx = + "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" + + await page.setViewportSize({ width: 1728, height: 900 }) + await openSession(page, { + name: "DocumentAlignment", + fileList: () => [], + fileContent: (path) => + path === "notes.md" + ? { type: "text", content: "# Document spacing\n\nA Markdown sheet beside an Office document." } + : { + type: "binary", + content: docx, + encoding: "base64", + mimeType: "application/vnd.openxmlformats-officedocument.wordprocessingml.document", + }, + pageMessages: () => ({ + items: [ + { + id: "msg_document_alignment", + type: "assistant", + agent: "build", + model: { id: "test", providerID: "opencode" }, + content: [{ type: "text", text: "[Markdown](notes.md) [Word](sample.docx) [Second Word](other.docx)" }], + time: { created: 1, completed: 2 }, + }, + ], + }), + seed: { storage: { "opencode.global.dat:review-panel-v2": { sidebarOpened: false } } }, + }) + + const panel = page.locator("#review-panel") + const toolbar = panel.locator('[data-slot="artifact-toolbar"]:visible') + const markdown = panel.locator('[data-slot="artifact-markdown-page"]') + const word = panel.getByRole("group", { name: "Page 1", exact: true }) + + const edges = (sheet: Locator) => + sheet.evaluate((element) => { + const rect = element.getBoundingClientRect() + const scrollport = element.closest("[data-document-surface-scrollport]")! + + return { left: rect.left, right: rect.right, inset: rect.left - scrollport.getBoundingClientRect().left } + }) + + await page.getByRole("link", { name: "Markdown", exact: true }).click() + await page.getByRole("link", { name: "Word", exact: true }).click() + await expect(toolbar.getByText("sample.docx", { exact: true })).toBeVisible() + // The real Office engine may need a cold WASM initialization before its text layer is ready. + await expect(word.getByText("Document spacing", { exact: true })).toBeVisible({ timeout: 30_000 }) + await word.evaluate((element) => { + element.dataset.e2eProbe = "warm" + }) + const canvas = await word.locator("canvas").elementHandle() + expect(canvas).not.toBeNull() + await expect.poll(() => canvas!.evaluate((element) => Number(element.getAttribute("width")))).toBeGreaterThan(0) + await page.getByRole("link", { name: "Second Word", exact: true }).click() + await expect(toolbar.getByText("other.docx", { exact: true })).toBeVisible() + await expect(word.getByText("Document spacing", { exact: true })).toBeVisible({ timeout: 30_000 }) + await word.evaluate((element) => { + element.dataset.e2eProbe = "other-warm" + }) + + for (const size of [ + { width: 1728, gutter: 20 }, + { width: 1000, gutter: 12 }, + ]) { + await page.setViewportSize({ width: size.width, height: 900 }) + await panel.getByRole("tab", { name: "notes.md", exact: true }).click() + await expect(markdown.getByRole("heading", { name: "Document spacing", exact: true })).toBeVisible() + await toolbar.hover() + await expect.poll(async () => (await edges(markdown)).inset).toBeCloseTo(size.gutter, 1) + const reference = await edges(markdown) + const header = await toolbar.boundingBox() + + await panel.getByRole("tab", { name: "sample.docx", exact: true }).click() + await expect(word).toHaveAttribute("data-e2e-probe", "warm") + await expect(word.getByText("Document spacing", { exact: true })).toBeVisible() + await expect + .poll(() => edges(word)) + .toEqual({ + left: expect.closeTo(reference.left, 1), + right: expect.closeTo(reference.right, 1), + inset: expect.closeTo(size.gutter, 1), + }) + await expect.poll(() => toolbar.boundingBox()).toEqual(header) + + await panel.getByRole("tab", { name: "notes.md", exact: true }).click() + await expect(markdown.getByRole("heading", { name: "Document spacing", exact: true })).toBeVisible() + await expect.poll(() => edges(markdown)).toEqual(reference) + await expect.poll(() => toolbar.boundingBox()).toEqual(header) + expect(await canvas!.evaluate((element) => element.isConnected && Number(element.getAttribute("width")) > 0)).toBe(true) + await panel.getByRole("tab", { name: "other.docx", exact: true }).click() + await expect(word).toHaveAttribute("data-e2e-probe", "other-warm") + await panel.getByRole("tab", { name: "notes.md", exact: true }).click() + } + + await panel + .getByRole("tab", { name: "sample.docx", exact: true }) + .locator("..") + .getByRole("button", { name: "Close tab", exact: true }) + .click() + await expect.poll(() => canvas!.evaluate((element) => element.isConnected)).toBe(false) +}) + +test("diagram preview controls zoom the rendered diagram and fit it back into its pane", async ({ page }) => { + await openSession(page, { + name: "DiagramZoom", + fileList: () => [], + fileContent: () => ({ content: "flowchart LR\n Start[Start] --> Review[Review] --> Finish[Finish]" }), + pageMessages: () => ({ + items: [ + { + id: "msg_diagram_zoom", + type: "assistant", + agent: "build", + model: { id: "test", providerID: "opencode" }, + content: [{ type: "text", text: "[Diagram](flow.mmd)" }], + time: { created: 1, completed: 2 }, + }, + ], + }), + }) + await page.getByRole("link", { name: "Diagram", exact: true }).click() + const panel = page.locator("#review-panel") + const diagram = panel.locator('[data-component="markdown-mermaid"] > svg') + const controls = panel.getByRole("group", { name: "Preview controls", exact: true }) + const fit = controls.getByRole("button", { name: "Fit", exact: true }) + await expect(panel.getByText("Finish", { exact: true })).toBeVisible() + await diagram.hover() + const initial = (await diagram.boundingBox())! + + await expect(fit).toBeEnabled() + await controls.getByRole("button", { name: "Zoom in", exact: true }).click() + await expect.poll(async () => (await diagram.boundingBox())!.width).toBeCloseTo(initial.width * 1.25, 1) + await controls.getByRole("button", { name: "Zoom out", exact: true }).click() + await expect.poll(async () => (await diagram.boundingBox())!.width).toBeCloseTo(initial.width, 1) + await controls.getByRole("button", { name: "Zoom out", exact: true }).click() + await expect.poll(async () => (await diagram.boundingBox())!.width).toBeCloseTo(initial.width / 1.25, 1) + await fit.click() + await expect.poll(() => diagram.boundingBox()).toEqual(initial) +}) + /** What the image case's frame probe records on the window. */ type ImageProbe = { problems: string[]; frames: number; running: boolean } @@ -698,12 +1030,20 @@ test("image gestures anchor zoom, pan, and reset independently of the pane", asy await openSession(page, { name: "ImageGestures", fileList: () => [], - fileContent: (path) => ({ - content: - path === "second.svg" - ? '' - : '', - }), + fileContent: (path) => { + if (path === "small.svg") + return { + content: + '', + } + + return { + content: + path === "second.svg" + ? '' + : '', + } + }, pageMessages: () => ({ items: [ { @@ -711,7 +1051,7 @@ test("image gestures anchor zoom, pan, and reset independently of the pane", asy type: "assistant", agent: "build", model: { id: "test", providerID: "opencode" }, - content: [{ type: "text", text: "[First](first.svg) [Second](second.svg)" }], + content: [{ type: "text", text: "[First](first.svg) [Second](second.svg) [Small](small.svg)" }], time: { created: 1, completed: 2 }, }, ], @@ -723,11 +1063,15 @@ test("image gestures anchor zoom, pan, and reset independently of the pane", asy const stage = panel.locator('[data-slot="artifact-stage"]') const fit = panel.getByRole("button", { name: "Fit", exact: true }) await expect(image).toBeVisible() - await expect(fit).toBeDisabled() + await expect(fit).toBeEnabled() // Wait for the side pane's opening motion before choosing a gesture anchor. await image.hover() const initial = (await image.boundingBox())! const pane = (await panel.boundingBox())! + await panel.getByRole("button", { name: "Zoom in", exact: true }).click() + await expect.poll(async () => (await image.boundingBox())!.width).toBeCloseTo(initial.width * 1.25, 1) + await panel.getByRole("button", { name: "Zoom out", exact: true }).click() + await expect.poll(() => image.boundingBox()).toEqual(initial) const anchor = { x: Math.round(initial.x + initial.width * 0.55), y: Math.round(initial.y + initial.height * 0.55) } await page.mouse.move(anchor.x, anchor.y) // A continuous pinch catches anchor drift while the image still fits one axis. @@ -739,7 +1083,7 @@ test("image gestures anchor zoom, pan, and reset independently of the pane", asy gestureSourceType: "mouse", }) await cdp.detach() - await expect(fit).toBeEnabled() + await expect(stage).toHaveAttribute("data-zoom", "actual") const zoomed = (await image.boundingBox())! expect(zoomed.width).toBeCloseTo(initial.width * 2, 1) expect((anchor.x - zoomed.x) / zoomed.width).toBeCloseTo((anchor.x - initial.x) / initial.width, 4) @@ -753,7 +1097,7 @@ test("image gestures anchor zoom, pan, and reset independently of the pane", asy await page.mouse.down() await page.mouse.move(anchor.x + 60, anchor.y + 40, { steps: 5 }) await page.mouse.up() - await expect(fit).toBeEnabled() + await expect(stage).toHaveAttribute("data-zoom", "actual") expect((await image.boundingBox())!.x).toBeCloseTo(scrolled.x + 60, 1) expect((await image.boundingBox())!.y).toBeCloseTo(scrolled.y + 40, 1) // Touch uses the same captured-pointer path and must not generate a click-to-fit. @@ -765,13 +1109,13 @@ test("image gestures anchor zoom, pan, and reset independently of the pane", asy }) await touch.send("Input.dispatchTouchEvent", { type: "touchEnd", touchPoints: [] }) await touch.detach() - await expect(fit).toBeEnabled() + await expect(stage).toHaveAttribute("data-zoom", "actual") expect((await image.boundingBox())!.x).toBeCloseTo(scrolled.x + 30, 1) expect((await image.boundingBox())!.y).toBeCloseTo(scrolled.y + 20, 1) // Keyboard-accessible fit restores the exact original geometry. await fit.focus() await page.keyboard.press("Enter") - await expect(fit).toBeDisabled() + await expect(stage).toHaveAttribute("data-zoom", "fit") expect(await image.boundingBox()).toEqual(initial) expect( await stage.evaluate((element) => @@ -779,17 +1123,17 @@ test("image gestures anchor zoom, pan, and reset independently of the pane", asy ), ).toBe(true) await image.click() - await expect(fit).toBeEnabled() + await expect(stage).toHaveAttribute("data-zoom", "actual") await page.getByRole("link", { name: "Second", exact: true }).click() await expect(panel.getByRole("img", { name: "second.svg", exact: true })).toBeVisible() - await expect(fit).toBeDisabled() + await expect(stage).toHaveAttribute("data-zoom", "fit") await panel.getByRole("img", { name: "second.svg", exact: true }).hover() const second = (await panel.getByRole("img", { name: "second.svg", exact: true }).boundingBox())! expect(second.width).toBeGreaterThan(0) expect(second.height).toBeGreaterThan(0) await page.keyboard.down("Control") await page.mouse.wheel(0, -50) - await expect(fit).toBeEnabled() + await expect(stage).toHaveAttribute("data-zoom", "actual") await page.keyboard.up("Control") await fit.click() await page.setViewportSize({ width: 1200, height: 700 }) @@ -801,6 +1145,14 @@ test("image gestures anchor zoom, pan, and reset independently of the pane", asy return media.width <= frame.width - 47 && media.height <= frame.height - 47 }) .toBe(true) + await page.getByRole("link", { name: "Small", exact: true }).click() + const small = panel.getByRole("img", { name: "small.svg", exact: true }) + await expect(small).toHaveJSProperty("naturalWidth", 32) + await small.click() + await expect.poll(async () => (await small.boundingBox())!.width).toBeCloseTo(32, 1) + await expect(panel.getByRole("button", { name: "Zoom out", exact: true })).toBeDisabled() + await fit.click() + await expect.poll(async () => (await small.boundingBox())!.width).toBeGreaterThan(128) }) test("image files load into the review panel and keep it painted while loading", async ({ page }) => { diff --git a/packages/app/e2e/regression/session-header.spec.ts b/packages/app/e2e/regression/session-header.spec.ts index d9ddcd0db4db..73d2adcc6a07 100644 --- a/packages/app/e2e/regression/session-header.spec.ts +++ b/packages/app/e2e/regression/session-header.spec.ts @@ -2,6 +2,7 @@ import type { SessionMessageInfo } from "@opencode/client/promise" import { expect, test, type Page } from "@playwright/test" import { REMOTE_SERVER, seed, sessionHref } from "../utils/app" import { fixture, mockStressTimeline } from "../utils/session-fixture" +import { reviewTabs } from "../utils/side-panel" import { expectSessionTitle } from "../utils/waits" import { mockRemoteServer, mockWorkspace, openSession } from "../utils/workspace" @@ -333,7 +334,7 @@ test.describe("location", () => { test("names the project and worktree, and the card copies the full path", async ({ page, context }) => { await context.grantPermissions(["clipboard-read", "clipboard-write"]) - await openSession(page, workspace) + await openSession(page, { ...workspace, vcs: { current: "", default: "main" } }) await expect(trigger(page).locator('[data-slot="session-location-project"]')).toHaveText("Location") await expect(trigger(page).locator('[data-slot="session-location-worktree"]')).toHaveText("quiet-falcon") await expect(trigger(page)).not.toContainText("/") @@ -341,6 +342,8 @@ test.describe("location", () => { await trigger(page).click() const card = page.locator('[data-slot="session-location-card"]') const path = card.getByRole("menuitem", { name: worktree, exact: true }) + await expect(card.getByText("No branch", { exact: true })).toBeVisible() + await expect(card.getByRole("menuitem", { name: "No branch", exact: true })).toHaveCount(0) await expect(path).toHaveText(worktree) await expect(card.getByRole("menuitem", { name: "Copy path", exact: true })).toHaveCount(0) // Select actual text on the first line, not the empty half of a wrapped path's bounding box. @@ -379,6 +382,98 @@ test.describe("location", () => { await expect(page.locator('[data-slot="session-location-card"]').getByText("apollo", { exact: true })).toBeVisible() }) + test("copies the branch name and opens its worktree in the right-panel terminal", async ({ page, context }) => { + await context.grantPermissions(["clipboard-read", "clipboard-write"]) + await page.setViewportSize({ width: 1440, height: 900 }) + + const { pty } = await openSession(page, { + ...workspace, + vcs: (directory) => ({ current: directory === worktree ? "feature/branch-menu" : "main", default: "main" }), + pty: {}, + }) + + await expect(page.getByRole("button", { name: "More options", exact: true })).toBeVisible() + await trigger(page).click() + const card = page.locator('[data-slot="session-location-card"]') + const branch = card.getByRole("menuitem", { name: "feature/branch-menu", exact: true }) + await page.screenshot({ path: test.info().outputPath("branch-card.png"), animations: "disabled" }) + await branch.press("Enter") + const actions = page.getByRole("menu", { name: "feature/branch-menu", exact: true }) + await expect(actions.getByRole("menuitem")).toHaveText(["Copy branch name", "Open in terminal"]) + await page.screenshot({ path: test.info().outputPath("branch-actions.png"), animations: "disabled" }) + await actions.getByRole("menuitem", { name: "Copy branch name", exact: true }).click() + await expect(card).toBeHidden() + await expect.poll(() => page.evaluate(() => navigator.clipboard.readText())).toBe("feature/branch-menu") + + await trigger(page).click() + await branch.click() + await actions.getByRole("menuitem", { name: "Open in terminal", exact: true }).click() + await expect(card).toBeHidden() + await expect.poll(() => pty.created.map((item) => item.cwd)).toEqual([worktree]) + await expect.poll(() => pty.sockets.length).toBe(1) + pty.send("$ pwd\r\n" + worktree + "\r\n") + const terminal = page.locator('[data-component="terminal"]') + await expect(terminal).toHaveCSS("opacity", "1") + await expect(terminal.locator("textarea")).toBeFocused() + await expect + .poll(async () => { + const box = await terminal.boundingBox() + const header = await page.locator("[data-session-title]").boundingBox() + + return !!box && !!header && box.x >= header.x + header.width + }) + .toBe(true) + await page.screenshot({ path: test.info().outputPath("branch-terminal.png"), animations: "disabled" }) + }) + + for (const app of [ + { id: "vscode", label: "VS Code" }, + { id: "finder", label: "Finder" }, + ]) { + test(`uses the selected ${app.label} app in the path submenu`, async ({ page }) => { + await page.setViewportSize({ width: 1440, height: 900 }) + + const mock = await mockWorkspace(page, { + ...workspace, + seed: { + storage: { + ...reviewTabs(worktree, "ses_location"), + "opencode.global.dat:plugin.file.app": { app: app.id }, + }, + }, + }) + + await page.goto( + `/e2e/utils/windows-menu.html?${new URLSearchParams({ + server: mock.server, + path: sessionHref("ses_location", "sidecar"), + os: "macos", + openApps: "1", + })}`, + ) + await expectSessionTitle(page, "Location session") + await page.getByRole("button", { name: "Toggle review", exact: true }).click() + // Opening review hands focus to the panel after its motion; let that finish before opening another menu. + await expect(page.getByRole("complementary", { name: "Review and files", exact: true })).toBeFocused() + await expect(page.getByRole("button", { name: `Open in ${app.label}`, exact: true })).toBeVisible() + await trigger(page).click() + await page.getByRole("menuitem", { name: worktree, exact: true }).click() + const actions = page.getByRole("menu", { name: worktree, exact: true }) + + if (app.id === "finder") { + await expect(actions.getByRole("menuitem")).toHaveText(["Copy path", "Reveal in Finder"]) + + return + } + + await page.screenshot({ path: test.info().outputPath("path-open-app.png"), animations: "disabled" }) + await actions.getByRole("menuitem", { name: "Open in VS Code", exact: true }).click() + await expect(page.getByLabel("Opened paths")).toHaveText( + JSON.stringify([{ path: worktree, app: "Visual Studio Code" }]), + ) + }) + } + test.describe("touch", () => { test.use({ hasTouch: true }) diff --git a/packages/app/e2e/regression/session-timeline-tool-projection.spec.ts b/packages/app/e2e/regression/session-timeline-tool-projection.spec.ts index 5d8a7fa94259..27fe501e2ca0 100644 --- a/packages/app/e2e/regression/session-timeline-tool-projection.spec.ts +++ b/packages/app/e2e/regression/session-timeline-tool-projection.spec.ts @@ -1,6 +1,6 @@ import { expect, test } from "@playwright/test" import { timelinePresets } from "@opencode/session-ui/timeline/detail" -import { assistantMessage, partUpdated, setupTimeline, toolPart, userMessage } from "../utils/timeline" +import { assistantMessage, partUpdated, setupTimeline, textPart, toolPart, userMessage } from "../utils/timeline" test("keeps shell and question failures in their Used group", async ({ page }) => { const shellID = "prt_transition_error_shell" @@ -55,6 +55,40 @@ test("keeps shell and question failures in their Used group", async ({ page }) = await expect(question).toContainText(/dismissed/i) }) +test("keeps rendering when a plugin tool reports progress metadata that is not an object", async ({ page }) => { + const toolID = "prt_plugin_progress" + const input = { prompt: "a cat" } + + const timeline = await setupTimeline(page, { + messages: [ + userMessage(), + assistantMessage([toolPart(toolID, "plugin_imagegen", "running", input)], { completed: false }), + ], + }) + + await page + .locator( + '[data-component="collapsed-tool-group"] > [data-component="collapsible"] > [data-slot="collapsible-trigger"]', + ) + .click() + await timeline.waitForPart(toolID) + + const progress = partUpdated( + toolPart(toolID, "plugin_imagegen", "running", input, { metadata: { status: "x" } }), + ).find((event) => event.type === "session.tool.progress")! + + // Plugin tools are untyped at runtime, and the server forwards progress metadata as sent, so the + // frame is written raw to skip the harness's event validation. + await timeline.transport.writeRaw( + `data: ${JSON.stringify({ ...progress, data: { ...progress.data, metadata: "polling" } })}\n\n`, + ) + await timeline.send(partUpdated(textPart("prt_plugin_progress_text", "Still polling the image task."))) + + await expect(page.getByText("Still polling the image task.")).toBeVisible() + await expect(page.locator(`[data-timeline-part-id="${toolID}"]`)).toBeVisible() + await expect(page.getByRole("heading", { name: "Something went wrong" })).toHaveCount(0) +}) + function questionInput() { return { questions: [{ header: "Stability", question: "Keep it stable?", options: [] }] } } diff --git a/packages/app/e2e/regression/settings.spec.ts b/packages/app/e2e/regression/settings.spec.ts index ad7785fdf78e..ff15ed572dfd 100644 --- a/packages/app/e2e/regression/settings.spec.ts +++ b/packages/app/e2e/regression/settings.spec.ts @@ -102,6 +102,7 @@ for (const locale of ["en", "ar"]) { page.on("request", (request) => { if (request.method() === "POST" && new URL(request.url()).pathname.endsWith("/interrupt")) stopped.push(request.url()) + if (request.method() === "DELETE" && new URL(request.url()).pathname.startsWith("/api/shell/")) stopped.push(request.url()) }) @@ -113,7 +114,7 @@ for (const locale of ["en", "ar"]) { ], sessionStatus: { [id]: { type: "busy" }, [childID]: { type: "busy" } }, seed: { locale }, - pageMessages: (): { items: SessionMessageInfo[] } => ({ + pageMessages: () => ({ items: [ { id: "msg_activity_user", type: "user", text: "Inspect the activity capsule", time: { created: 1 } }, { @@ -168,7 +169,7 @@ for (const locale of ["en", "ar"]) { await expect(capsule).toBeVisible() await expect(page.locator("html")).toHaveAttribute("dir", locale === "ar" ? "rtl" : "ltr") - for (const value of ["Center", "Right", "Hidden", "Left", "Right"]) { + for (const value of ["Center", "Right", "Hidden", "Left", "Right"] as const) { await page.keyboard.press("Control+,") const settings = page.getByTestId("settings-screen") const control = settings.getByLabel("Background activity", { exact: true }) @@ -179,24 +180,28 @@ for (const locale of ["en", "ar"]) { await options.getByRole("option", { name: value, exact: true }).click() await expect(control).toHaveText(value) await page.goBack() + if (value === "Hidden") { await expect(capsule).toHaveCount(0) await expect(panel).toHaveCount(0) continue } + await expect(capsule).toBeVisible() await expect .poll(async () => { const anchor = await capsule.boundingBox() const container = await page.locator('[data-component="session-composer-lane"]').boundingBox() + if (!anchor || !container) return Infinity - return Math.abs( - value === "Center" - ? anchor.x + anchor.width / 2 - container.x - container.width / 2 - : value === "Left" - ? anchor.x - container.x - : anchor.x + anchor.width - container.x - container.width, - ) + + const offset = { + Left: anchor.x - container.x, + Center: anchor.x + anchor.width / 2 - container.x - container.width / 2, + Right: anchor.x + anchor.width - container.x - container.width, + } + + return Math.abs(offset[value]) }) .toBeLessThan(1) await capsule.click() @@ -205,18 +210,21 @@ for (const locale of ["en", "ar"]) { .poll(async () => { const anchor = await capsule.boundingBox() const bounds = await panel.boundingBox() + if (!anchor || !bounds) return Infinity - return Math.abs( - value === "Center" - ? anchor.x + anchor.width / 2 - bounds.x - bounds.width / 2 - : value === "Left" - ? anchor.x - bounds.x - : anchor.x + anchor.width - bounds.x - bounds.width, - ) + + const offset = { + Left: anchor.x - bounds.x, + Center: anchor.x + anchor.width / 2 - bounds.x - bounds.width / 2, + Right: anchor.x + anchor.width - bounds.x - bounds.width, + } + + return Math.abs(offset[value]) }) .toBeLessThan(1) await page.keyboard.press("Escape") } + expect(stopped).toEqual([]) await expect .poll(() => @@ -585,6 +593,7 @@ test("shortcuts list Search sessions once and unbind a shortcut while recording await expect(binding).toHaveText("Press keys") await expect(unbind).toHaveCount(0) }) + for (const own of [false, true]) { test(`shortcuts list a command that shares Close tab only with its own shortcut: ${own}`, async ({ page }) => { const { settings } = await open(page, { @@ -621,6 +630,7 @@ test("single extension rows stay aligned when switching tabs", async ({ page }) plugins: [{ id: "demo-plugin", source: { type: "package", target: "demo-plugin" } }], skills: [{ name: "demo-skill", description: "Demo skill", path: "/skills/demo/SKILL.md" }], }) + await settings.getByRole("tab", { name: "Extensions", exact: true }).click() await expect(settings.getByRole("switch", { name: "demo-mcp", exact: true })).toBeChecked() const mcp = settings.getByRole("tabpanel", { name: "MCPs", exact: true }).locator(".settings-extension-row") @@ -1197,7 +1207,7 @@ test("providers: the connect dialog lists connected providers and manages their await settings.getByRole("button", { name: "Show more providers", exact: true }).click() const dialog = page.getByRole("dialog") const openai = dialog.locator('[data-provider-id="openai"]') - await expect(openai.locator('[data-slot="provider-connected"]')).toHaveText("2 connections") + await expect(openai.locator('[data-slot="provider-connected"]')).toHaveText("Work") await expect( dialog.locator('[data-provider-id="anthropic"]').locator('[data-slot="provider-connected"]'), ).toHaveCount(0) @@ -1290,7 +1300,7 @@ test("providers: adding an account starts a lone method once", async ({ page, co await dialog.getByRole("button", { name: "Navigate back", exact: true }).click() await expect(dialog.getByRole("radio", { name: "Go key", exact: true })).toBeVisible() - await dialog.getByRole("button", { name: "Navigate back", exact: true }).click() + await dialog.getByRole("button", { name: "Integrations", exact: true }).click() await dialog.locator('[data-provider-id="github-copilot"]').click() const popup = page.waitForEvent("popup") await dialog.getByRole("button", { name: "Add account", exact: true }).click() diff --git a/packages/app/e2e/regression/side-panels.spec.ts b/packages/app/e2e/regression/side-panels.spec.ts index 8e7291258cf1..b4cd9fe1900e 100644 --- a/packages/app/e2e/regression/side-panels.spec.ts +++ b/packages/app/e2e/regression/side-panels.spec.ts @@ -254,10 +254,13 @@ test("the new tab view lists recently closed tabs, expands to the rest, and keep await panel.getByRole("button", { name: "Add tab", exact: true }).click() await expect(rows).toHaveCount(5) await expect(rows.first()).toContainText("closed-00.ts") - await recent.getByRole("button", { name: "Show more", exact: true }).click() + const more = recent.getByRole("button", { name: "Show more", exact: true }) + await more.focus() + await more.press("Enter") await expect(rows).toHaveCount(12) - await recent.getByRole("button", { name: "Show less", exact: true }).click() - await expect(rows).toHaveCount(5) + await expect(rows.filter({ hasText: "closed-05.ts" })).toBeFocused() + await expect(recent.getByRole("button", { name: "Show more", exact: true })).toHaveCount(0) + await expect(recent.getByRole("button", { name: "Show less", exact: true })).toHaveCount(0) // Closing the last tab closes the region; it opens on its launchers with that tab listed first. const readme = panel.getByRole("tab", { name: "README.md" }) diff --git a/packages/app/e2e/regression/timeline-geometry.spec.ts b/packages/app/e2e/regression/timeline-geometry.spec.ts index a42dcc59358e..0ba5bcb5ca15 100644 --- a/packages/app/e2e/regression/timeline-geometry.spec.ts +++ b/packages/app/e2e/regression/timeline-geometry.spec.ts @@ -196,8 +196,9 @@ test("keeps a file diff anchored while it expands and collapses", async ({ page timelineDetail: { ...timelinePresets[2].value, edit: { placement: "separate", details: "collapsed" } }, }, messages: [ - userMessage([userText("Preceding context ".repeat(120))]), + userMessage(), assistantMessage([ + textPart("prt_file_projection_preceding", "Preceding context ".repeat(240)), toolPart( id, "patch", @@ -754,3 +755,168 @@ test("groups consecutive sent prompts under the last one's meta line, with each await expect(first.locator('[data-slot="user-message-run-actions"]')).toHaveCSS("opacity", "1") await expect(first.getByRole("button", { name: "Copy message" })).toHaveCount(1) }) + +test("leaves a long prompt unfolded while Fold long messages is off", async ({ page }) => { + const text = Array.from({ length: 20 }, (_, index) => `Long line ${index + 1}`).join("\n") + + await setupTimeline(page, { + messages: [ + userMessage([userText(text, { id: "prt_msg_0001_nofold_text" })], { + id: "msg_0001_nofold", + created: 1700000000000, + }), + ], + viewport: { width: 1200, height: 700 }, + }) + + const row = page.locator('[data-timeline-row="UserMessage"][data-message-id="msg_0001_nofold"]') + await expect(row).toContainText("Long line 20") + await expect(row.locator('[data-slot="user-message-fold"]')).toHaveCount(0) + await expect(row.getByRole("button", { name: "Read more" })).toHaveCount(0) +}) + +test("folds a prompt past 12 lines to its first 8 and keeps it open after scrolling out of view", async ({ page }) => { + const lines = (name: string, count: number) => + Array.from({ length: count }, (_, index) => `${name} line ${index + 1}`).join("\n") + + const prompt = (id: string, text: string, created: number) => + userMessage([userText(text, { id: `prt_${id}_text` })], { id, created }) + + const reply = (id: string, parentID: string, created: number) => + assistantMessage( + [{ id: `prt_${id}_text`, type: "text", text: `Reply ${id}. ${"Later work fills the timeline. ".repeat(12)}` }], + { id, parentID, created }, + ) + + await setupTimeline(page, { + messages: [ + prompt("msg_0001_fold_edge", lines("Edge", 12), 1700000000000), + reply("msg_0002_fold_edge", "msg_0001_fold_edge", 1700000001000), + prompt("msg_0003_fold_long", lines("Long", 13), 1700000002000), + reply("msg_0004_fold_long", "msg_0003_fold_long", 1700000003000), + ...Array.from({ length: 16 }, (_, index) => { + const created = 1700000010000 + index * 2_000 + const id = `msg_${String(100 + index * 2).padStart(4, "0")}_fold_later` + + return [prompt(id, `Later prompt ${index}`, created), reply(`${id}_reply`, id, created + 1_000)] + }).flat(), + ], + settings: { foldUserMessages: true }, + viewport: { width: 1200, height: 700 }, + }) + + const scroller = page.locator(".scroll-view__viewport", { has: page.locator("[data-timeline-row]") }) + + const row = (id: string) => + page.locator(`[data-timeline-virtual-content] [data-timeline-row="UserMessage"][data-message-id="${id}"]`) + + const edge = row("msg_0001_fold_edge") + const long = row("msg_0003_fold_long") + const bubble = long.locator('[data-slot="user-message-text"]') + const fold = long.locator('[data-slot="user-message-fold"]') + const lastLater = row("msg_0130_fold_later") + await expect(lastLater).toBeVisible() + + // A wheel, not a scroll write, so the timeline stops following its end. + await scroller.hover() + await page.mouse.wheel(0, -100_000) + await expect(long).toBeVisible() + + // 12 lines show in full; 13 fold to 8, and all 13 stay in the text for copy and select-all. + await expect(edge.locator('[data-slot="user-message-fold"]')).toContainText("Edge line 12") + await expect(edge.getByRole("button", { name: "Read more" })).toHaveCount(0) + const toggle = long.getByRole("button", { name: /^(Read more|Show less)$/ }) + await expect(toggle).toHaveAccessibleName("Read more") + await expect(toggle).toHaveAttribute("aria-expanded", "false") + const lineHeight = await fold.evaluate((element) => parseFloat(getComputedStyle(element).lineHeight)) + await expect.poll(async () => Math.round((await fold.boundingBox())!.height / lineHeight)).toBe(8) + expect( + await fold.evaluate((element) => { + const selection = getSelection()! + selection.selectAllChildren(element) + const text = selection.toString() + selection.removeAllRanges() + + return text + }), + ).toContain("Long line 13") + + // A cached tab's timeline is detached while hidden; the message stays folded rather than measuring 0 lines. + expect( + await bubble.evaluate(async (element) => { + const parent = element.parentElement! + const next = element.nextSibling + element.remove() + await new Promise((resolve) => requestAnimationFrame(() => requestAnimationFrame(resolve))) + const folded = element.querySelector('[data-slot="user-message-fold"]')!.hasAttribute("data-folded") + parent.insertBefore(element, next) + + return folded + }), + ).toBe(true) + await expect(toggle).toHaveAttribute("aria-expanded", "false") + + // Opening grows the bubble downward, and the virtual row takes its new height. + await bubble.evaluate((element) => element.scrollIntoView({ block: "center" })) + const top = (await bubble.boundingBox())!.y + await toggle.click() + await expect(toggle).toHaveAttribute("aria-expanded", "true") + await expect(toggle).toHaveAccessibleName("Show less") + await expect.poll(async () => Math.round((await fold.boundingBox())!.height / lineHeight)).toBe(13) + expect(Math.abs((await bubble.boundingBox())!.y - top)).toBeLessThanOrEqual(1) + await expect + .poll(() => + long.evaluate((element) => { + const allocated = element.closest("[data-timeline-key]")!.getBoundingClientRect().height + const content = element.closest("[data-index]")!.getBoundingClientRect().height + + return Math.abs(allocated - content) + }), + ) + .toBeLessThanOrEqual(1) + + // The row unmounts at the end of the timeline and comes back open. + await page.mouse.wheel(0, 100_000) + await expect(lastLater).toBeVisible() + await expect(long).toHaveCount(0) + await page.mouse.wheel(0, -100_000) + await expect(long.getByRole("button", { name: "Show less" })).toHaveAttribute("aria-expanded", "true") + await expect.poll(async () => Math.round((await fold.boundingBox())!.height / lineHeight)).toBe(13) + + // Closing a message whose top is on screen shrinks it in place, without scrolling the timeline. + await scroller.evaluate( + (element, target) => { + element.scrollTop += target!.y - element.getBoundingClientRect().top - 100 + }, + await bubble.boundingBox(), + ) + + const closing = { + top: (await bubble.boundingBox())!.y, + scroll: await scroller.evaluate((element) => element.scrollTop), + } + + expect(closing.scroll).toBeGreaterThan(150) + await toggle.click() + await expect(toggle).toHaveAttribute("aria-expanded", "false") + expect(Math.abs((await bubble.boundingBox())!.y - closing.top)).toBeLessThanOrEqual(1) + expect(await scroller.evaluate((element) => element.scrollTop)).toBe(closing.scroll) + + // Find skips the Read more button, and a match hidden in the fold opens the message. + const highlights = () => + page.evaluate(() => + ["timeline-search-hit", "timeline-search-hit-active"].reduce( + (count, name) => count + (CSS.highlights.get(name)?.size ?? 0), + 0, + ), + ) + + await page.keyboard.press("ControlOrMeta+f") + const search = page.locator('[data-component="timeline-search-bar"] input') + await expect(search).toBeFocused() + await search.fill("more") + await expect.poll(highlights).toBe(0) + await search.fill("Long line 13") + await expect(toggle).toHaveAttribute("aria-expanded", "true") + await expect.poll(highlights).toBe(1) +}) diff --git a/packages/app/e2e/regression/timeline-stream.spec.ts b/packages/app/e2e/regression/timeline-stream.spec.ts index 8ddefd4a8012..e1812ce1c64f 100644 --- a/packages/app/e2e/regression/timeline-stream.spec.ts +++ b/packages/app/e2e/regression/timeline-stream.spec.ts @@ -633,24 +633,7 @@ test("shows a background subagent's outcome as its own row where it finished", a ]) await expect(notice).toHaveAttribute("data-outcome", "completed") - // The outcome icon starts at the column edge like the subagent card, in a 16px box centered on the text line and - // clear of the label; the exact gap is styling. - await expect - .poll(async () => { - const [card, icon, label] = await Promise.all([ - page.locator('[data-component="task-tool-card"]').boundingBox(), - notice.locator('[data-slot="icon-svg"]').boundingBox(), - notice.locator(":scope > bdi").boundingBox(), - ]) - - return { - inset: icon!.x - card!.x, - size: [icon!.width, icon!.height], - separated: label!.x - icon!.x - icon!.width > 0, - centered: Math.abs(icon!.y + icon!.height / 2 - (label!.y + label!.height / 2)) <= 0.5, - } - }) - .toEqual({ inset: 0, size: [16, 16], separated: true, centered: true }) + await expect(notice.locator('[data-slot="icon-svg"]')).toHaveCount(0) await notice.click() await expect(page).toHaveURL(new RegExp(`/session/${childID}$`)) }) @@ -1369,14 +1352,11 @@ test.describe("background shortcut", () => { /^Explore\s*Background task\d+h \d{2}m$/, /^sleep 120\d+h \d{2}m$/, ]) + // A shell opens its output in the menu rather than revealing its call in the timeline. await list.getByRole("menuitem", { name: /sleep 120/ }).click() - await expect(list).toHaveCount(0) - await expect(used).toHaveAttribute("aria-expanded", "true") - const shellCall = page.locator('[data-timeline-part-id="call_shell_backgrounded"]') - await expect(shellCall.locator('[data-slot="collapsible-trigger"]')).toHaveAttribute("aria-expanded", "true") - await expect(shellCall).toBeInViewport() - - await activity.click() + await expect(list).toHaveAttribute("data-view", "shell") + await expect(used).toHaveAttribute("aria-expanded", "false") + await list.getByRole("menuitem", { name: "Back to background work", exact: true }).click() const interrupt = page.waitForRequest( (request) => @@ -1401,6 +1381,7 @@ test.describe("background shortcut", () => { await expect(list).toHaveCount(0) await expect(backgroundCard).toContainText("Background task (background)") await expect(backgroundCard.locator('[data-component="session-progress-indicator-v2"]')).toBeVisible() + await used.click() await expect( page.locator('[data-timeline-part-id="call_shell_backgrounded"] [data-component="text-shimmer"]'), ).toHaveAttribute("data-active", "true") @@ -1424,9 +1405,10 @@ test.describe("background shortcut", () => { // Reaching the shell lands on the end of the timeline, which would otherwise follow new content again. { name: "at the end of the timeline", before: 40, searches: 0, after: 0 }, ]) { - test(`holds a revealed shell ${fixture.name} just under its stuck group header`, async ({ page }) => { + // A starting subagent call is the pill's row that reveals its call; grouping subagents puts it inside the group. + test(`holds a revealed call ${fixture.name} just under its stuck group header`, async ({ page }) => { const timeline = await setupTimeline(page, { - settings: { timelineDetail: detailed }, + settings: { timelineDetail: { ...detailed, subagents: { placement: "grouped" } } }, sessionStatus: { [sessionID]: { type: "busy" } }, messages: [ userMessage(), @@ -1434,14 +1416,8 @@ test.describe("background shortcut", () => { [ ...(fixture.before ? [textPart("prt_earlier", notes("Earlier", fixture.before))] : []), ...searches(0, 42 - fixture.searches), - toolPart( - "prt_far_shell", - "shell", - "completed", - { command: "sleep 120" }, - { output: "working", metadata: { shellID: "shell_far", status: "running" } }, - ), - // The open group outgrows the viewport, so aligning the group instead of the shell misses it. + toolPart("prt_far_call", "subagent", "running", { description: "Map the far code", agent: "explore" }), + // The open group outgrows the viewport, so aligning the group instead of the call misses it. ...searches(42 - fixture.searches, fixture.searches), ...(fixture.after ? [textPart("prt_follow_up", notes("Follow-up", fixture.after))] : []), ], @@ -1450,60 +1426,40 @@ test.describe("background shortcut", () => { ], }) - await timeline.transport.send({ - id: "evt_far_shell_created", - created: 3, - type: "shell.created", - location: { directory }, - data: { - info: { - id: "shell_far", - status: "running", - command: "sleep 120", - cwd: directory, - shell: "bash", - file: "/tmp/far.out", - metadata: { sessionID }, - time: { started: 2 }, - }, - }, - }) - const group = page .locator('[data-component="collapsed-tool-group"]') .locator(':scope > [data-component="collapsible"] > [data-slot="collapsible-trigger"]') - const shellTrigger = page.locator('[data-timeline-part-id="prt_far_shell"] [data-slot="collapsible-trigger"]') + const call = page.locator('[data-timeline-part-id="prt_far_call"]') const aligned = () => expect .poll(async () => { - const [header, shell] = await Promise.all([group.boundingBox(), shellTrigger.boundingBox()]) + const [header, row] = await Promise.all([group.boundingBox(), call.boundingBox()]) - return header && shell ? Math.round(shell.y - (header.y + header.height)) : undefined + return header && row ? Math.round(row.y - (header.y + header.height)) : undefined }) .toBe(0) await expect( fixture.after ? page.getByText(`Follow-up note ${fixture.after}.`, { exact: true }) : group, ).toBeInViewport() - await expect(shellTrigger).toHaveCount(0) - await page.getByRole("button", { name: "1 shell", exact: true }).click() + await expect(call).toHaveCount(0) + await page.getByRole("button", { name: "1 subagent", exact: true }).click() await page - .getByRole("menu", { name: "1 shell", exact: true }) - .getByRole("menuitem", { name: /sleep 120/ }) + .getByRole("menu", { name: "1 subagent", exact: true }) + .getByRole("menuitem", { name: /Map the far code/ }) .click() await expect(group).toHaveAttribute("aria-expanded", "true") - await expect(shellTrigger).toHaveAttribute("aria-expanded", "true") - await expect(shellTrigger).toBeInViewport() + await expect(call).toBeInViewport() - // A shell at the very end cannot rise under the header until more content arrives below it. + // A call at the very end cannot rise under the header until more content arrives below it. if (fixture.searches) await aligned() // Nothing covers the row, so it takes the next click. - await shellTrigger.click({ trial: true }) + await call.click({ trial: true }) - // The agent keeps writing below the shell; the shell stays where it was revealed. + // The agent keeps writing below the call; the call stays where it was revealed. await timeline.send(partUpdated(textPart("prt_late", notes("Late", 30)))) await expect(page.getByText("Late note 30.", { exact: true })).toBeAttached() await aligned() @@ -2095,6 +2051,255 @@ test("quotes plain timeline text into the composer, with or without a comment", await expect(chips).toHaveCount(0) }) +test("highlights a quote's source only while its first comment is written", async ({ page }) => { + let reject = true + await setupTimeline(page, { + messages: [ + userMessage(), + assistantMessage([ + textPart("prt_highlight_first", "The same **quoted** **words**."), + textPart("prt_highlight_second", "The same **quoted** **words**."), + ]), + ], + onPrompt: () => { + if (reject) throw new Error("Quote send failed") + }, + }) + const firstID = renderedPartID("prt_highlight_first") + const secondID = renderedPartID("prt_highlight_second") + const first = page.locator(`[data-timeline-part-id="${firstID}"] [data-slot="text-part-body"]`) + const second = page.locator(`[data-timeline-part-id="${secondID}"] [data-slot="text-part-body"]`) + await expect(second).toHaveText("The same quoted words.") + + const highlights = () => + page.evaluate(() => + ["timeline-quote-source"].map((name) => + [...(CSS.highlights.get(name) ?? [])].map((range) => ({ + part: range.startContainer.parentElement + ?.closest("[data-timeline-part-id]") + ?.getAttribute("data-timeline-part-id"), + text: range.toString(), + })), + ), + ) + + const selectionCollapsed = () => page.evaluate(() => window.getSelection()?.isCollapsed ?? true) + + const select = (target: Locator) => + target.evaluate((element) => { + const range = document.createRange() + range.selectNodeContents(element) + window.getSelection()?.removeAllRanges() + window.getSelection()?.addRange(range) + }) + + const toolbar = page.getByRole("toolbar", { name: "Quote selection" }) + const chips = page.locator('[data-component="composer-attachments"] [data-component="attachment-card"]') + const editor = page.locator('[data-component="composer-editor"]') + const comment = page.locator('[data-component="composer-quote-comment"] textarea') + const firstRange = { part: firstID, text: "The same quoted words." } + const scroll = page.locator('[data-slot="session-timeline-scroll"] > [data-scrollable]') + + await scroll.focus() + await select(first) + await toolbar.getByRole("button", { name: "Quote", exact: true }).click({ modifiers: ["Alt"] }) + await expect(comment).toBeFocused() + await comment.fill("Keep this passage visible while I write.") + await expect.poll(highlights).toEqual([[firstRange]]) + + for (const palette of [ + { colorScheme: "dark" as const, background: "color(srgb 0.635294 0.737255 1 / 0.25)" }, + { colorScheme: "light" as const, background: "color(srgb 0.133333 0.219608 0.560784 / 0.1)" }, + ]) { + await page.emulateMedia({ colorScheme: palette.colorScheme }) + await expect + .poll(() => + first.evaluate((element) => + ["::selection", "::highlight(timeline-quote-source)"].map((pseudo) => { + const style = getComputedStyle(element, pseudo) + + return { + background: style.backgroundColor, + preservesText: style.color === getComputedStyle(element).color, + } + }), + ), + ) + .toEqual([ + { background: palette.background, preservesText: true }, + { background: palette.background, preservesText: true }, + ]) + } + + await comment.press("Enter") + await expect(comment).toHaveCount(0) + await expect.poll(highlights).toEqual([[]]) + + await select(second) + await toolbar.getByRole("button", { name: "Quote", exact: true }).click() + await expect(chips).toHaveCount(2) + await expect(editor).toBeFocused() + await expect.poll(selectionCollapsed).toBe(true) + await expect.poll(highlights).toEqual([[]]) + + const before = await scroll.evaluate((element) => element.scrollTop) + await chips.nth(0).hover() + await expect(editor).toBeFocused() + expect(await scroll.evaluate((element) => element.scrollTop)).toBe(before) + await expect.poll(highlights).toEqual([[]]) + + // Editing an existing quote's comment shows no source highlight. + await chips.nth(0).click() + await expect(comment).toBeFocused() + await expect(comment).toHaveValue("Keep this passage visible while I write.") + await expect.poll(highlights).toEqual([[]]) + await comment.press("Escape") + await expect(comment).toHaveCount(0) + + await page + .locator('[data-component="composer-attachments"]') + .getByRole("button", { name: "Remove attachment" }) + .nth(0) + .click() + await expect(chips).toHaveCount(1) + + const rejected = page.waitForResponse( + (response) => + response.request().method() === "POST" && response.url().includes("/prompt") && response.status() === 500, + ) + + await editor.press("Enter") + await rejected + await expect(chips).toHaveCount(1) + await expect(editor).toBeFocused() + reject = false + await editor.press("Enter") + await expect(chips).toHaveCount(0) + await expect.poll(highlights).toEqual([[]]) + await expect(page.locator('[data-component="timeline-quote-background"]')).toHaveCount(0) +}) + +test("keeps the native selection height after quoting wrapped and formatted text", async ({ page }) => { + await setupTimeline(page, { + messages: [ + userMessage(), + assistantMessage([ + textPart( + "prt_quote_height", + "A selected passage with **bold text** and `inline code` that continues onto another line. ".repeat(4), + ), + ]), + ], + }) + + const source = page.locator( + `[data-timeline-part-id="${renderedPartID("prt_quote_height")}"] [data-slot="text-part-body"]`, + ) + + await expect(source).toContainText("A selected passage with bold text and inline code") + await source.evaluate((element) => { + const paragraph = element.querySelector("p")! + const range = document.createRange() + range.setStart(paragraph.firstChild!, 2) + range.setEnd(paragraph, paragraph.childNodes.length - 2) + window.getSelection()?.removeAllRanges() + window.getSelection()?.addRange(range) + }) + await page + .getByRole("toolbar", { name: "Quote selection" }) + .getByRole("button", { name: "Quote", exact: true }) + .click({ modifiers: ["Alt"] }) + await expect(page.locator('[data-component="composer-quote-comment"] textarea')).toBeFocused() + + await page.setViewportSize({ width: 700, height: 900 }) + const height = await source.locator("p").evaluate((element) => parseFloat(getComputedStyle(element).lineHeight)) + await expect + .poll(() => + source + .locator('[data-component="timeline-quote-background"] > span') + .evaluateAll( + (lines, height) => + lines.length > 0 && lines.every((line) => Math.abs(line.getBoundingClientRect().height - height) < 0.1), + height, + ), + ) + .toBe(true) +}) + +test("reveals a pending quote's source and restores its retained draft after its row remounts", async ({ page }) => { + await setupTimeline(page, { + seedHistory: true, + messages: [ + userMessage(), + assistantMessage([textPart("prt_quote_remount", "Keep this exact source highlighted.")]), + userMessage([userText("Continue with the next step.")], { id: "msg_quote_following_user" }), + assistantMessage([textPart("prt_quote_following_answer", "The next step is ready.")], { + id: "msg_quote_following_answer", + parentID: "msg_quote_following_user", + }), + ], + }) + const partID = renderedPartID("prt_quote_remount") + const source = page.locator(`[data-timeline-part-id="${partID}"] [data-slot="text-part-body"]`) + await expect(source).toHaveText("Keep this exact source highlighted.") + await source.evaluate((element) => { + const range = document.createRange() + range.selectNodeContents(element) + window.getSelection()?.removeAllRanges() + window.getSelection()?.addRange(range) + }) + await page + .getByRole("toolbar", { name: "Quote selection" }) + .getByRole("button", { name: "Quote", exact: true }) + .click({ modifiers: ["Alt"] }) + const chip = page.locator('[data-component="composer-attachments"] [data-component="attachment-card"]') + const comment = page.locator('[data-component="composer-quote-comment"] textarea') + await expect(comment).toBeFocused() + await expect(chip).toContainText("Keep this exact source highlighted.") + + const highlighted = () => + page.evaluate(() => + [...(CSS.highlights.get("timeline-quote-source") ?? [])].flatMap((range) => + range.startContainer.isConnected ? [range.toString()] : [], + ), + ) + + await expect.poll(highlighted).toEqual(["Keep this exact source highlighted."]) + + const scroll = page.locator('[data-slot="session-timeline-scroll"] > [data-scrollable]') + await scroll.hover({ position: { x: 20, y: 100 } }) + await page.mouse.wheel(0, -10000) + await expect(source).toHaveCount(0) + const top = await scroll.evaluate((element) => element.scrollTop) + await chip.hover() + expect(await scroll.evaluate((element) => element.scrollTop)).toBe(top) + + // Clicking the pending card closes its open comment, and reveals the source before it does. + await chip.click() + await expect(comment).toHaveCount(0) + await expect(source).toBeInViewport() + await expect.poll(highlighted).toEqual([]) + + // An existing quote's card edits its comment without moving the timeline to its source. + await scroll.hover({ position: { x: 20, y: 100 } }) + await page.mouse.wheel(0, -10000) + await expect(source).toHaveCount(0) + await chip.click() + await expect(comment).toBeFocused() + await expect(source).toHaveCount(0) + await expect.poll(highlighted).toEqual([]) + await comment.press("Escape") + + const href = new URL(page.url()).pathname + await page.getByRole("button", { name: "Home", exact: true }).click() + await expect(chip).toHaveCount(0) + await expect.poll(highlighted).toEqual([]) + await page.locator(`[data-titlebar-tab-link][href="${href}"]`).click() + await expect(chip).toContainText("Keep this exact source highlighted.") + await expect.poll(highlighted).toEqual([]) + await expect(comment).toHaveCount(0) +}) + test("quotes table rows and diff lines selected across a diff viewer", async ({ page }) => { const prompts: string[] = [] await setupTimeline(page, { @@ -2137,6 +2342,9 @@ test("quotes table rows and diff lines selected across a diff viewer", async ({ const removed = page.locator('[data-line-type="change-deletion"][data-line]') const added = page.locator('[data-line-type="change-addition"][data-line]') await expect(added).toHaveText("export const value = 'after'") + await expect + .poll(() => added.evaluate((element) => getComputedStyle(element, "::selection").backgroundColor)) + .toBe("color(srgb 0.133333 0.219608 0.560784 / 0.1)") const drag = async (from: Locator, to: Locator) => { const start = await from.boundingBox() @@ -2152,10 +2360,27 @@ test("quotes table rows and diff lines selected across a diff viewer", async ({ const toolbar = page.getByRole("toolbar", { name: "Quote selection" }) const chips = page.locator('[data-component="composer-attachments"] [data-component="attachment-card"]') - // A drag from the table into the diff viewer quotes both, table cells by tabs and diff lines with their markers. - await drag(page.locator("th").getByText("File", { exact: true }), added) - await toolbar.getByRole("button", { name: "Quote", exact: true }).click() + // Headers are unselectable chrome; body cells quote with tabs, followed by the diff lines and their markers. + await drag(page.locator("td").getByText("a.ts", { exact: true }), added) + await toolbar.getByRole("button", { name: "Quote", exact: true }).click({ modifiers: ["Alt"] }) await expect(chips).toHaveCount(1) + await expect(page.locator('[data-component="composer-quote-comment"] textarea')).toBeFocused() + + const diffHighlights = (name: string) => + page.evaluate( + (name) => + [...(CSS.highlights.get(name) ?? [])].flatMap((range) => + range.startContainer.getRootNode() instanceof ShadowRoot ? [range.toString()] : [], + ), + name, + ) + + await expect + .poll(() => diffHighlights("timeline-quote-source")) + .toEqual(["export const value = 'before'", "export const value = 'after'"]) + // Only the first comment keeps the source highlighted; saving it clears the highlight. + await page.locator('[data-component="composer-quote-comment"] textarea').press("Enter") + await expect.poll(() => diffHighlights("timeline-quote-source")).toEqual([]) // The quote stops where a selection inside the diff viewer ends. await drag(page.locator("td").getByText("a.ts", { exact: true }), removed) @@ -2168,7 +2393,6 @@ test("quotes table rows and diff lines selected across a diff viewer", async ({ .toEqual([ [ "The user quoted the following from earlier in the conversation:", - "> File\tChange", "> a.ts\trename", "> ", "> -export const value = 'before'", diff --git a/packages/app/e2e/user-story/model-selection-flow.spec.ts b/packages/app/e2e/user-story/model-selection-flow.spec.ts index aa473cef6843..f244db683a78 100644 --- a/packages/app/e2e/user-story/model-selection-flow.spec.ts +++ b/packages/app/e2e/user-story/model-selection-flow.spec.ts @@ -140,7 +140,7 @@ test("restores each existing session's model and variant when switching tabs", a const composer = page.locator('[data-component="composer"]') const modelControl = composer.locator('[data-action="composer-model"]') const variant = composer.getByRole("button", { name: "Choose model variant", exact: true }) - await expect(modelControl).toHaveText("OpenCode / Model A") + await expect(modelControl).toHaveText("Model A") await expect(variant).toHaveText("balanced") await variant.click() await page.getByRole("menuitemradio", { name: "high", exact: true }).click() @@ -148,7 +148,7 @@ test("restores each existing session's model and variant when switching tabs", a await page.locator(`[data-titlebar-tab-link][href="${hrefB}"]`).click() await expect(page).toHaveURL(hrefB) - await expect(modelControl).toHaveText("OpenCode / Model B") + await expect(modelControl).toHaveText("Model B") await expect(variant).toHaveText("balanced") await variant.click() await page.getByRole("menuitemradio", { name: "high", exact: true }).click() @@ -157,11 +157,11 @@ test("restores each existing session's model and variant when switching tabs", a // A new draft starts from the current session's non-default model and chosen variant. await page.getByRole("button", { name: "New session", exact: true }).click() await expect(page).toHaveURL(/\/new-session\?draftId=/) - await expect(modelControl).toHaveText("OpenCode / Model B") + await expect(modelControl).toHaveText("Model B") await expect(variant).toHaveText("high") await page.locator(`[data-titlebar-tab-link][href="${hrefA}"]`).click() await expect(page).toHaveURL(hrefA) - await expect(modelControl).toHaveText("OpenCode / Model A") + await expect(modelControl).toHaveText("Model A") await expect(variant).toHaveText("high") }) diff --git a/packages/app/e2e/utils/mock-api.ts b/packages/app/e2e/utils/mock-api.ts index 742d5c4f0741..1f236218f81b 100644 --- a/packages/app/e2e/utils/mock-api.ts +++ b/packages/app/e2e/utils/mock-api.ts @@ -300,6 +300,14 @@ const Group = HttpApiGroup.make("mock") ) .add(HttpApiEndpoint.post("sessionCreate", "/api/session", { payload: JsonPayload, success: Json })) .add(HttpApiEndpoint.get("sessionActive", "/api/session/active", { success: Json })) + .add( + HttpApiEndpoint.post("rpcCall", "/api/rpc/:rpcID/:method", { + params: { rpcID: Schema.String, method: Schema.String }, + payload: JsonPayload, + success: Json, + error: Unsupported, + }), + ) .add( HttpApiEndpoint.get("sessionGet", "/api/session/:sessionID", { params: SessionParams, diff --git a/packages/app/e2e/utils/mock-server.ts b/packages/app/e2e/utils/mock-server.ts index db17839517c8..0ccbbcdf5c00 100644 --- a/packages/app/e2e/utils/mock-server.ts +++ b/packages/app/e2e/utils/mock-server.ts @@ -1274,6 +1274,15 @@ function mockHandlers( cursor: { next: offset + limit < ordered.length ? String(offset + limit) : undefined }, }) }, + // The goal plugin's pill reads each routed session's goal; no scenario sets one. + rpcCall: (ctx) => + ctx.params.rpcID === "opencode.goal" && ctx.params.method === "get" + ? Effect.succeed({ output: null }) + : Effect.fail( + new MockUnsupported({ + message: `The mock server has no ${ctx.params.rpcID}.${ctx.params.method} RPC`, + }), + ), sessionActive: () => { const status = resolve(config.sessionStatus ?? {}) @@ -1554,7 +1563,7 @@ function currentModels(catalog: MockProviderCatalog) { variants: Object.entries(model.variants ?? {}).map(([id, settings]) => Predicate.isObject(settings) ? { id, settings } : { id }, ), - time: { released: Date.now() }, + time: model.time ?? { released: Date.now() }, cost: [{ input: model.cost?.input ?? 0, output: model.cost?.output ?? 0, cache: { read: 0, write: 0 } }], status: "active", enabled: true, @@ -1687,6 +1696,7 @@ const decodeModel = Schema.decodeUnknownOption( cost: lenient(Schema.Struct({ input: lenient(Schema.Number), output: lenient(Schema.Number) })), capabilities: lenient(Model.Capabilities), variants: lenient(Schema.Record(Schema.String, Schema.Unknown)), + time: lenient(Schema.Struct({ released: Schema.Number })), }), ) diff --git a/packages/app/e2e/utils/windows-menu.fixture.tsx b/packages/app/e2e/utils/windows-menu.fixture.tsx index 0a1ca921fbaf..b5909a5fcb87 100644 --- a/packages/app/e2e/utils/windows-menu.fixture.tsx +++ b/packages/app/e2e/utils/windows-menu.fixture.tsx @@ -7,7 +7,7 @@ import { PlatformProvider, type Platform } from "../../src/runtime/platform/plat // The app on a Windows desktop platform, so the titlebar shows the app menu. Menu actions are listed in an output. // `path` opens a route other than Home. -export function mount(input: { server: string; path?: string }) { +export function mount(input: { server: string; path?: string; os?: "macos"; openApps?: boolean }) { const root = document.getElementById("root") if (!root) throw new Error("Missing fixture root") @@ -15,7 +15,10 @@ export function mount(input: { server: string; path?: string }) { if (input.path) history.set({ value: input.path, replace: true }) render(() => { - const [store, setStore] = createStore<{ actions: string[] }>({ actions: [] }) + const [store, setStore] = createStore<{ actions: string[]; opened: { path: string; app?: string }[] }>({ + actions: [], + opened: [], + }) const unused = async () => { throw new Error("Unexpected fixture action") @@ -42,7 +45,7 @@ export function mount(input: { server: string; path?: string }) { const platform: Platform = { platform: "desktop", - os: "windows", + os: input.os ?? "windows", windowID: "windows-menu-test", openExternal: () => undefined, openDirectoryPickerDialog: async () => null, @@ -52,10 +55,19 @@ export function mount(input: { server: string; path?: string }) { runDesktopMenuAction: (action) => setStore("actions", (actions) => [...actions, action]), } + if (input.openApps) { + platform.checkAppExists = async (app) => app === "Visual Studio Code" || app === "code" + platform.openPath = async (path, app) => void setStore("opened", (opened) => [...opened, { path, app }]) + platform.revealPath = async () => true + } + return ( {store.actions.join(",")} + + {JSON.stringify(store.opened)} + } diff --git a/packages/app/e2e/utils/windows-menu.html b/packages/app/e2e/utils/windows-menu.html index 766f5adc1ea9..5b2cc1d045d9 100644 --- a/packages/app/e2e/utils/windows-menu.html +++ b/packages/app/e2e/utils/windows-menu.html @@ -8,7 +8,12 @@ diff --git a/packages/app/e2e/utils/workspace.ts b/packages/app/e2e/utils/workspace.ts index 167f90bb39f2..7a0035674817 100644 --- a/packages/app/e2e/utils/workspace.ts +++ b/packages/app/e2e/utils/workspace.ts @@ -1,4 +1,5 @@ import { expect, type Page } from "@playwright/test" +import type { Schema } from "effect" import { NO_PROVIDER, REMOTE_SERVER, @@ -20,9 +21,9 @@ export type WorkspaceInput = Partial + project?: Partial[0]> // Defaults to one session titled `name`. Omitted fields come from `session()`. - sessions?: ({ id: string; title?: string } & Record)[] + sessions?: (Partial[0]> & { id: string })[] // Merged over the default seed: the project used before, and a tab for every session. seed?: SeedInput } @@ -31,7 +32,7 @@ export type WorkspaceInput = Partial session({ directory, projectID, ...item }), @@ -94,9 +95,9 @@ export function newSessionLocation(page: Page) { export async function openWorktreeDraft(page: Page, input: WorkspaceInput & { draftID?: string }) { const worktree = Promise.withResolvers<{ status: number; json: unknown }>() const calls: string[] = [] - const worktreeRequests: { url: URL; body: Record }[] = [] - const creates: Record[] = [] - const prompts: { sessionID: string; body: Record }[] = [] + const worktreeRequests: { url: URL; body: Schema.JsonObject }[] = [] + const creates: Schema.JsonObject[] = [] + const prompts: { sessionID: string; body: Schema.JsonObject }[] = [] page.on("request", (request) => { if (request.method() !== "POST") return const url = new URL(request.url()) @@ -140,7 +141,9 @@ export async function openWorktreeDraft(page: Page, input: WorkspaceInput & { dr await expect(editor).toBeVisible({ timeout: APP_READY_TIMEOUT }) await newSessionLocation(page).click() // The dialog opens on projects; → lists the current project's worktrees. - await page.keyboard.press("ArrowRight") + const search = page.getByRole("combobox", { name: "Search projects", exact: true }) + await expect(search).toBeFocused() + await search.press("ArrowRight") await page.getByRole("option", { name: /^New worktree/ }).click() await expect(newSessionLocation(page)).toContainText("New worktree") await expect(editor).toBeEditable() diff --git a/packages/app/package.json b/packages/app/package.json index f71b0c7b1c8d..369440c9af8e 100644 --- a/packages/app/package.json +++ b/packages/app/package.json @@ -1,6 +1,6 @@ { "name": "@opencode/app", - "version": "2.2.0", + "version": "2.2.1", "description": "", "type": "module", "exports": { @@ -52,7 +52,7 @@ "knobs": "npm:@kitlangton/knobs@0.4.0-next.22", "tailwindcss": "4.3.3", "tw-animate-css": "1.4.0", - "vite": "8.2.2", + "vite": "8.2.4", "vite-plugin-pwa": "1.3.0", "vite-plugin-solid": "2.11.14" }, @@ -78,7 +78,6 @@ "@solid-primitives/keyed": "1.5.3", "@solid-primitives/media": "catalog:", "@solid-primitives/resize-observer": "catalog:", - "@solid-primitives/scheduled": "1.5.3", "@solid-primitives/storage": "catalog:", "@solidjs/meta": "catalog:", "@solidjs/router": "catalog:", diff --git a/packages/app/src/composer/adapter.ts b/packages/app/src/composer/adapter.ts index e55190d81006..0b9fc5abc0db 100644 --- a/packages/app/src/composer/adapter.ts +++ b/packages/app/src/composer/adapter.ts @@ -6,6 +6,7 @@ import type { ServerSDK } from "@/runtime/server/client" import type { SessionMessageHandoff } from "@/session/handoff" import type { ComposerStateTarget } from "./submission-state" import type { createComposerSubmission } from "./submission-state" +import type { ComposerModelLabel } from "./model-label" export type ComposerControls = { agents: { @@ -18,10 +19,11 @@ export type ComposerControls = { model: { selection: ModelSelection providerName?: string + label?: ComposerModelLabel paid: boolean loading: boolean /** While loading, the expected model's names from a catalog already loaded for another Location. */ - preview?: { provider?: string; model: string; variant: string; variants: string[] } + preview?: { provider?: string; model: string; label?: ComposerModelLabel; variant: string; variants: string[] } } } diff --git a/packages/app/src/composer/commands.tsx b/packages/app/src/composer/commands.tsx index 5396e75138e6..3ecdc9ac1fba 100644 --- a/packages/app/src/composer/commands.tsx +++ b/packages/app/src/composer/commands.tsx @@ -1,14 +1,16 @@ import { useCommand, type CommandOption } from "@/shell/commands/command" import { useLanguage } from "@/runtime/i18n/language" import { DialogSelectModel } from "@/providers/models/select-dialog" -import { DialogSelectModelNext } from "@/providers/models/select-dialog-next" -import { useSettings } from "@/settings/model" import { useLocal, type ModelSelection } from "@/providers/models/selection" import { useDialog } from "@opencode/ui/context/dialog" import { useSessionLayout } from "@/session/session-layout" import { createSessionOwnership } from "@/session/session-ownership" import { useWorkspaceLocation } from "@/workspaces/location" import { useData } from "@/runtime/server/current" +import { useServerSDK } from "@/runtime/server/client" +import { formatServerError } from "@/runtime/server/errors" +import { showToast } from "@/shell/notifications/toast" +import { toaster } from "@opencode/ui/toast" const withCategory = (category: string) => { return (option: Omit): CommandOption => ({ @@ -22,16 +24,17 @@ export const useComposerCommands = (input: { model?: ModelSelection } = {}) => { const dialog = useDialog() const language = useLanguage() const local = useLocal() - const settings = useSettings() const workspace = useWorkspaceLocation() const { sessionKey, params } = useSessionLayout() const data = useData() + const sdk = useServerSDK() const sessionOwnership = createSessionOwnership(sessionKey) const model = input.model ?? local.model const modelCommand = withCategory(language.t("command.category.model")) const agentCommand = withCategory(language.t("command.category.agent")) const providerCommand = withCategory(language.t("command.category.provider")) const viewCommand = withCategory(language.t("command.category.view")) + const serverCommand = withCategory(language.t("command.category.server")) // Mirrors the TUI's `/connect`, which the Console's setup steps tell people to run. const connectProvider = async () => { @@ -40,20 +43,43 @@ export const useComposerCommands = (input: { model?: ModelSelection } = {}) => { void dialog.show(() => ) } + // Mirrors the TUI's `/reload`. The server rebuilds every loaded location and announces the changed agents, + // commands, models and skills, so the data layer refreshes them without restarting the app. + const reloadConfig = () => { + const pending = showToast({ + variant: "loading", + title: language.t("command.config.reload.pending"), + persistent: true, + }) + + void sdk.api.location + .reload() + .then(() => showToast({ variant: "success", title: language.t("command.config.reload.done") })) + .catch((error) => + showToast({ + variant: "error", + title: language.t("command.config.reload.failed"), + description: formatServerError(error, language.t), + }), + ) + .finally(() => toaster.dismiss(pending)) + } + const chooseModel = () => { - const Picker = settings.general.newModelPicker() ? DialogSelectModelNext : DialogSelectModel sessionOwnership.capture().run(() => { - void dialog.show(() => ) + void dialog.show(() => ) }) } const viewUsage = async () => { const { DialogUsage } = await import("@/usage/dialog") const current = model.current() + // Console refuses with 402 only when the workspace can't pay, which the dialog explains. const last = params.id ? data.session.message.list(params.id)?.findLast((message) => message.type === "assistant") : undefined + void dialog.show(() => ( { slash: "connect", onSelect: connectProvider, }), + serverCommand({ + id: "config.reload", + title: language.t("command.config.reload"), + description: language.t("command.config.reload.description"), + slash: "reload", + onSelect: reloadConfig, + }), agentCommand({ id: "agent.cycle", title: language.t("command.agent.cycle"), diff --git a/packages/app/src/composer/composer.tsx b/packages/app/src/composer/composer.tsx index 031f926bab79..92a024ca36b7 100644 --- a/packages/app/src/composer/composer.tsx +++ b/packages/app/src/composer/composer.tsx @@ -1,24 +1,18 @@ import { Show, createEffect, createMemo, createSignal } from "solid-js" -import { Dynamic } from "solid-js/web" import { createMediaQuery } from "@solid-primitives/media" import { Button } from "@opencode/ui/button" import { useDialog } from "@opencode/ui/context/dialog" import { Icon } from "@opencode/ui/icon" import { Keybind } from "@opencode/ui/keybind" import { Slash } from "@opencode/ui/slash" -import { consoleModelGroup } from "@/providers/models/provider-group" -import { consoleProviderName } from "@/providers/catalog/console" import { Tooltip } from "@opencode/ui/tooltip" import { ComposerEditor } from "./editor/editor" import { DialogSelectModel, ModelSelectorDrawer } from "@/providers/models/select-dialog" -import { DialogSelectModelNext, ModelSelectorDrawerNext } from "@/providers/models/select-dialog-next" -import { useSettings } from "@/settings/model" -import { ModelDetails } from "@/providers/models/details" -import { createModelUsage } from "@/usage/model" import { DialogSelectModelUnpaid } from "@/providers/models/unpaid" import { formatKeybind, useCommand } from "@/shell/commands/command" import { useLanguage } from "@/runtime/i18n/language" import type { ComposerModel } from "./model" +import type { ComposerModelLabel } from "./model-label" export function Composer(props: { class?: string @@ -46,6 +40,15 @@ export function Composer(props: { return language.t("dialog.model.select.title") } + const modelLabel = () => { + const preview = props.model.model.preview + const label = preview ? preview.label : props.model.model.label + + if (label) return label + + return { provider: preview ? preview.provider : props.model.model.providerName, model: modelName() } + } + return (
dialog.show(() => )} /> @@ -85,8 +87,7 @@ function ComposerModelControl(props: { title: string keybind: string[] model: ComposerModel["model"]["selection"] - providerName?: string - modelName: string + label: ComposerModelLabel onClose: () => void onUnpaidClick: () => void }) { @@ -94,16 +95,12 @@ function ComposerModelControl(props: { const shouldAnimate = createMemo((previous) => previous ?? (props.loading && !props.preview)) const mobile = createMediaQuery("(max-width: 767px)") const dialog = useDialog() - const settings = useSettings() - const managed = createMemo(() => consoleModelGroup(props.model.list())) - const usage = createModelUsage() const open = (detail: number) => { if (!props.paid) return props.onUnpaidClick() - const Picker = settings.general.newModelPicker() ? DialogSelectModelNext : DialogSelectModel // A pointer open keeps focus in the composer, so the dialog returns it to the caret. A keyboard open // (a click with no pointer presses) returns focus to this trigger instead of moving it to the editor. - void dialog.show(() => , detail === 0 ? undefined : props.onClose) + void dialog.show(() => , detail === 0 ? undefined : props.onClose) } // A previewed chip is visible before the catalog loads, so a click on it opens the dialog once loading finishes. @@ -117,27 +114,19 @@ function ComposerModelControl(props: { open(detail) }) - const providerName = (provider: { id: string; name: string }) => { - const group = managed() - - return group?.providers.some((item) => item.id === provider.id) - ? consoleProviderName(group, provider.name) - : provider.name - } - const content = () => ( <> - + {(name) => ( <> - {name()} + {name()} {" / "} )} - {props.modelName} + {props.label.model} @@ -149,30 +138,12 @@ function ComposerModelControl(props: { - {props.title} - - - } - > - {(model) => ( -
- -
- {props.title} - -
-
- )} - + <> + {props.title} + + } > {/* While loading, the drawer would open on a catalog that isn't there yet, so the inert chip stands in. */} @@ -199,8 +170,7 @@ function ComposerModelControl(props: { } > - ( -
{item.label || item.description || i18n.t("ui.promptInput.history.contextOnly")} diff --git a/packages/app/src/composer/editor/interaction.ts b/packages/app/src/composer/editor/interaction.ts index 9e416ff40e36..d59b058751b2 100644 --- a/packages/app/src/composer/editor/interaction.ts +++ b/packages/app/src/composer/editor/interaction.ts @@ -25,6 +25,7 @@ import { import { clonePrompt, isAttachment, promptLength } from "../prompt-parts" import type { ComposerQueue } from "../adapter" import { isCommentItem } from "../state" +import type { createComposerQuoteSource } from "../quote-source" export type ComposerSelectControl = { options: Accessor @@ -79,6 +80,7 @@ export function createComposerEditor(input: { onContextRemove?: (item: ComposerComment) => void onQuoteComment?: (item: Extract, comment: string) => void quoteComment?: { key: Accessor; set: (key?: string) => void } + quoteSource?: Pick, "reveal"> onEditor?: (element: HTMLElement) => void onSuggestionSelect?: (item: ComposerSuggestion) => (() => void) | void view: ComposerEditorView @@ -262,17 +264,14 @@ export function createComposerEditor(input: { if (state.popover.type !== "history") return list().flat() const query = state.popover.query.trim().toLowerCase() - return history() - .filter((item) => `${item.label} ${item.description}`.toLowerCase().includes(query)) - .toReversed() + return history().filter((item) => `${item.label} ${item.description}`.toLowerCase().includes(query)) } const execute = (command: ComposerInteractionCommand) => { if (command.type === "history.preview") { const item = history().find((entry) => entry.id === command.id) - if (item?.history) - applyHistory(item.history, { focus: state.popover.type === "history" && !state.popover.searching }) + if (item?.history) applyHistory(item.history, { focus: false }) return } @@ -322,7 +321,7 @@ export function createComposerEditor(input: { } function dispatch(event: ComposerInteractionEvent) { - if (event.type === "history.search" || event.type === "popover.close") cancelFocus() + if (event.type === "popover.close") cancelFocus() if ( event.type === "history.open" || @@ -378,21 +377,6 @@ export function createComposerEditor(input: { const onKeyDown = (event: KeyboardEvent) => { flushFocus() - if ( - state.popover.type === "history" && - (event.metaKey || event.ctrlKey) && - !event.altKey && - !event.shiftKey && - !event.isComposing && - event.key.toLowerCase() === "f" - ) { - event.preventDefault() - event.stopPropagation() - dispatch({ type: "history.search" }) - - return true - } - if ( state.mode === "normal" && (event.metaKey || event.ctrlKey) && @@ -588,6 +572,7 @@ export function createComposerEditor(input: { input.openContext?.(id) }, editingQuote: () => quoteComment.key(), + quoteSource: input.quoteSource, editQuote: (key?: string) => quoteComment.set(key), commentQuote(id: string, comment: string) { const item = draft.state.context.items.find((entry) => entry.key === id) diff --git a/packages/app/src/composer/editor/quote-comment.tsx b/packages/app/src/composer/editor/quote-comment.tsx index 9ffb7ee66510..bc71bf5831a7 100644 --- a/packages/app/src/composer/editor/quote-comment.tsx +++ b/packages/app/src/composer/editor/quote-comment.tsx @@ -4,6 +4,7 @@ import { makeEventListener } from "@solid-primitives/event-listener" import { createResizeObserver } from "@solid-primitives/resize-observer" import { Icon } from "@opencode/ui/icon" import { LineCommentEditor } from "@opencode/ui/line-comment" +import { useLanguage } from "@/runtime/i18n/language" const GAP = 8 @@ -18,6 +19,8 @@ export function QuoteCommentEditor(props: { onSubmit: (comment: string) => void onClose: () => void }) { + const language = useLanguage() + const [state, setState] = createStore({ draft: props.comment, rect: bounds(props.anchor), @@ -70,6 +73,7 @@ export function QuoteCommentEditor(props: { onInput={(value) => setState("draft", value)} onCancel={props.onClose} onSubmit={props.onSubmit} + placeholder={language.t("session.quote.commentPlaceholder")} allowEmpty mention={{ items: props.mention }} selection={ diff --git a/packages/app/src/composer/media.ts b/packages/app/src/composer/media.ts new file mode 100644 index 000000000000..1b9adef7169f --- /dev/null +++ b/packages/app/src/composer/media.ts @@ -0,0 +1,18 @@ +import { blobDataUrl, pinMediaBlob } from "@/runtime/persistence/drafts" +import { mediaHashFromUri } from "@/runtime/server/media" +import type { Prompt } from "./state" + +/** {@link pinMediaBlob} for every `media:` image and file in a prompt, before its server copy can be swept. */ +export async function pinPromptMedia(prompt: Prompt): Promise { + return Promise.all( + prompt.map(async (part) => { + if (part.type === "image") return { ...part, blob: await pinMediaBlob(part.blob) } + const url = part.type === "file" ? part.url : undefined + + if (part.type !== "file" || !url || !mediaHashFromUri(url)) return part + const pinned = await pinMediaBlob({ id: url, url }) + + return { ...part, url: await blobDataUrl(pinned, part.mime ?? "application/octet-stream") } + }), + ) +} diff --git a/packages/app/src/composer/model-label.test.ts b/packages/app/src/composer/model-label.test.ts new file mode 100644 index 000000000000..5b7bccc438b2 --- /dev/null +++ b/packages/app/src/composer/model-label.test.ts @@ -0,0 +1,151 @@ +import { expect, test } from "bun:test" +import { composerModelLabelKey, composerModelLabels, composerProviderName } from "./model-label" + +function provider( + id: string, + name: string, + options: { canonical?: string; integrationID?: string; models?: readonly (readonly [string, string])[] } = {}, +) { + return { + id, + name, + canonical: options.canonical, + integrationID: options.integrationID, + models: Object.fromEntries((options.models ?? [["m", "Model"]]).map(([id, name]) => [id, { id, name }])), + } +} + +function catalog(...providers: ReturnType[]) { + return new Map(providers.map((provider) => [provider.id, provider])) +} + +function label(labels: ReturnType, providerID: string, modelID: string) { + return labels.get(composerModelLabelKey(providerID, modelID)) +} + +const root = provider("opencode", "Anomaly / OpenCode", { integrationID: "opencode", models: [] }) + +const managed = provider("console-openai", "Anomaly / OpenAI", { integrationID: "opencode", canonical: "openai" }) + +test.each([ + provider("opencode", "Anomaly / OpenCode", { integrationID: "opencode" }), + provider("opencode", "OpenCode"), +])("omits native provider $name", (native) => { + const all = catalog(native) + + expect(composerProviderName("opencode", all)).toBeUndefined() + expect(label(composerModelLabels(all), "opencode", "m")).toEqual({ provider: undefined, model: "Model" }) +}) + +test.each([ + { direct: provider("openai", "Renamed", { models: [] }), connected: [], expected: "OpenAI" }, + { direct: provider("openai", "Renamed", { models: [] }), connected: ["openai"], expected: "OpenCode / OpenAI" }, + { + direct: provider("account", "Owls", { integrationID: "openai", models: [] }), + connected: ["account"], + expected: "OpenCode / OpenAI", + }, + { + direct: provider("proxy", "OpenAI", { canonical: "openai", models: [] }), + connected: ["proxy"], + expected: "OpenAI", + }, + { direct: provider("azure", "Azure", { canonical: "openai" }), connected: ["azure"], expected: "OpenAI" }, +])("matches connected stable identities, not names or canonical proxies: $direct.id / $connected", (row) => { + const all = catalog(root, managed, row.direct) + + expect(composerProviderName(managed.id, all, [managed.id, ...row.connected])).toBe(row.expected) + expect(label(composerModelLabels(all, [managed.id, ...row.connected]), managed.id, "m")).toEqual({ + provider: row.expected, + model: "Model", + }) +}) + +test("only connected providers get labels", () => { + const labels = composerModelLabels(catalog(root, managed, provider("openai", "OpenAI")), [managed.id]) + + expect(label(labels, managed.id, "m")).toEqual({ provider: "OpenAI", model: "Model" }) + expect(label(labels, "openai", "m")).toBeUndefined() +}) + +test("unknown managed routes do not infer identity from console prefixes or display names", () => { + const all = catalog( + root, + provider("console-openai", "Anomaly / OpenAI", { integrationID: "opencode" }), + provider("openai", "OpenAI"), + ) + + expect(composerProviderName("console-openai", all)).toBe("OpenAI") + expect(label(composerModelLabels(all), "console-openai", "m")).toEqual({ provider: "console-openai", model: "Model" }) +}) + +test("duplicate provider labels use raw IDs only for overlapping model labels", () => { + const labels = composerModelLabels( + catalog( + provider("a", "OpenAI", { + models: [ + ["m", "Model"], + ["other", "Other"], + ], + }), + provider("b", "OpenAI"), + ), + ) + + expect(label(labels, "a", "m")).toEqual({ provider: "a", model: "Model" }) + expect(label(labels, "b", "m")).toEqual({ provider: "b", model: "Model" }) + expect(label(labels, "a", "other")).toEqual({ provider: "OpenAI", model: "Other" }) +}) + +test.each([ + { ids: ["gemini-4-argon", "gemini-4-argon-eap"], expected: ["Gemini", "Gemini (eap)"] }, + { ids: ["v1", "v2"], expected: ["Gemini (v1)", "Gemini (v2)"] }, + { + ids: ["accounts/fireworks/models/glm", "accounts/fireworks/routers/glm-spot"], + expected: ["Gemini (models/glm)", "Gemini (routers/glm-spot)"], + }, +])("same-route duplicate model names show only where their IDs differ: $ids", (row) => { + const labels = composerModelLabels( + catalog(provider("google", "Google", { models: row.ids.map((id) => [id, "Gemini"] as const) })), + ) + + expect(row.ids.map((id) => label(labels, "google", id)?.model)).toEqual([...row.expected]) +}) + +test("a peer group with provider and model duplicates needs both qualifiers", () => { + const labels = composerModelLabels( + catalog( + provider("a", "OpenAI", { + models: [ + ["v1", "GPT"], + ["v2", "GPT"], + ], + }), + provider("b", "OpenAI", { models: [["m", "GPT"]] }), + ), + ) + + expect(label(labels, "a", "v1")).toEqual({ provider: "a", model: "GPT (v1)" }) + expect(label(labels, "a", "v2")).toEqual({ provider: "a", model: "GPT (v2)" }) + expect(label(labels, "b", "m")).toEqual({ provider: "b", model: "GPT" }) +}) + +test("drops the (latest) marker and keeps provider names verbatim", () => { + const all = catalog(provider("custom", " Custom / Proxy ", { models: [["m", "GPT (latest)"]] })) + + expect(label(composerModelLabels(all), "custom", "m")).toEqual({ provider: " Custom / Proxy ", model: "GPT" }) +}) + +test("tuple keys keep slash-containing provider and model identities separate", () => { + const labels = composerModelLabels( + catalog( + provider("company", "Company", { models: [["openai/gpt", "First model"]] }), + provider("company/openai", "Other", { models: [["gpt", "Second model"]] }), + ), + ) + + expect(composerModelLabelKey("company", "openai/gpt")).toBe('["company","openai/gpt"]') + expect(labels.size).toBe(2) + expect(label(labels, "company", "openai/gpt")).toEqual({ provider: "Company", model: "First model" }) + expect(label(labels, "company/openai", "gpt")).toEqual({ provider: "Other", model: "Second model" }) +}) diff --git a/packages/app/src/composer/model-label.ts b/packages/app/src/composer/model-label.ts new file mode 100644 index 000000000000..7eaf932f667f --- /dev/null +++ b/packages/app/src/composer/model-label.ts @@ -0,0 +1,105 @@ +import { consoleProviderGroup, consoleProviderName } from "@/providers/catalog/console" + +export type ComposerModelLabel = { provider?: string; model: string } + +type Provider = { + id: string + name: string + canonical?: string + integrationID?: string + models: Readonly> +} + +export function composerModelLabelKey(providerID: string, modelID: string) { + return JSON.stringify([providerID, modelID]) +} + +// Native Console models need no provider. A managed provider drops its workspace, and says it routes through +// OpenCode only when the same provider is also connected directly. +export function composerProviderName( + providerID: string, + catalog: ReadonlyMap, + connected?: readonly string[], +) { + const provider = catalog.get(providerID) + + if (!provider) return providerID + + if (native(provider)) return + const all = [...catalog.values()] + const group = consoleProviderGroup(all) + + const name = + provider.integrationID === "opencode" && group ? consoleProviderName(group, provider.name) : provider.name + + if (provider.integrationID !== "opencode" || !provider.canonical) return name + const active = connected && new Set(connected) + + const direct = all.some( + (item) => + !native(item) && + item.integrationID !== "opencode" && + (!active || active.has(item.id)) && + (item.integrationID ?? item.id) === provider.canonical, + ) + + return direct ? `OpenCode / ${name}` : name +} + +export function composerModelLabels( + catalog: ReadonlyMap, + connected?: readonly string[], +): ReadonlyMap { + const active = connected && new Set(connected) + + const rows = [...catalog.values()] + .filter((provider) => !active || active.has(provider.id)) + .flatMap((provider) => { + const name = composerProviderName(provider.id, catalog, connected) + + return Object.values(provider.models).map((model) => { + const label = model.name.replace("(latest)", "").trim() + + return { + key: composerModelLabelKey(provider.id, model.id), + providerID: provider.id, + modelID: model.id, + provider: name, + model: label, + text: name ? `${name} / ${label}` : label, + } + }) + }) + + const groups = Map.groupBy(rows, (row) => row.text) + + return new Map( + rows.map((row) => { + const peers = groups.get(row.text) ?? [] + const provider = peers.some((other) => other.providerID !== row.providerID) ? row.providerID : row.provider + const same = peers.filter((other) => other.providerID === row.providerID).map((other) => other.modelID) + const suffix = same.length > 1 ? row.modelID.slice(sharedPrefix(same)).replace(/^[-_./:]+/, "") : "" + + return [row.key, { provider, model: suffix ? `${row.model} (${suffix})` : row.model }] + }), + ) +} + +// The part of the IDs they all share, cut back to a separator so "v1" and "v2" share nothing +// while "gemini-4-argon" and "gemini-4-argon-eap" share "gemini-4-argon". +function sharedPrefix(ids: string[]) { + const first = ids[0] ?? "" + const separator = (char: string | undefined) => !!char && /[-_./:]/.test(char) + + const boundary = (n: number) => + n === 0 || ids.every((id) => n === id.length || separator(id[n]) || separator(id[n - 1])) + + const differs = first.split("").findIndex((char, index) => ids.some((id) => id[index] !== char)) + const common = differs === -1 ? first.length : differs + + return Array.from({ length: common + 1 }, (_, index) => common - index).find(boundary) ?? 0 +} + +function native(provider: Provider) { + return provider.id === "opencode" && (!provider.integrationID || provider.integrationID === "opencode") +} diff --git a/packages/app/src/composer/model.ts b/packages/app/src/composer/model.ts index 86d75010ca60..d348fd5e1758 100644 --- a/packages/app/src/composer/model.ts +++ b/packages/app/src/composer/model.ts @@ -62,6 +62,13 @@ export function createComposerModel(adapter: ComposerAdapter, options?: { queue? const platform = usePlatform() const serverSDK = useServerSDK() const prompt = adapter.state + // Editor actions write the captured store directly, rather than going through the context methods. + createEffect( + on( + () => prompt.context.items(), + (items) => prompt.quoteSource.retain(items.map((item) => item.key)), + ), + ) let editor: HTMLDivElement | undefined // A path attachment's image is read through the server, which can see both local and uploaded paths. const pathImages = new Map>() @@ -416,6 +423,7 @@ export function createComposerModel(adapter: ComposerAdapter, options?: { queue? })), onQuoteComment: (item, comment) => prompt.context.updateComment(item.commentID, { comment }), quoteComment: prompt.quoteComment, + quoteSource: prompt.quoteSource, onContextRemove(item) { if (item.type === "file" && item.commentID) comments.remove(item.path, item.commentID) }, @@ -554,15 +562,6 @@ export function createComposerModel(adapter: ComposerAdapter, options?: { queue? Object.defineProperty(controller, "model", { get: () => adapter.controls().model }) command.register("composer-editor", () => [ - { - id: "prompt.history.search", - title: language.t("ui.promptInput.history.search"), - keybind: "mod+f", - hidden: true, - editable: true, - when: () => controller.state.popover.type === "history", - onSelect: () => void controller.dispatch({ type: "history.search" }), - }, { id: "file.attach", title: language.t("prompt.action.attachFile"), diff --git a/packages/app/src/composer/prompt.test.ts b/packages/app/src/composer/prompt.test.ts index 8262ad61346e..4ae426b6ae10 100644 --- a/packages/app/src/composer/prompt.test.ts +++ b/packages/app/src/composer/prompt.test.ts @@ -1,8 +1,9 @@ import { describe, expect, test } from "bun:test" +import { Schema } from "effect" import type { SessionMessageUser } from "@opencode/client/promise" -import { extractPromptContext, extractPromptFromMessage } from "./prompt" +import { extractPromptContext, extractPromptFromMessage, type PromptSource } from "./prompt" import { buildPromptRequest } from "./request" -import { contextItemKey } from "./schema" +import { contextItemKey, Prompt } from "./schema" describe("extractPromptFromMessage", () => { test("restores a renamed session and preserves file offsets when resubmitted", () => { @@ -87,6 +88,30 @@ describe("extractPromptFromMessage", () => { }) }) + test("restores a URI-sourced attachment from its inline bytes, and skips a handoff row with none", () => { + const message = { + id: "msg_uri", + type: "user", + text: "", + files: [ + { data: "AAA", mime: "image/png", source: { type: "uri", uri: "https://example.com/a.png" }, name: "a.png" }, + { data: "", mime: "image/png", source: { type: "uri", uri: "blob:http://app/handoff" }, name: "b.png" }, + ], + time: { created: 1 }, + } satisfies SessionMessageUser + + expect(extractPromptFromMessage(message)).toEqual([ + { type: "text", content: "", start: 0, end: 0 }, + { + type: "image", + id: "msg_uri:file:0", + filename: "a.png", + mime: "image/png", + blob: { id: "data:image/png;base64,AAA", url: "data:image/png;base64,AAA" }, + }, + ]) + }) + test("keeps the directory of a file mention without an at-sign", () => { const message = { id: "msg_1", @@ -232,4 +257,64 @@ describe("extractPromptFromMessage", () => { }, ]) }) + + test("restores experimental-media-uri attachments, whose bytes stay on the server", () => { + const imageHash = "a".repeat(64) + + const message = { + id: "msg_media", + type: "user", + text: "inspect @src/app.ts", + files: [ + { + uri: `media:${imageHash}`, + mime: "image/png", + source: { type: "inline" }, + width: 640, + height: 480, + bytes: 4096, + name: "screen.png", + }, + { + uri: `media:${"b".repeat(64)}`, + mime: "text/plain", + bytes: 128, + source: { type: "uri", uri: "file:///repo/src/app.ts?start=3&end=7" }, + name: "app.ts", + mention: { text: "@src/app.ts", start: 8, end: 19 }, + }, + { + uri: `media:${"c".repeat(64)}`, + mime: "text/plain", + bytes: 256, + source: { type: "uri", uri: "file:///repo/src/context.ts" }, + name: "context.ts", + }, + ], + time: { created: 1 }, + } satisfies PromptSource & { type: "user"; time: { created: number } } + + expect(extractPromptFromMessage(message, { directory: "/repo" })).toMatchObject([ + { type: "text", content: "inspect " }, + { + type: "file", + content: "@src/app.ts", + path: "src/app.ts", + url: "file:///repo/src/app.ts?start=3&end=7", + selection: { startLine: 3, endLine: 7 }, + }, + { + type: "image", + filename: "screen.png", + mime: "image/png", + blob: { id: `media:${imageHash}`, url: "" }, + }, + ]) + // Revert, fork and recall put this prompt into a persisted draft, so it must encode. + expect(() => Schema.encodeSync(Prompt)(extractPromptFromMessage(message, { directory: "/repo" }))).not.toThrow() + + expect(extractPromptContext(message, { directory: "/repo" }).files).toEqual([ + { type: "file", path: "src/context.ts", name: "context.ts" }, + ]) + }) }) diff --git a/packages/app/src/composer/prompt.ts b/packages/app/src/composer/prompt.ts index d326c67e05ae..7843401ebfaf 100644 --- a/packages/app/src/composer/prompt.ts +++ b/packages/app/src/composer/prompt.ts @@ -1,6 +1,6 @@ import type { FileAttachmentPart, ImageAttachmentPart, PathAttachmentPart, Prompt } from "@/composer/state" import { createLegacyBlobReference } from "@/runtime/persistence/drafts" -import type { SessionMessageUser } from "@opencode/client/promise" +import type { PromptAttachment, SessionMessageUser } from "@opencode/client/promise" import { commentContextItem, readPromptPresentation } from "./comment-note" import { buildPromptRequest } from "./request" import { contextItemKey, type FileContextItem } from "./schema" @@ -63,7 +63,12 @@ function selectionFromFileUrl(url: string): Extract["s } // A user message or a pending inbox item: the materialized transcript row shares the inbox payload's shape. -export type PromptSource = Pick +export type PromptSource = Omit< + Pick, + "files" +> & { + files?: ReadonlyArray +} // Restores the composer content that produced a prompt, losing nothing it carried. File references // without a mention return as context through extractPromptContext; unmentioned agents and skills @@ -102,7 +107,18 @@ export function extractPromptFromMessage( for (const file of message.files ?? []) { const mention = file.mention - const uri = file.source.type === "uri" ? file.source.uri : `data:${file.mime};base64,${file.data}` + const source = file.source + const fileUri = "uri" in file ? file.uri : undefined + const fileData = "data" in file ? file.data : undefined + + const uri = + source.type === "uri" + ? source.uri + : fileUri !== undefined + ? fileUri + : fileData !== undefined + ? `data:${file.mime};base64,${fileData}` + : "" if (mention) { inline.push({ @@ -121,18 +137,16 @@ export function extractPromptFromMessage( } // A file reference returns as a context chip through extractPromptContext. - if (file.source.type === "uri" && file.source.uri.startsWith("file:")) continue + if (source.type === "uri" && source.uri.startsWith("file:")) continue - // Stored files carry their bytes, and an empty file has empty data; only a local handoff row + // Stored files carry their bytes or a media ref, and an empty file has empty data; only a local handoff row // leaves data empty because its bytes live at a blob URL. - const stored = file.source.type === "inline" || !!file.data + const stored = source.type === "inline" || !!fileData const dataUrl = - file.source.type === "uri" && file.source.uri.startsWith("data:") - ? file.source.uri - : stored - ? `data:${file.mime};base64,${file.data}` - : undefined + source.type === "uri" && source.uri.startsWith("data:") + ? source.uri + : (fileUri ?? (stored ? `data:${file.mime};base64,${fileData ?? ""}` : undefined)) if (!dataUrl) continue attachments.push({ @@ -196,21 +210,20 @@ export function extractPromptContext(message: PromptSource, opts?: { directory?: ) const files = (message.files ?? []).flatMap((file): FileContextItem[] => { - if (file.mention || file.source.type !== "uri" || !file.source.uri.startsWith("file:")) return [] + const source = file.source + + if (file.mention || source.type !== "uri" || !source.uri.startsWith("file:")) return [] - if (regenerated.has(file.source.uri)) return [] + if (regenerated.has(source.uri)) return [] - const absolute = decodeFilePath(stripQueryAndHash(stripFileProtocol(file.source.uri))).replace( - /^\/([A-Za-z]:)/, - "$1", - ) + const absolute = decodeFilePath(stripQueryAndHash(stripFileProtocol(source.uri))).replace(/^\/([A-Za-z]:)/, "$1") return [ { type: "file", // The workspace root itself has no relative path, so it keeps its absolute one. - path: (directory && createPathHelpers(() => directory).normalize(file.source.uri)) || absolute, - selection: selectionFromFileUrl(file.source.uri), + path: (directory && createPathHelpers(() => directory).normalize(source.uri)) || absolute, + selection: selectionFromFileUrl(source.uri), name: file.name, description: file.description, }, diff --git a/packages/app/src/composer/quote-source.ts b/packages/app/src/composer/quote-source.ts new file mode 100644 index 000000000000..d4448d6bed37 --- /dev/null +++ b/packages/app/src/composer/quote-source.ts @@ -0,0 +1,38 @@ +import { createStore } from "solid-js/store" + +/** Client-only source coordinates; never included in persisted drafts or requests. */ +export type QuoteSource = { + partID: string + revealID: string + body?: string + shadow?: { host: number; line: string } + start: number + end: number + text: string +}[] + +export function createComposerQuoteSource() { + const [state, setState] = createStore<{ + sources: Record + /** The quote being commented for the first time, the only one whose source stays highlighted. */ + pending?: string + reveal?: { key: string; sequence: number } + }>({ sources: {} }) + + return { + state, + add: (key: string, source: QuoteSource) => setState("sources", key, source), + pend: (key: string) => setState("pending", key), + settle: () => setState("pending", undefined), + retain: (keys: string[]) => { + Object.keys(state.sources).forEach((key) => { + if (!keys.includes(key)) setState("sources", key, undefined) + }) + + if (state.pending && !keys.includes(state.pending)) setState("pending", undefined) + }, + reveal: (key: string) => { + if (state.pending === key) setState("reveal", { key, sequence: (state.reveal?.sequence ?? 0) + 1 }) + }, + } +} diff --git a/packages/app/src/composer/schema.test.ts b/packages/app/src/composer/schema.test.ts index 5df8f79cf656..2f82eda0ec56 100644 --- a/packages/app/src/composer/schema.test.ts +++ b/packages/app/src/composer/schema.test.ts @@ -1,5 +1,6 @@ import { describe, expect, test } from "bun:test" import { Schema } from "effect" +import { createLegacyBlobReference } from "@/runtime/persistence/drafts" import { Persistence } from "@/runtime/persistence/schema" import { SessionMessage } from "@opencode/schema/session-message" import { @@ -223,6 +224,23 @@ describe("composer persistence schemas", () => { expect(decode(encoded)).toEqual(value) }) + test("persists a restored media: image as a reference without a URL", () => { + const ref = `media:${"a".repeat(64)}` + + const value = decode({ + prompt: [ + { ...image, blob: createLegacyBlobReference(ref) }, + { ...image, blob: { id: ref, url: ref } }, + ], + }) + + expect(value.prompt).toEqual([ + { ...image, blob: { id: ref, url: "" } }, + { ...image, blob: { id: ref, url: "" } }, + ]) + expect(decode(Schema.encodeSync(ComposerStore)(value))).toEqual(value) + }) + test("migrates legacy history arrays and recovers entries, parts, and comments independently", () => { const value = Schema.decodeUnknownSync(Persistence.withInitial(PromptHistoryState, { entries: [] }))({ entries: [ diff --git a/packages/app/src/composer/selection.ts b/packages/app/src/composer/selection.ts index d1722fc5a100..2013ee5bbf72 100644 --- a/packages/app/src/composer/selection.ts +++ b/packages/app/src/composer/selection.ts @@ -10,8 +10,8 @@ import { useModels } from "@/providers/models/models" import { cycleModelVariant, getConfiguredAgentVariant, resolveModelVariant } from "@/providers/models/variant" import { useComposerState } from "./persistence" import { useConfiguredModel } from "@/providers/models/configured" -import { consoleProviderGroup, consoleProviderName } from "@/providers/catalog/console" import { useGlobal } from "@/runtime/server/runtime" +import { composerModelLabelKey, composerModelLabels, composerProviderName } from "./model-label" export function createComposerControls(input: { model?: ModelSelection } = {}) { const local = useLocal() @@ -20,7 +20,12 @@ export function createComposerControls(input: { model?: ModelSelection } = {}) { const providers = useProviders(() => sdk().directory) const models = useGlobal().models - const providerName = (providerID: string, catalog = providers.all()) => composerProviderName(providerID, catalog) + const modelLabels = createMemo(() => + composerModelLabels( + providers.all(), + providers.connected().map((provider) => provider.id), + ), + ) const loading = () => { const selection = input.model ?? local.model @@ -39,24 +44,41 @@ export function createComposerControls(input: { model?: ModelSelection } = {}) { if (!expected) return const catalogs = providers.ready() - ? [providers.all()] + ? [ + { + all: providers.all(), + connected: providers.connected().map((provider) => provider.id), + }, + ] : [undefined, ...data.session.list().map((item) => item.location)].map((location) => { const provider = data.location.provider.list(location) const catalog = data.location.model.list(location) - return provider && catalog ? normalizeProviderList(provider, catalog).all : undefined + if (!provider || !catalog) return + const normalized = normalizeProviderList(provider, catalog) + + return { all: normalized.all, connected: normalized.connected } }) const match = catalogs - .map((all) => all && { all, model: all.get(expected.model.providerID)?.models[expected.model.modelID] }) + .map( + (catalog) => + catalog && { + ...catalog, + model: catalog.all.get(expected.model.providerID)?.models[expected.model.modelID], + }, + ) .find((item) => !!item?.model) if (!match?.model) return const variants = Object.keys(match.model.variants ?? {}) return { - provider: providerName(expected.model.providerID, match.all), + provider: composerProviderName(expected.model.providerID, match.all, match.connected), model: match.model.name.replace("(latest)", "").trim(), + label: composerModelLabels(match.all, match.connected).get( + composerModelLabelKey(expected.model.providerID, expected.model.modelID), + ), variants, variant: resolveModelVariant({ @@ -82,8 +104,14 @@ export function createComposerControls(input: { model?: ModelSelection } = {}) { }, model: { selection, - // A model the catalog no longer offers still names its provider. - providerName: key && providerName(key.providerID), + providerName: + key && + composerProviderName( + key.providerID, + providers.all(), + providers.connected().map((provider) => provider.id), + ), + label: key && modelLabels().get(composerModelLabelKey(key.providerID, key.modelID)), paid: providers.paid().length > 0, // The session's model applies only to its agent, so resolve agents before showing a model. loading: loading(), @@ -93,24 +121,6 @@ export function createComposerControls(input: { model?: ModelSelection } = {}) { }) } -// Like the model picker, a Console-managed provider drops its "Workspace / " prefix unless the -// same provider is also connected directly and the workspace is what tells them apart. -export function composerProviderName(providerID: string, catalog: ReturnType["all"]) { - const provider = catalog.get(providerID) - - if (!provider) return providerID - const all = [...catalog.values()] - const managed = consoleProviderGroup(all) - - if (!managed?.providers.includes(provider)) return provider.name - const direct = all.some((item) => !managed.providers.includes(item) && canonical(item) === canonical(provider)) - - return direct ? provider.name : consoleProviderName(managed, provider.name) -} - -const canonical = (provider: { id: string; canonical?: string }) => - provider.canonical ?? provider.id.replace(/^console-/, "") - export function createComposerModelSelection(input: { agent: () => { name: string; model?: ModelKey; variant?: string } | undefined }) { diff --git a/packages/app/src/composer/state.ts b/packages/app/src/composer/state.ts index 9207b1c86675..7aad582b96e7 100644 --- a/packages/app/src/composer/state.ts +++ b/packages/app/src/composer/state.ts @@ -4,6 +4,7 @@ import { Persist, persisted } from "@/runtime/persistence/storage" import { ServerScope } from "@/runtime/server/scope" import type { Platform } from "@/runtime/platform/platform" import { clonePrompt } from "./prompt-parts" +import { createComposerQuoteSource } from "./quote-source" import { ComposerStore, DEFAULT_PROMPT, @@ -116,6 +117,7 @@ export interface ComposerStateValue { readonly key: Accessor readonly set: (key?: string) => void } + readonly quoteSource: ReturnType readonly set: (prompt: Prompt, cursorPosition?: number) => void readonly reset: () => void readonly capture: () => ComposerStateValue @@ -128,6 +130,9 @@ function createComposerStateValue( const actions = createComposerActions(setStore) // The quote whose comment editor is open, by key; a request made before the composer shows waits for it. const [quoteComment, setQuoteComment] = createSignal() + const quoteSource = createComposerQuoteSource() + + const retainQuoteSources = () => quoteSource.retain(store.context.items.map((item) => item.key)) const clearRetry = () => { if (untrack(() => store.retry) !== undefined) setStore("retry", undefined) @@ -166,11 +171,13 @@ function createComposerStateValue( }, remove(key: string) { setStore("context", "items", (items) => items.filter((x) => x.key !== key)) + retainQuoteSources() clearRetry() }, /** Removes the file comment, note, or quote with this commentID. */ removeComment(commentID: string) { setStore("context", "items", (items) => items.filter((item) => item.commentID !== commentID)) + retainQuoteSources() clearRetry() }, /** Edits the file comment, note, or quote with this commentID; only file comments carry a preview. */ @@ -199,6 +206,7 @@ function createComposerStateValue( key, })), ) + retainQuoteSources() clearRetry() }, replaceComments(items: ContextItem[]) { @@ -206,10 +214,19 @@ function createComposerStateValue( ...current.filter((item) => !isCommentItem(item)), ...items.map((item) => ({ ...item, key: contextItemKey(item) })), ]) + retainQuoteSources() clearRetry() }, }, - quoteComment: { key: quoteComment, set: (key?: string) => setQuoteComment(key) }, + quoteComment: { + key: quoteComment, + set: (key?: string) => { + setQuoteComment(key) + + if (key !== quoteSource.state.pending) quoteSource.settle() + }, + }, + quoteSource, set: (prompt: Prompt, cursorPosition?: number) => actions.set(prompt, cursorPosition), reset: () => actions.reset(), capture: () => value, diff --git a/packages/app/src/composer/submission-state.ts b/packages/app/src/composer/submission-state.ts index f2fd3d81c926..f5f283ba5c67 100644 --- a/packages/app/src/composer/submission-state.ts +++ b/packages/app/src/composer/submission-state.ts @@ -9,6 +9,13 @@ export function createComposerSubmission(input: { context: (ContextItem & { key: string })[] }) { const initial = input.target + + const sources = input.context.flatMap((item) => { + const source = initial.quoteSource.state.sources[item.key] + + return source ? [{ key: item.key, source }] : [] + }) + let target = input.target let cleared: Prompt | undefined let following: Prompt | undefined @@ -17,6 +24,7 @@ export function createComposerSubmission(input: { return { prompt: input.prompt, context: input.context, + sources, target: () => target, clear() { if (initial !== target) { @@ -32,6 +40,7 @@ export function createComposerSubmission(input: { }, retarget(next: ComposerStateTarget, options?: { preserveDraft?: boolean }) { input.context.forEach((item) => next.context.add(item)) + sources.forEach((item) => next.quoteSource.add(item.key, item.source)) target = next preserveDraft = options?.preserveDraft ?? false }, diff --git a/packages/app/src/composer/submit.ts b/packages/app/src/composer/submit.ts index 4e2d8adf7959..8000f0caa3db 100644 --- a/packages/app/src/composer/submit.ts +++ b/packages/app/src/composer/submit.ts @@ -452,6 +452,7 @@ function restoreSubmission( } }), ) + submission.sources.forEach((item) => restored.target.quoteSource.add(item.key, item.source)) restored.context.forEach((item) => { if (item.type === "file" && !item.comment?.trim()) restored.target.context.add({ diff --git a/packages/app/src/composer/suggestions/machine.ts b/packages/app/src/composer/suggestions/machine.ts index 6b882c039cfb..33c7a48b93b9 100644 --- a/packages/app/src/composer/suggestions/machine.ts +++ b/packages/app/src/composer/suggestions/machine.ts @@ -8,7 +8,7 @@ export type ComposerInteractionState = { | { type: "context"; query: string; activeID?: string } | { type: "command-inline"; query: string; activeID?: string } | { type: "command-menu"; query: string; activeID?: string } - | { type: "history"; query: string; searching: boolean; activeID?: string } + | { type: "history"; query: string; activeID?: string } drag: "idle" | "active" focus: "editor" | "command-search" | "history-search" | "external" activeContextID?: string @@ -19,8 +19,6 @@ export type ComposerInteractionEvent = | { type: "commands.open" } | { type: "context.open" } | { type: "history.open"; id: string } - | { type: "history.search" } - | { type: "history.browse" } | { type: "popover.query"; value: string } | { type: "popover.results"; ids: string[] } | { type: "popover.active"; id: string } @@ -73,15 +71,9 @@ export function transitionComposer( if (event.type === "context.open") return openContext(state) if (event.type === "history.open") - return changed( - { ...state, popover: { type: "history", query: "", searching: false, activeID: event.id }, focus: "editor" }, - [{ type: "history.preview", id: event.id }], - ) - - if (event.type === "history.search" && state.popover.type === "history") - return changed({ ...state, popover: { ...state.popover, searching: true }, focus: "history-search" }) - - if (event.type === "history.browse") return browseHistory(state) + return changed({ ...state, popover: { type: "history", query: "", activeID: event.id }, focus: "history-search" }, [ + { type: "history.preview", id: event.id }, + ]) if (event.type === "popover.query") return queryChanged(state, event.value) @@ -193,25 +185,10 @@ function queryChanged(state: ComposerInteractionState, query: string): ComposerE ]) } -function browseHistory(state: ComposerInteractionState): ComposerEditorTransition { - if (state.popover.type !== "history") return unchanged(state) - - return changed( - { ...state, popover: { ...state.popover, searching: false, query: "" }, focus: "editor" }, - [{ type: "focus.editor" }], - true, - ) -} - function resultsChanged(state: ComposerInteractionState, ids: string[]): ComposerEditorTransition { if (state.popover.type === "closed") return unchanged(state) - const activeID = - state.popover.activeID && ids.includes(state.popover.activeID) - ? state.popover.activeID - : state.popover.type === "history" - ? ids.at(-1) - : ids[0] + const activeID = state.popover.activeID && ids.includes(state.popover.activeID) ? state.popover.activeID : ids[0] if (activeID === state.popover.activeID) return unchanged(state) @@ -269,8 +246,6 @@ function keyDown( event: Extract, ): ComposerEditorTransition { if (state.popover.type === "history" && (event.key === "Escape" || (event.ctrl && event.key.toLowerCase() === "g"))) { - if (state.popover.searching && event.key === "Escape") return browseHistory(state) - return changed({ ...state, popover: { type: "closed" }, focus: "editor" }, [{ type: "history.restore" }], true) } diff --git a/packages/app/src/home/projects/controller.tsx b/packages/app/src/home/projects/controller.tsx index 25cac9498bdb..7d3743b00dfc 100644 --- a/packages/app/src/home/projects/controller.tsx +++ b/packages/app/src/home/projects/controller.tsx @@ -123,7 +123,7 @@ export function createHomeProjectsController(home: HomeController) { Schema.fromJsonString(Schema.Record(Schema.String, Schema.Json)), )(await file.text()) - const api = home.server.context(conn).sdk.api.session + const api = home.server.context(conn).sdk.api.experimental.session // SAFETY: the import endpoint validates the transcript, including exports written by earlier releases. const imported = await api.import({ diff --git a/packages/app/src/home/projects/view.tsx b/packages/app/src/home/projects/view.tsx index dfdb6495449c..93e231f8509d 100644 --- a/packages/app/src/home/projects/view.tsx +++ b/packages/app/src/home/projects/view.tsx @@ -366,7 +366,8 @@ function HomeServerRow(props: { return ( .command-palette-title { + max-width: 60%; flex-shrink: 0; - align-items: center; - gap: 16px; - padding: 8px 14px; - border-top: 0.5px solid var(--v2-border-border-muted); +} + +.new-session-location .new-session-location-option .command-palette-title { color: var(--v2-text-text-muted); - font-size: 12px; +} + +.new-session-location-other { + gap: 8px; +} + +.new-session-location-count { + color: var(--v2-text-text-faint); + font-size: 13px; font-weight: 440; - line-height: 16px; - letter-spacing: -0.04px; - user-select: none; + line-height: var(--line-height-compact); + font-variant-numeric: tabular-nums; } -.new-session-location-hints > span { +.new-session-location-drill { display: flex; + width: 16px; + height: 16px; + flex-shrink: 0; align-items: center; - gap: 6px; + justify-content: center; + border-radius: 4px; + color: var(--v2-icon-icon-faint); } -/* The project name truncates before its server tag. */ +/* Keep the name legible while the path gives up space first. */ .new-session-location-name { display: flex; min-width: 0; - max-width: 100%; + max-width: 55%; + flex-shrink: 0; align-items: center; gap: 6px; } @@ -62,45 +177,17 @@ .new-session-location-tag > span { min-width: 0; overflow: hidden; - line-height: 16px; + line-height: var(--line-height-compact); text-overflow: ellipsis; white-space: nowrap; } -.new-session-location-add { - display: flex; - height: 24px; - align-items: center; - gap: 4px; - padding: 0 8px 0 6px; - border-radius: 4px; - color: var(--v2-text-text-muted); - font-size: 13px; - font-weight: 440; - line-height: 16px; - white-space: nowrap; - outline: none; -} - -.new-session-location-add:is(:hover, :focus-visible) { - background: var(--v2-overlay-simple-overlay-hover); - color: var(--v2-text-text-base); -} - -.new-session-location-add:focus-visible { - outline: 2px solid var(--v2-border-border-focus); - outline-offset: -2px; -} - -/* Narrow screens keep only the icon; the tooltip names it. */ -@media (max-width: 480px) { - .new-session-location-add { - width: 24px; - justify-content: center; - padding: 0; +@media (max-width: 640px) { + .new-session-location .palette-menu-row:has(.command-palette-description) { + min-height: 40px; } - .new-session-location-add > span { - display: none; + .new-session-location-name { + max-width: 100%; } } diff --git a/packages/app/src/new-session/location/dialog.tsx b/packages/app/src/new-session/location/dialog.tsx index 63cee7421fe3..667ee173d88c 100644 --- a/packages/app/src/new-session/location/dialog.tsx +++ b/packages/app/src/new-session/location/dialog.tsx @@ -11,10 +11,10 @@ import { ProjectAvatar, } from "@opencode/ui/project-avatar" import { TextInput } from "@opencode/ui/text-input" -import { Tooltip } from "@opencode/ui/tooltip" import { createTypeahead } from "@opencode/ui/typeahead" +import { createEventListener } from "@solid-primitives/event-listener" import { getFilename } from "@opencode/util/path" -import { createEffect, createMemo, createResource, For, type JSX, Match, onCleanup, Show, Switch } from "solid-js" +import { createEffect, createMemo, createResource, For, Match, onCleanup, Show, Switch } from "solid-js" import { createStore } from "solid-js/store" import type { PromptProject, PromptProjectController, PromptServer } from "@/new-session/project/selector" import type { NewSessionWorkspaceController } from "@/new-session/workspace/controller" @@ -22,6 +22,7 @@ import { useLanguage } from "@/runtime/i18n/language" import { useServerSDK } from "@/runtime/server/client" import { ServerConnection, useServers } from "@/runtime/server/registry" import { useGlobal } from "@/runtime/server/runtime" +import { useCommand } from "@/shell/commands/command" import { workspaceSelectionDirectories } from "@/workspaces/paths" import "@/shell/commands/dialog.css" import "@/shell/palette-menu.css" @@ -30,13 +31,13 @@ import "./dialog.css" type LocationEntry = | { id: string; type: "project"; project: PromptProject } | { id: string; type: "add" } + | { id: string; type: "other" } | { id: string; type: "server"; server: PromptServer } | { id: string; type: "workspace"; value: string; directory: string } /** - * Opens the new-session location dialog: one project list across every ready server, → on a Git project lists where - * the session can run, and → on "Add project" picks the server when there are several. Search projects passes - * `projectsOnly` for just the project list: no "Add project", no worktrees and no key hints, like the other palettes. + * Opens the new-session location dialog: added projects across ready servers, a separate list of other server projects, + * and the worktree destinations for each Git project. Adding a project picks the server when there are several. */ export function useNewSessionLocationDialog(input: { project: PromptProjectController @@ -45,14 +46,13 @@ export function useNewSessionLocationDialog(input: { }) { const dialog = useDialog() - return (options?: { onWorkspace?: (value: string) => void; projectsOnly?: boolean }) => { + return (options?: { onWorkspace?: (value: string) => void }) => { void dialog.show( () => ( ), input.onDone, @@ -64,10 +64,10 @@ function NewSessionLocationDialog(props: { project: PromptProjectController workspace: NewSessionWorkspaceController onWorkspace?: (value: string) => void - projectsOnly?: boolean }) { const dialog = useDialog() const language = useLanguage() + const command = useCommand() const global = useGlobal() const servers = useServers() const serverSDK = useServerSDK() @@ -76,10 +76,12 @@ function NewSessionLocationDialog(props: { drilled?: PromptProject /** Picking the server to add a project to. */ picking?: boolean + /** Browsing server projects this client has not added. */ + others: boolean query: string /** The projects view to restore when stepping back out of a project or the server step. */ - back?: { query: string; active: string } - }>({ query: "" }) + back?: { query: string; active: string; others: boolean } + }>({ query: "", others: false }) const connection = (project: PromptProject) => project.server ? servers.list.find((item) => ServerConnection.key(item) === project.server!.key) : serverSDK.server @@ -124,18 +126,28 @@ function NewSessionLocationDialog(props: { return !query || values.some((value) => value?.toLowerCase().includes(query)) } - const addEntry: LocationEntry = { id: "add", type: "add" } - - // Remote projects also match their server's name, which their tag shows. "Add project" is shown first, above the - // heading, but navigates last, so the first project stays the opening row and the arrow keys' wrap-around still - // follows the rows on screen. - const projectEntries = createMemo(() => [ - ...props.project - .projects() - .filter((project) => matches(displayName(project), project.worktree, tagged(project.server)?.name)) - .map((project) => ({ id: projectEntryID(project), type: "project" as const, project })), - ...(props.projectsOnly ? [] : [addEntry]), - ]) + const otherCount = createMemo(() => props.project.projects().filter((project) => !project.used).length) + + const projectEntries = createMemo(() => { + return [ + ...props.project + .projects() + .filter((project) => (store.others ? !project.used : project.used || !!store.query.trim())) + // Remote projects also match their server's name, which their tag shows. + .filter((project) => matches(displayName(project), project.worktree, tagged(project.server)?.name)) + .map((project) => ({ id: projectEntryID(project), type: "project" as const, project })), + ...(!store.others + ? [ + ...(!store.query.trim() && otherCount() ? [{ id: "other", type: "other" as const }] : []), + { id: "add", type: "add" as const }, + ] + : []), + ] + }) + + const firstOther = createMemo( + () => projectEntries().find((entry) => entry.type === "project" && !entry.project.used)?.id, + ) const serverEntries = createMemo(() => props.project @@ -170,16 +182,16 @@ function NewSessionLocationDialog(props: { return projectEntries() } - const drillable = (project: PromptProject) => !props.projectsOnly && !!project.id && project.vcs === "git" - - const grouped = () => entries().filter((entry) => entry !== addEntry) + const drillable = (project: PromptProject) => !!project.id && project.vcs === "git" const title = () => { if (store.drilled) return language.t("session.new.workspace.runIn") if (store.picking) return language.t("session.new.location.servers") - return language.t("home.projects") + if (store.others) return language.t("session.new.location.otherProjects") + + return undefined } const placeholder = () => { @@ -191,6 +203,21 @@ function NewSessionLocationDialog(props: { } const choosesServer = () => props.project.servers().length > 1 + command.register("new-session-location", () => [ + { + id: "project.open", + title: language.t("command.project.open"), + category: language.t("command.category.project"), + keybind: "mod+o", + onSelect: () => choose({ id: "add", type: "add" }), + }, + ]) + createEventListener(document, "keydown", (event) => { + if (event.isComposing || !command.matches("project.open", event)) return + event.preventDefault() + event.stopPropagation() + command.trigger("project.open", "keybind") + }) // Every step opens on its first row; the user's choice holds while it stays in the results. const typeahead = createTypeahead({ @@ -215,7 +242,7 @@ function NewSessionLocationDialog(props: { }) function workspaceTitle(project: PromptProject, value: string) { - if (value === "main") return getFilename(project.worktree) + if (value === "main") return displayName(project) if (value === "create") return language.t("workspace.new") @@ -223,18 +250,33 @@ function NewSessionLocationDialog(props: { } function drill(project: PromptProject) { - setStore({ drilled: project, query: "", back: { query: store.query, active: projectEntryID(project) } }) + setStore({ + drilled: project, + query: "", + back: { query: store.query, active: projectEntryID(project), others: store.others }, + }) inputRef?.focus() } function pick() { - setStore({ picking: true, query: "", back: { query: store.query, active: "add" } }) + setStore({ + drilled: undefined, + picking: true, + query: "", + back: { query: store.query, active: "add", others: store.others }, + }) inputRef?.focus() } function back() { - const active = store.back?.active - setStore({ drilled: undefined, picking: undefined, query: store.back?.query ?? "", back: undefined }) + const active = store.drilled || store.picking ? store.back?.active : "other" + setStore({ + drilled: undefined, + picking: undefined, + others: store.drilled || store.picking ? (store.back?.others ?? false) : false, + query: store.drilled || store.picking ? (store.back?.query ?? "") : "", + back: undefined, + }) typeahead.setActive(active) inputRef?.focus() } @@ -242,6 +284,13 @@ function NewSessionLocationDialog(props: { function choose(entry: LocationEntry | undefined) { if (!entry) return + if (entry.type === "other") { + setStore({ others: true, query: "" }) + inputRef?.focus() + + return + } + if (entry.type === "add" && choosesServer()) { pick() @@ -286,26 +335,36 @@ function NewSessionLocationDialog(props: { const atEnd = target.selectionStart === target.value.length && target.selectionEnd === target.value.length const atStart = target.selectionStart === 0 && target.selectionEnd === 0 const active = activeEntry() + const forward = language.direction() === "rtl" ? "ArrowLeft" : "ArrowRight" + const backward = language.direction() === "rtl" ? "ArrowRight" : "ArrowLeft" - if (event.key === "ArrowRight" && atEnd && active?.type === "project" && drillable(active.project)) { + if (event.key === forward && atEnd && active?.type === "project" && drillable(active.project)) { event.preventDefault() drill(active.project) return } - if (event.key === "ArrowRight" && atEnd && active?.type === "add" && choosesServer()) { + if (event.key === forward && atEnd && active?.type === "add" && choosesServer()) { event.preventDefault() pick() return } + if (active?.type === "other" && atEnd && event.key === forward) { + event.preventDefault() + choose(active) + + return + } + if ( - (store.drilled || store.picking) && - ((event.key === "ArrowLeft" && atStart) || (event.key === "Backspace" && !target.value)) + (store.drilled || store.picking || store.others) && + ((event.key === backward && atStart) || (event.key === "Backspace" && !target.value) || event.key === "Escape") ) { event.preventDefault() + event.stopPropagation() back() return @@ -314,74 +373,8 @@ function NewSessionLocationDialog(props: { typeahead.onKeyDown(event) } - const option = (entry: LocationEntry) => ( - - ) - return ( - +
}> - - {(project) => ( - - - {displayName(project())} - - - )} - - - - - {language.t("session.new.project.add")} - - - - } + leadingIcon={} role="combobox" aria-expanded="true" + data-owns-escape={store.drilled || store.picking || store.others ? "" : undefined} aria-controls={typeahead.listID} aria-activedescendant={typeahead.activeID()} onInput={(event) => setStore("query", event.currentTarget.value)} onKeyDown={handleKeyDown} - trailing={ - - + /> +
+ ) @@ -529,27 +598,11 @@ function DrillButton(props: { label: string; onDrill: () => void }) { props.onDrill() }} > - + ) } -// The negative start margin cancels the chip's padding, so its icon sits where the search icon would and lines up with -// the row icons, leaving the chip the same 6px inset from the field on every side. -function BackChip(props: { label: string; onBack: () => void; children: JSX.Element }) { - return ( - - ) -} - /** The server a project lives on; projects on the current server have none. */ function ServerTag(props: { server?: PromptServer }) { return ( @@ -576,11 +629,7 @@ function WorkspaceRow(props: { title: string; value: string; description: string return ( <>
- +
{props.title} diff --git a/packages/app/src/new-session/screen.tsx b/packages/app/src/new-session/screen.tsx index 2ddd5a342b20..1e5a170886bd 100644 --- a/packages/app/src/new-session/screen.tsx +++ b/packages/app/src/new-session/screen.tsx @@ -53,7 +53,7 @@ export default function NewSessionPage(props: { draftId: string }) { restoreFocus: model.restoreFocus, project: { empty: project.empty, - open: () => location({ projectsOnly: true }), + open: () => location(), }, workspace: { enabled: workspace.bar.visible, @@ -67,7 +67,7 @@ export default function NewSessionPage(props: { draftId: string }) { if (!ready) return // Search projects opened this draft; the picker returns focus to the composer when it closes. - if (layout.draft.projectSearch.take()) location({ projectsOnly: true }) + if (layout.draft.projectSearch.take()) location() else model.restoreFocus() }), ) diff --git a/packages/app/src/new-session/view.tsx b/packages/app/src/new-session/view.tsx index 97242a4eeeb5..8d68e6670cd1 100644 --- a/packages/app/src/new-session/view.tsx +++ b/packages/app/src/new-session/view.tsx @@ -2,6 +2,8 @@ import { useDialog } from "@opencode/ui/context/dialog" import { Tooltip } from "@opencode/ui/tooltip" import { Icon } from "@opencode/ui/icon" import { Slash } from "@opencode/ui/slash" +import { Keybind } from "@opencode/ui/keybind" +import { useCommand } from "@/shell/commands/command" import { Show, createMemo, createSignal, type JSX } from "solid-js" import { createStore } from "solid-js/store" import { createResizeObserver } from "@solid-primitives/resize-observer" @@ -221,9 +223,7 @@ function NewSessionTips(props: { selection: ComposerModel["model"]["selection"]; class="flex h-6 min-w-0 items-center rounded-[4px] pl-1.5 text-[13px] leading-text-compact tracking-[-0.04px] text-v2-text-text-faint transition-[background-color,color] duration-150 ease-in-out hover:bg-v2-overlay-simple-overlay-hover hover:text-v2-text-text-muted focus-visible:bg-v2-overlay-simple-overlay-hover focus-visible:text-v2-text-text-muted focus-visible:outline-none" onClick={open} > - - {language.t("home.providerTip")} - + {language.t("home.providerTip")} @@ -231,7 +231,7 @@ function NewSessionTips(props: { selection: ComposerModel["model"]["selection"]; + + + {state.title} +
+ {(provider) => (
@@ -213,13 +239,24 @@ export const DialogConnectProvider: Component<{ )} - {language.t("command.provider.connect")} + + {/* Outside the scrolling content, so it can reach across the body's padding without scrolling sideways. */} + +
+
@@ -228,12 +265,17 @@ export const DialogConnectProvider: Component<{ ) } -// Same groups and order as the TUI's integration list. +// The TUI's integration groups and order, with connected integrations pulled up into their own group first. const POPULAR = ["opencode", "opencode-go", "openai", "github-copilot", "anthropic", "google"] function ProviderPicker(props: { directory?: string; onSelect: (provider: string) => void; onPrepare?: () => void }) { const integrations = useIntegrations(() => props.directory) const language = useLanguage() + const data = useData() + const location = () => (props.directory ? { directory: props.directory } : undefined) + const mcpServers = () => data.location.mcp.server.list(location()) ?? [] + + createEffect(() => void data.location.mcp.server.sync(location()).catch(() => undefined)) const [store, setStore] = createStore<{ filter: string @@ -250,6 +292,17 @@ function ProviderPicker(props: { directory?: string; onSelect: (provider: string return integrations.list().filter((row) => `${row.id} ${row.name}`.toLowerCase().includes(query)) }) + // MCP servers keep their own group whether or not they are signed in. + const providers = createMemo(() => all().filter((row) => row.metadata?.source !== "mcp")) + + const connected = createMemo(() => + providers() + .filter((row) => row.connections.length > 0) + .toSorted((a, b) => a.name.localeCompare(b.name)), + ) + + const unconnected = createMemo(() => providers().filter((row) => row.connections.length === 0)) + const mcp = createMemo(() => all() .filter((row) => row.metadata?.source === "mcp") @@ -257,18 +310,19 @@ function ProviderPicker(props: { directory?: string; onSelect: (provider: string ) const popular = createMemo(() => - all() - .filter((row) => row.metadata?.source !== "mcp" && POPULAR.includes(row.id)) + unconnected() + .filter((row) => POPULAR.includes(row.id)) .toSorted((a, b) => POPULAR.indexOf(a.id) - POPULAR.indexOf(b.id)), ) const services = createMemo(() => - all() - .filter((row) => row.metadata?.source !== "mcp" && !POPULAR.includes(row.id)) + unconnected() + .filter((row) => !POPULAR.includes(row.id)) .toSorted((a, b) => a.name.localeCompare(b.name)), ) const groups = () => [ + { title: language.t("dialog.provider.connected"), items: connected }, { title: language.t("dialog.provider.group.mcp"), items: mcp }, { title: language.t("dialog.provider.group.popular"), items: popular }, { title: language.t("dialog.provider.group.services"), items: services }, @@ -277,7 +331,7 @@ function ProviderPicker(props: { directory?: string; onSelect: (provider: string // An integration that only reads environment variables has nothing to connect from here. const disabled = (row: IntegrationInfo) => connectMethods(row).length === 0 && providerAccounts(row).length === 0 - const rows = createMemo(() => [...mcp(), ...popular(), ...services()].filter((row) => !disabled(row))) + const rows = createMemo(() => [...connected(), ...mcp(), ...popular(), ...services()].filter((row) => !disabled(row))) let picker: HTMLDivElement | undefined let search: HTMLInputElement | undefined @@ -313,14 +367,15 @@ function ProviderPicker(props: { directory?: string; onSelect: (provider: string } return ( -
-
+
+
} - placeholder={language.t("dialog.provider.search.placeholder")} + leadingIcon={} + placeholder={language.t("common.search.placeholder")} + aria-label={language.t("dialog.provider.search.placeholder")} value={store.filter} onInput={(event) => { setStore({ filter: event.currentTarget.value, active: undefined }) @@ -328,38 +383,40 @@ function ProviderPicker(props: { directory?: string; onSelect: (provider: string />
-
+
{(group) => ( 0}> -
-
+
+
{group.title}
{(provider) => { - const connections = () => provider.connections - const status = () => connections()[0]?.status + const mcp = provider.metadata?.source === "mcp" + const connection = () => provider.connections[0] - const summary = () => { - const list = connections() + const needsSignIn = () => + !!connection()?.status || + (mcp && + mcpServers().some( + (server) => server.integrationID === provider.id && server.status.status === "needs_auth", + )) - if (list.length > 1) - return language.plural("dialog.provider.connections.count", list.length, { - count: list.length, - }) - const connection = list[0] + // The server lists the active account first. + const account = () => { + const current = connection() - if (!connection) return "" + if (mcp || !current) return - return connection.type === "credential" ? connection.label : `$${connection.name}` + return current.type === "credential" ? current.label : `$${current.name}` } return ( ) }} @@ -423,7 +471,7 @@ function ProviderPicker(props: { directory?: string; onSelect: (provider: string
@@ -442,6 +490,7 @@ function ProviderConnection(props: { onFirstConnection: (provider: { id: string; name: string }) => void onAuthorization: (authorization: boolean) => void onStepBack: (stepBack: boolean) => void + onAccounts: (accounts: boolean) => void onTitle: (title: string) => void accounts?: boolean }) { @@ -1087,6 +1136,14 @@ function ProviderConnection(props: { const backToMethods = () => (isConsole || controller.methods().length > 1) && controller.methodIndex() !== undefined createEffect(() => props.onStepBack(backToAccounts() || backToMethods())) + onCleanup(() => props.onAccounts(false)) + createEffect(() => + props.onAccounts( + showAccounts() && + controller.methodIndex() === undefined && + !(state.noModels && controller.auth.state() !== "error"), + ), + ) function goBack() { if (backToAccounts()) { @@ -1388,14 +1445,18 @@ function ProviderConnection(props: { function AccountsView() { return ( -
-
+
+
{(account) => ( +
{language.t("dialog.provider.accounts.removeConfirm", { account: account.label })} @@ -1408,11 +1469,11 @@ function ProviderConnection(props: {
} > -
+
+
selectAccount(account)} > @@ -1443,13 +1504,13 @@ function ProviderConnection(props: { title={status().message} class="ms-auto shrink-0 font-[440] text-[var(--v2-state-fg-warning)]" > - {language.t("dialog.provider.signInRequired")} + {language.t("dialog.provider.needsSignIn")} )} -
+
- + {language.t("dialog.provider.accounts.add")} @@ -1623,7 +1684,7 @@ function ProviderConnection(props: { return (
-

+

-
+
} value={list.filter()} onInput={(event) => list.onInput(event.currentTarget.value)} - placeholder={language.t("dialog.model.search.placeholder")} + placeholder={language.t("common.search.placeholder")} spellcheck={false} autocorrect="off" autocomplete="off" diff --git a/packages/app/src/providers/models/models.tsx b/packages/app/src/providers/models/models.tsx index 91978c31442d..cd8937453790 100644 --- a/packages/app/src/providers/models/models.tsx +++ b/packages/app/src/providers/models/models.tsx @@ -84,6 +84,17 @@ const createModelsController = (directory: Accessor) => { const latestSet = createMemo(() => new Set(latest().map((x) => modelKey(x)))) + // OpenCode's free models (Big Pickle) stay on offer long after release, so they are listed regardless of age or a + // newer free model in the same family. + const freeSet = createMemo( + () => + new Set( + available() + .filter(isFreeModel) + .map((x) => modelKey({ providerID: x.provider.id, modelID: x.id })), + ), + ) + const visibility = createMemo(() => { const map = new Map() @@ -122,7 +133,7 @@ const createModelsController = (directory: Accessor) => { if (state === "show") return true - if (latestSet().has(key)) return true + if (latestSet().has(key) || freeSet().has(key)) return true // Models without a parseable release date stay visible. return !Number.isFinite(release().get(key) ?? NaN) diff --git a/packages/app/src/providers/models/select-dialog-next.css b/packages/app/src/providers/models/select-dialog-next.css deleted file mode 100644 index cbb64d2a634b..000000000000 --- a/packages/app/src/providers/models/select-dialog-next.css +++ /dev/null @@ -1,204 +0,0 @@ -/* The "New model picker" experiment. Layout first; spacing and type values are still being tuned. */ - -[data-component="dialog-v2"]:has(.model-dialog-next) [data-slot="dialog-container"] { - width: min(calc(100vw - 24px), 480px); - min-height: 0; - border-radius: 10px; - background: var(--v2-background-bg-base); -} - -.model-dialog-next { - /* The inset lives on the field and the rows, so the scroll area and its scrollbar reach the dialog's edges. */ - [data-component="search-list"] { - padding-top: 6px; - } - - [data-component="search-list"] [data-slot="search-list-search"] { - display: flex; - flex-direction: column; - gap: 6px; - padding: 0 6px; - - /* Full width across the list's padding, and a hairline on any display. */ - &::after { - height: 1px; - margin-inline: -6px; - background: var(--v2-border-border-muted); - content: ""; - transform: scaleY(0.5); - } - } - - [data-component="search-list"] [data-slot="search-list-search"] [data-component="text-input-v2"], - [data-component="search-list"] - [data-slot="search-list-search"] - [data-component="text-input-v2"]:where(:hover, :focus-within):not([data-disabled], [data-invalid]) { - height: 28px; - padding-inline-end: 2px; - border-radius: 0; - background: transparent; - } - - /* The 24px buttons sit 2px from every edge of the 28px row. */ - [data-component="search-list"] [data-slot="text-input-v2-trailing"] { - margin-inline-end: 0; - - [data-component="icon-button-v2"] [data-slot="icon-svg"] { - color: var(--v2-icon-icon-muted); - } - } - - /* Like a model row: 6px inset, a 16px icon slot and a 6px gap, so the query starts where the model names do. */ - [data-component="search-list"] [data-slot="search-list-search"] [data-slot="text-input-v2-value"] { - gap: 6px; - } - - [data-component="search-list"] [data-slot="search-list-search"] [data-slot="text-input-v2-leading-icon"] { - width: 22px; - padding-inline-start: 6px; - } - - /* The stuck header's gradient replaces it; the list measures sections for it, and here they have no box. */ - [data-component="search-list"] [data-slot="search-list-fade"] { - display: none; - } - - /* Arrow keys keep the active row clear of the stuck header. */ - [data-component="search-list"] [data-slot="search-list-scroll"] { - scroll-padding-top: 36px; - } - - [data-component="search-list"] [data-slot="search-list-results"] { - gap: 4px; - padding: 0 6px 6px; - } - - /* - * Without a box, a section no longer bounds its header, so every header sticks for the whole list and the next one - * slides over it, as on the home page, instead of pushing it away. - */ - [data-component="search-list"] [data-slot="search-list-section"] { - display: contents; - } - - /* - * The header bleeds across the list's 6px inset so rows scroll under an opaque band; its text lines up with the - * model names. It starts right under the divider, so it rests where it sticks. - */ - [data-component="search-list"] [data-slot="search-list-header"] { - height: auto; - padding-block: 16px 2px; - padding-inline: 34px 6px; - background: var(--v2-background-bg-base); - color: var(--v2-text-text-faint); - font-size: 12px; - line-height: 18px; - - /* The home page's sticky header fade, faded in by how far rows have scrolled beneath the stuck header. */ - &::after { - position: absolute; - top: 100%; - inset-inline: 0; - height: 16px; - background: linear-gradient( - 180deg, - var(--v2-background-bg-base) 0%, - color-mix(in srgb, var(--v2-background-bg-base) 92.0456%, transparent) 7.93%, - color-mix(in srgb, var(--v2-background-bg-base) 84.9947%, transparent) 14.14%, - color-mix(in srgb, var(--v2-background-bg-base) 78.6813%, transparent) 19%, - color-mix(in srgb, var(--v2-background-bg-base) 72.9394%, transparent) 22.85%, - color-mix(in srgb, var(--v2-background-bg-base) 67.6028%, transparent) 26.05%, - color-mix(in srgb, var(--v2-background-bg-base) 62.5055%, transparent) 28.95%, - color-mix(in srgb, var(--v2-background-bg-base) 57.4815%, transparent) 31.91%, - color-mix(in srgb, var(--v2-background-bg-base) 52.3647%, transparent) 35.27%, - color-mix(in srgb, var(--v2-background-bg-base) 46.989%, transparent) 39.4%, - color-mix(in srgb, var(--v2-background-bg-base) 41.1884%, transparent) 44.65%, - color-mix(in srgb, var(--v2-background-bg-base) 34.7969%, transparent) 51.36%, - color-mix(in srgb, var(--v2-background-bg-base) 27.6484%, transparent) 59.9%, - color-mix(in srgb, var(--v2-background-bg-base) 19.5767%, transparent) 70.62%, - color-mix(in srgb, var(--v2-background-bg-base) 10.416%, transparent) 83.87%, - transparent 100% - ); - content: ""; - opacity: 0; - pointer-events: none; - } - - &[data-stuck]::after { - opacity: var(--model-dialog-header-fade, 0); - } - - /* - * A header sliding up over the stuck one paints only behind its own text, so its padding never covers the stuck - * label as it fades. Once stuck, it fills its whole band again to hide the rows scrolling beneath. - */ - &:not([data-stuck]) { - background-clip: content-box; - } - } - - [data-component="search-list"] [data-slot="search-list-row"] { - justify-content: flex-start; - gap: 6px; - height: 28px; - padding-inline: 6px 3px; - border-radius: 6px; - font-size: 13px; - font-weight: 440; - line-height: var(--line-height-base); - letter-spacing: -0.04px; - } - - [data-slot="model-dialog-check"] { - display: flex; - width: 16px; - flex-shrink: 0; - align-items: center; - justify-content: center; - color: var(--v2-icon-icon-base); - } - - [data-slot="model-dialog-name"] { - display: flex; - min-width: 0; - flex: 1; - align-items: center; - gap: 6px; - } - - [data-slot="model-dialog-variant"] { - display: flex; - min-width: 0; - max-width: 120px; - flex-shrink: 0; - align-items: center; - color: var(--v2-text-text-muted); - - [data-slot="icon-svg"] { - color: var(--v2-icon-icon-muted); - translate: 0 0.5px; - } - } -} - -/* Outranks the list's dark-scheme highlight, which uses a lighter alpha. */ -[data-component="dialog-v2"] .model-dialog-next [data-component="search-list"] [data-slot="search-list-row"][data-active] { - background: var(--v2-overlay-simple-overlay-hover); -} - -[data-component="menu-v2-content"][data-slot="model-dialog-next-flyout"] { - position: fixed; - /* One width for every model, matching the 160px its placement assumes. */ - width: 160px; - max-height: 400px; - overflow-y: auto; - animation: none; - - /* The model stats that close the flyout. */ - > :last-child { - font-size: 11px; - line-height: 16px; - cursor: default; - user-select: none; - } -} diff --git a/packages/app/src/providers/models/select-dialog-next.tsx b/packages/app/src/providers/models/select-dialog-next.tsx deleted file mode 100644 index 46078811c403..000000000000 --- a/packages/app/src/providers/models/select-dialog-next.tsx +++ /dev/null @@ -1,1091 +0,0 @@ -// The "New model picker" experiment (settings.general.newModelPicker). Started as a copy of select-dialog.tsx. -import { Popover } from "@kobalte/core/popover" -import { - Component, - ComponentProps, - createEffect, - createMemo, - For, - JSX, - Show, - Suspense, - lazy, - on, - onCleanup, -} from "solid-js" -import { createStore } from "solid-js/store" -import { useLocal, type ModelSelection } from "@/providers/models/selection" -import { isFreeModel } from "@/providers/models/models" -import { useDialog } from "@opencode/ui/context/dialog" -import { popularProviders } from "@/providers/catalog/providers" -import { Button } from "@opencode/ui/button" -import { Badge } from "@opencode/ui/badge" -import { Dialog, DialogBody, DialogTitle } from "@opencode/ui/dialog" -import { Icon } from "@opencode/ui/icon" -import { IconButton } from "@opencode/ui/icon-button" -import { Keybind } from "@opencode/ui/keybind" -import { SearchHighlight, SearchList, type SearchListHandle, type SearchListRow } from "@opencode/ui/search-list" -import { Tooltip } from "@opencode/ui/tooltip" -import { TextInput } from "@opencode/ui/text-input" -import { ModelTooltip } from "./tooltip" -import { ModelDetails } from "./details" -import { useLanguage } from "@/runtime/i18n/language" -import { ExternalLink } from "@/runtime/platform/external-link" -import { useData } from "@/runtime/server/current" -import { useWorkspaceLocation } from "@/workspaces/location" -import { createModelUsage, ModelUsageTag } from "@/usage/model" -import { createSafeTriangle } from "@/shell/commands/safe-triangle" -import { formatKeybindParts, matchKeybind, parseKeybind } from "@/shell/commands/command" -import { createEventListener } from "@solid-primitives/event-listener" -import { matchesModelSearch } from "./search" -import { SettingsList } from "@/settings/list" -import { - CONSOLE_GROUP_KEY, - consoleModelGroup, - ProviderModelIcon, - ProviderModelSections, -} from "@/providers/models/provider-group" -import { consoleProviderName } from "@/providers/catalog/console" -import "@/settings/settings.css" -import "@/shell/commands/dialog.css" -import "./select-dialog.css" -import "./select-dialog-next.css" - -const MobilePanelDrawer = lazy(async () => { - const { MobilePanelDrawer } = await import("@/shell/mobile-panel-drawer") - - return { default: MobilePanelDrawer } -}) - -type ModelState = ModelSelection - -type ModelItem = ReturnType[number] - -const favoriteKeybind = parseKeybind("mod+f") - -const modelKey = (model: ModelItem) => `${model.provider.id}:${model.id}` - -const sortModelGroups = (a: { category: string; items: ModelItem[] }, b: { category: string; items: ModelItem[] }) => { - const aIndex = popularProviders.indexOf(a.category) - const bIndex = popularProviders.indexOf(b.category) - const aPopular = aIndex >= 0 - const bPopular = bIndex >= 0 - - if (aPopular && !bPopular) return -1 - - if (!aPopular && bPopular) return 1 - - if (aPopular && bPopular) return aIndex - bIndex - - return a.items[0].provider.name.localeCompare(b.items[0].provider.name) -} - -const ModelList: Component<{ - mobile?: boolean - open?: boolean - provider?: string - onSelect: () => void - model?: ModelState -}> = (props) => { - const language = useLanguage() - const usage = createModelUsage({ refresh: true }) - - const controller = createModelSelectorController({ - model: props.model, - provider: () => props.provider, - onSelect: props.onSelect, - }) - - const [store, setStore] = createStore<{ - search: string - active: string - collapsed: Record - }>({ - search: "", - active: "", - collapsed: {}, - }) - - const models = createMemo(() => controller.models(store.search)) - const modelGroups = createMemo(() => controller.groups(models())) - const managed = createMemo(() => consoleModelGroup(controller.all())) - const expanded = (provider: string) => store.search.length > 0 || !store.collapsed[provider] - const managedIDs = createMemo(() => new Set(managed()?.providers.map((provider) => provider.id) ?? [])) - - // Rows in display order: ProviderModelSections nests every managed provider at the first one's position. - const visibleModels = () => { - const groups = modelGroups() - const first = groups.findIndex((group) => managedIDs().has(group.category)) - - return groups.flatMap((group, index) => { - if (!managedIDs().has(group.category)) return expanded(group.category) ? group.items : [] - - if (index !== first || !expanded(CONSOLE_GROUP_KEY)) return [] - - return groups - .filter((item) => managedIDs().has(item.category) && expanded(item.category)) - .flatMap((item) => item.items) - }) - } - - let scrollRef: HTMLDivElement | undefined - - const setSearch = (value: string) => { - setStore("search", value) - const first = visibleModels()[0] - setStore("active", first ? modelKey(first) : "") - } - - createEffect( - on( - () => props.open, - (open) => { - if (!open) return - setSearch("") - scrollRef?.scrollTo(0, 0) - }, - ), - ) - - const moveActive = (delta: number) => { - const keys = visibleModels().map(modelKey) - - if (keys.length === 0) return - const index = keys.indexOf(store.active) - const start = index === -1 ? (delta > 0 ? -1 : 0) : index - setStore("active", keys[(start + delta + keys.length) % keys.length]) - queueMicrotask(() => { - scrollRef - ?.querySelector(`[data-option-key="${CSS.escape(store.active)}"]`) - ?.scrollIntoView({ block: "nearest" }) - }) - } - - const selectActive = () => { - const item = visibleModels().find((item) => modelKey(item) === store.active) - - if (item) controller.select(item) - } - - function ModelRows(props: { items: ModelItem[]; mobile?: boolean }) { - return ( - - - {(item) => ( - - )} - - - ) - } - - return ( -
-
- setSearch(event.currentTarget.value)} - onKeyDown={(event) => { - if (event.altKey || event.metaKey) return - - if (event.key === "ArrowDown") { - event.preventDefault() - moveActive(1) - - return - } - - if (event.key === "ArrowUp") { - event.preventDefault() - moveActive(-1) - - return - } - - if (event.key === "Enter" && !event.isComposing) { - event.preventDefault() - selectActive() - } - }} - aria-label={language.t("dialog.model.search.placeholder")} - showClearButton={!!store.search} - clearIcon="circle-xmark" - clearLabel={language.t("common.clear")} - onClearClick={() => setSearch("")} - /> -
-
-
(scrollRef = element)} - class="settings-panel settings-models pt-1 pb-4" - classList={{ "h-full px-4": !props.mobile, "max-h-[min(360px,40dvh)]": props.mobile }} - > - 0} - fallback={
{language.t("dialog.model.empty")}
} - > - 0} - onExpandedChange={(key, value) => setStore("collapsed", key, !value)} - rows={(items) => } - /> - -
-
-
- ) -} - -type ModelSelectorTriggerProps = Omit, "as" | "ref"> - -type ModelSelectorTrigger = (props: ModelSelectorTriggerProps) => JSX.Element - -// Phones pick models from a drawer; wider screens use DialogSelectModelNext. -export function ModelSelectorDrawerNext(props: { - provider?: string - model?: ModelState - trigger: ModelSelectorTrigger - onClose?: () => void -}) { - const dialog = useDialog() - const location = useWorkspaceLocation() - - const controller = createModelSelectorController({ - model: props.model, - provider: () => props.provider, - onSelect: () => props.onClose?.(), - }) - - const chatgptPlan = createChatgptPlan(controller.current) - - const manage = async () => { - const { DialogManageModels } = await import("./manage") - void dialog.show(() => ) - } - - const connect = async () => { - const { DialogConnectProvider } = await import("@/providers/connect/dialog") - void dialog.show(() => ) - } - - return ( - props.onClose?.()} - /> - ) -} - -function ModelDrawer(props: { - trigger: ModelSelectorTrigger - model?: ModelState - provider?: string - chatgptPlan?: boolean - onClose: () => void - onManage: () => void - onConnect?: () => void -}) { - const language = useLanguage() - - const [store, setStore] = createStore<{ - open: boolean - loaded: boolean - restoreTrigger: boolean - action?: "select" | "manage" | "connect" - }>({ - open: false, - loaded: false, - restoreTrigger: true, - }) - - let trigger: HTMLDivElement | undefined - let content: HTMLDivElement | undefined - - return ( - <> -
- {props.trigger({ - "aria-haspopup": "dialog", - get "aria-expanded"() { - return store.open - }, - onClick: () => setStore({ open: true, loaded: true, restoreTrigger: true }), - })} -
- - - setStore("open", open)} - initialFocus={() => content} - returnFocus={() => trigger?.querySelector("button") ?? undefined} - onFinalFocus={(event) => { - if (!store.restoreTrigger) event.preventDefault() - }} - onContentPresentChange={(present) => { - if (present) return - const action = store.action - setStore("action", undefined) - - if (action === "manage") { - props.onManage() - - return - } - - if (action === "connect") { - props.onConnect?.() - - return - } - - if (action === "select") queueMicrotask(props.onClose) - }} - > -
-
- setStore({ open: false, action: "select", restoreTrigger: false })} - /> -
-
- - - - - -
- - {language.t("dialog.model.chatgptPlan")} - - {language.t("dialog.model.chatgptManageUsage")} - - -
- -
-
- - - - - ) -} - -function createModelSelectorController(input: { - provider: () => string | undefined - model?: ModelState - onSelect: () => void -}) { - const model = input.model ?? useLocal().model - - const allModels = createMemo(() => - model - .list() - .filter((item) => model.visible({ modelID: item.id, providerID: item.provider.id })) - .filter((item) => (input.provider() ? item.provider.id === input.provider() : true)), - ) - - return { - all: () => model.list().filter((item) => (input.provider() ? item.provider.id === input.provider() : true)), - models: (search: string) => { - const query = search.trim() - - const filtered = query - ? allModels().filter((item) => matchesModelSearch(query, [item.name, item.id, item.provider.name])) - : allModels() - - return [...filtered].sort((a, b) => a.name.localeCompare(b.name)) - }, - groups: (models: ModelItem[]) => { - const byProvider = new Map() - - for (const item of models) { - byProvider.set(item.provider.id, [...(byProvider.get(item.provider.id) ?? []), item]) - } - - return Array.from(byProvider, ([category, items]) => ({ category, items })).sort(sortModelGroups) - }, - current: () => { - const value = model.current() - - return value ? modelKey(value) : undefined - }, - select: (item: ModelItem, variant?: string | null) => { - model.set({ modelID: item.id, providerID: item.provider.id }, { recent: true }) - - if (variant !== undefined) model.variant.set(variant ?? undefined) - input.onSelect() - }, - variant: (item: ModelItem) => model.variant.current({ providerID: item.provider.id, modelID: item.id }), - favorites: () => model.favorite.list().filter((item) => !input.provider() || item.provider.id === input.provider()), - recent: () => - model - .recent() - .flatMap((item) => (item && (!input.provider() || item.provider.id === input.provider()) ? [item] : [])), - toggleFavorite: (item: ModelItem) => model.favorite.toggle({ providerID: item.provider.id, modelID: item.id }), - } -} - -function createProviderLabels(all: () => ModelItem[]) { - const managed = createMemo(() => consoleModelGroup(all())) - const managedIDs = createMemo(() => new Set(managed()?.providers.map((provider) => provider.id))) - const canonical = (provider: ModelItem["provider"]) => provider.canonical ?? provider.id.replace(/^console-/, "") - - const direct = createMemo( - () => - new Set( - all() - .filter((item) => !managedIDs().has(item.provider.id)) - .map((item) => canonical(item.provider)), - ), - ) - - return { - name: (provider: ModelItem["provider"]) => { - const group = managed() - - return group && managedIDs().has(provider.id) ? consoleProviderName(group, provider.name) : provider.name - }, - // The workspace badge only disambiguates a managed provider that is also connected directly. - workspace: (provider: ModelItem["provider"]) => { - const group = managed() - - if (!group || !managedIDs().has(provider.id) || !direct().has(canonical(provider))) return - - return group.workspace - }, - } -} - -type ModelGroup = { category: string; items: ModelItem[]; title?: string } - -// Favorites and recent models lead the list until a search narrows it. As in the TUI, they then leave their provider -// group, so no model is listed twice. -function withSections(input: { - groups: ModelGroup[] - favorites: ModelItem[] - recent: ModelItem[] - titles: { favorite: string; recent: string } -}): ModelGroup[] { - const favorites = new Set(input.favorites.map(modelKey)) - - const recent = input.recent.filter((item) => !favorites.has(modelKey(item))) - const listed = new Set([...favorites, ...recent.map(modelKey)]) - - return [ - ...(input.favorites.length > 0 - ? [{ category: "favorite", title: input.titles.favorite, items: input.favorites }] - : []), - ...(recent.length > 0 ? [{ category: "recent", title: input.titles.recent, items: recent }] : []), - ...input.groups.flatMap((group) => { - const items = group.items.filter((item) => !listed.has(modelKey(item))) - - return items.length > 0 ? [{ ...group, items }] : [] - }), - ] -} - -const clamp = (value: number) => Math.max(0, Math.min(1, value)) - -const round = (value: number) => Math.round(value * 1000) / 1000 - -type ModelRow = { id: string; item: ModelItem; group: ModelGroup } - -function createChatgptPlan(current: () => string | undefined) { - const data = useData() - const location = useWorkspaceLocation() - - return () => { - if (!current()?.startsWith("openai:")) return false - - const connection = data.location.integration - .list(location().ref) - ?.find((integration) => integration.id === "openai")?.connections[0] - - return connection?.type === "credential" && connection.method === "oauth" - } -} - -function ChatgptPlanFooter() { - const language = useLanguage() - - return ( - <> -
-
- - {language.t("dialog.model.chatgptPlan")} - - {language.t("dialog.model.chatgptManageUsage")} - - -
- - ) -} - -export function DialogSelectModelNext(props: { provider?: string; model?: ModelState }) { - const dialog = useDialog() - const language = useLanguage() - - const controller = createModelSelectorController({ - model: props.model, - provider: () => props.provider, - onSelect: () => dialog.close(), - }) - - const labels = createProviderLabels(controller.all) - const chatgptPlan = createChatgptPlan(controller.current) - const usage = createModelUsage({ refresh: true }) - - const [store, setStore] = createStore({ - search: "", - flyout: "", - keyboard: true, - navigated: false, - warm: false, - position: { left: 0, top: 0 }, - }) - - const [staged, setStaged] = createStore>({}) - - let list: SearchListHandle | undefined - let flyoutRef: HTMLDivElement | undefined - let timer: ReturnType | undefined - onCleanup(() => clearTimeout(timer)) - - const groups = createMemo((): ModelGroup[] => { - const providers = controller.groups(controller.models(store.search)) - - if (store.search.trim()) return providers - - return withSections({ - groups: providers, - favorites: controller.favorites(), - recent: controller.recent(), - titles: { favorite: language.t("dialog.model.favorites"), recent: language.t("dialog.model.recent") }, - }) - }) - - const rows = createMemo(() => - groups().flatMap((group) => group.items.map((item): ModelRow => ({ id: modelKey(item), item, group }))), - ) - - const rowItem = (id: string) => rows().find((row) => row.id === id)?.item - const flyoutItem = () => (store.flyout ? rowItem(store.flyout) : undefined) - const variantsOf = (item: ModelItem) => Object.keys(item.variants ?? {}) - const favorite = (item: ModelItem) => controller.favorites().some((entry) => modelKey(entry) === modelKey(item)) - - const variant = (item: ModelItem) => - modelKey(item) in staged ? (staged[modelKey(item)] ?? undefined) : controller.variant(item) - - const choose = (item: ModelItem, value?: string | null) => - controller.select(item, value === undefined ? staged[modelKey(item)] : value) - - const setSearch = (value: string) => setStore({ search: value, flyout: "", keyboard: true, navigated: false }) - - const manage = async () => { - const { DialogManageModels } = await import("./manage") - void dialog.show(() => ) - } - - const location = useWorkspaceLocation() - - const connect = async () => { - const { DialogConnectProvider } = await import("@/providers/connect/dialog") - // The model chosen after connecting applies to this composer. - void dialog.show(() => ) - } - - const triangle = createSafeTriangle({ - flyout: () => (flyoutItem() && flyoutRef?.isConnected ? flyoutRef : undefined), - }) - - const openFlyout = (id: string, row: HTMLElement) => { - if (!row.closest('[data-slot="dialog-container"]')) return - const box = row.getBoundingClientRect() - // 6px beside the row's end edge, else its start edge, else over the dialog: always inside the layer that holds it. - const bounds = row.closest("[data-dialog-layer]")?.getBoundingClientRect() - const fits = (x: number) => !bounds || (x >= bounds.left && x + 160 <= bounds.right) - const end = language.direction() === "rtl" ? box.left - 6 - 160 : box.right + 6 - const start = language.direction() === "rtl" ? box.right + 6 : box.left - 6 - 160 - const over = bounds ? Math.max(bounds.left, Math.min(end, bounds.right - 160)) : end - const left = fits(end) ? end : fits(start) ? start : over - const top = box.top - 2 - setStore({ flyout: id, warm: true, position: { left, top } }) - - // A fixed element is placed against the viewport unless an ancestor contains it, as a component preview that holds - // its dialogs does. Correct by where it landed, before it paints. - const placed = flyoutRef?.isConnected ? flyoutRef.getBoundingClientRect() : undefined - - if (placed && (placed.left !== left || placed.top !== top)) - setStore("position", { left: left * 2 - placed.left, top: top * 2 - placed.top }) - } - - // The row whose flyout is waiting on the open delay. - let pending = "" - - const hover = (id: string, row: HTMLElement) => { - // A row highlighted by a scroll has no flyout yet, so moving on it still opens one. - if (list?.active()?.id === id && !store.keyboard && (store.flyout === id || pending === id)) return - list?.setActive(id) - setStore("keyboard", false) - clearTimeout(timer) - pending = "" - const item = rowItem(id) - - if (!item) return setStore("flyout", "") - - if (store.warm) return openFlyout(id, row) - - setStore("flyout", "") - pending = id - timer = setTimeout(() => { - pending = "" - openFlyout(id, row) - }, 100) - } - - // Rows the pointer crosses on its way into the open flyout leave it alone. - const move = (id: string, event: MouseEvent & { currentTarget: HTMLElement }) => { - // A still cursor must not take the highlight while the arrow keys scroll rows beneath it. - if (event.movementX === 0 && event.movementY === 0) return - const row = event.currentTarget - const point = { x: event.clientX, y: event.clientY } - - if (flyoutItem() && store.flyout !== id && triangle.hold(point, () => hover(id, row))) return - triangle.anchor(point) - hover(id, row) - } - - const close = () => setStore("flyout", "") - - let pointer: { x: number; y: number } | undefined - createEventListener(document, "pointermove", (event: PointerEvent) => { - pointer = { x: event.clientX, y: event.clientY } - }) - - // Scrolling moves rows under a still cursor without a pointer event. A wheel scroll highlights the row that lands - // under the cursor and moves the flyout beside it; a keyboard scroll keeps its highlight and closes the flyout, - // which would otherwise be left beside a row that moved away. - const follow = () => { - clearTimeout(timer) - pending = "" - - if (store.keyboard || !pointer) return close() - const row = document.elementFromPoint(pointer.x, pointer.y)?.closest('[data-slot="search-list-row"]') - const id = row?.dataset.optionKey - - if (!row || !id || !scroller?.contains(row)) return close() - list?.setActive(id) - triangle.anchor(pointer) - openFlyout(id, row) - } - - let scroller: HTMLDivElement | undefined - - // As on the home page, every header sticks for the whole list, so the next one slides over the stuck one while the - // stuck label fades out over 16px. The topmost stuck header also fades a gradient in as rows scroll beneath it. - const fadeHeaders = () => { - const viewport = scroller?.querySelector('[data-slot="search-list-scroll"]') - - if (!viewport) return - const origin = viewport.getBoundingClientRect().top - const headers = [...viewport.querySelectorAll('[data-slot="search-list-header"]')] - - // Every read before any write, so the scroll lays out once. - const tops = headers.map((header) => header.getBoundingClientRect().top - origin) - const stuck = tops.findLastIndex((top) => top < 0.5) - - const labelOf = (header: HTMLElement | undefined) => - header?.querySelector('[data-slot="model-dialog-header-label"]') ?? undefined - - const labels = headers.map((header, index) => { - const label = labelOf(header) - const next = tops[index + 1] - const nextLabel = labelOf(headers[index + 1]) - - if (!label || next === undefined || !nextLabel) return { label, opacity: 1 } - - // Fades out as the next label comes up, gone just as it would touch this one. - return { label, opacity: clamp((next + nextLabel.offsetTop - label.offsetTop - label.offsetHeight) / 16) } - }) - - const header = headers[stuck] - const row = header?.nextElementSibling - // How far the rows under the stuck header have scrolled beneath it, from where its first row rests. - const hidden = header && row ? header.offsetHeight + 4 - (row.getBoundingClientRect().top - origin) : 0 - - labels.forEach((item) => item.label?.style.setProperty("opacity", String(round(item.opacity)))) - headers.forEach((item, index) => item.toggleAttribute("data-stuck", index === stuck)) - header?.style.setProperty("--model-dialog-header-fade", String(round(clamp(hidden / 16)))) - } - - // Results that change without a scroll, such as a narrower search, move the headers too. - createEffect( - on(rows, () => { - const frame = requestAnimationFrame(fadeHeaders) - onCleanup(() => cancelAnimationFrame(frame)) - }), - ) - - createEffect(() => { - if (!flyoutItem()) { - triangle.reset() - - return - } - // Outside the rows, such as the gap before the flyout, leaving the triangle closes it. - - createEventListener(document, "pointermove", (event: PointerEvent) => { - const target = event.target - - if (target instanceof Element && target.closest('[data-slot="search-list-row"]')) return - - if (target instanceof Node && flyoutRef?.contains(target)) return - - if (!triangle.contains({ x: event.clientX, y: event.clientY })) close() - }) - }) - - // The search field keeps focus for the dialog's life: a click anywhere else in the dialog, the rows, the scroll area - // or the flyout, leaves it there, so the arrow keys always move the highlight instead of scrolling a container. - const field = () => scroller?.querySelector('[data-slot="text-input-v2-input"]') ?? undefined - - const inDialog = (target: EventTarget | null) => - target instanceof Node && - (!!scroller?.closest('[data-slot="dialog-container"]')?.contains(target) || !!flyoutRef?.contains(target)) - - createEventListener( - document, - "mousedown", - (event: MouseEvent) => { - if (inDialog(event.target) && event.target !== field()) event.preventDefault() - }, - { capture: true }, - ) - - createEventListener(document, "focusin", (event: FocusEvent) => { - if (inDialog(event.target) && event.target !== field()) field()?.focus({ preventScroll: true }) - }) - - // The flyout is placed once when it opens, so moving the rows under it closes it instead. - createEventListener(window, "resize", close) - - const onKeyDown = (event: KeyboardEvent, active: ModelRow | undefined) => { - if (matchKeybind(favoriteKeybind, event)) { - if (!active) return - event.preventDefault() - controller.toggleFavorite(active.item) - // The model moves between Favorites and its group under the same key, so the highlight follows it. - list?.setActive(active.id) - setStore({ flyout: "", keyboard: true }) - - return - } - - if (event.key === "ArrowDown" || event.key === "ArrowUp" || event.key === "Home" || event.key === "End") { - setStore({ keyboard: true, navigated: true, flyout: "" }) - - return - } - - if (event.metaKey || event.altKey || event.ctrlKey) return - - // While searching, left and right edit the query until the arrows have moved through the results. - if ((event.key === "ArrowLeft" || event.key === "ArrowRight") && (!store.search || store.navigated)) { - const item = active?.item - - if (!item || variantsOf(item).length === 0) return - event.preventDefault() - const options = [undefined, ...variantsOf(item)] - const direction = (event.key === "ArrowRight") !== (language.direction() === "rtl") ? 1 : -1 - const index = options.indexOf(variant(item)) - setStaged(modelKey(item), options[(index + direction + options.length) % options.length] ?? null) - setStore({ keyboard: true, flyout: "" }) - } - } - - const Row = (row: { model: ModelRow; attrs: SearchListRow }) => { - const item = () => row.model.item - const selected = () => controller.current() === modelKey(item()) - const active = () => row.attrs["data-active"] !== undefined - - return ( - - ) - } - - return ( - -
- {language.t("dialog.model.select.title")} -
- - {/* Scrolling moves the flyout's row away without a pointer event, which would leave it detached. */} -
{ - scroller = element - createEventListener( - element, - "scroll", - () => { - follow() - fadeHeaders() - }, - { capture: true }, - ) - // A wheel scroll is the pointer's, so the highlight and flyout follow the row under it. - createEventListener(element, "wheel", () => setStore("keyboard", false), { passive: true }) - }} - > - (list = handle)} - query={store.search} - onQuery={setSearch} - placeholder={language.t("dialog.model.search.placeholder")} - trailing={ - <> - - } - aria-label={language.t("command.provider.connect")} - onClick={connect} - /> - - - } - aria-label={language.t("dialog.model.manage")} - onClick={manage} - /> - - - } - items={rows()} - key={(row) => row.id} - section={(row) => row.group.category} - header={(row) => ( - - {row.group.title ?? labels.name(row.item.provider)} - - {(workspace) => {workspace()}} - - - )} - empty={language.t("dialog.model.empty")} - onSelect={(row) => choose(row.item)} - onKeyDown={onKeyDown} - > - {(row, attrs) => } - -
- - - - - - {(item) => ( - // Inside the dialog content, so clicks here are not outside clicks that dismiss the dialog. -
(flyoutRef = element)} - data-component="menu-v2-content" - data-slot="model-dialog-next-flyout" - style={{ left: `${store.position.left}px`, top: `${store.position.top}px` }} - onMouseEnter={() => triangle.cancel()} - > - {/* A model without variants still lists Default, its only option. */} - - {(value) => ( -
event.currentTarget.setAttribute("data-highlighted", "")} - onMouseLeave={(event) => event.currentTarget.removeAttribute("data-highlighted")} - onClick={() => choose(item(), value ?? null)} - > - - {value ?? language.t("common.default")} - - - - -
- )} - -
-
event.currentTarget.setAttribute("data-highlighted", "")} - onMouseLeave={(event) => event.currentTarget.removeAttribute("data-highlighted")} - onClick={() => { - // The row moves between Favorites and its group, so the flyout would be left beside nothing. - controller.toggleFavorite(item()) - close() - }} - > - - {favorite(item()) ? language.t("dialog.model.unfavorite") : language.t("dialog.model.favorite")} - - -
-
- {/* The full name, "Workspace / Provider", where a workspace badge tells the connections apart. */} - -
- )} - -
- ) -} diff --git a/packages/app/src/providers/models/select-dialog.css b/packages/app/src/providers/models/select-dialog.css index 76ecc8d0aa49..b0d7a4d2236a 100644 --- a/packages/app/src/providers/models/select-dialog.css +++ b/packages/app/src/providers/models/select-dialog.css @@ -40,54 +40,202 @@ [data-component="dialog-v2"]:has(.model-dialog) [data-slot="dialog-container"] { width: min(calc(100vw - 24px), 480px); min-height: 0; + border-radius: 10px; + background: var(--v2-background-bg-base); } .model-dialog { - /* The model list is denser than the palette: tighter sections and quieter, heavier headers. */ + /* The inset lives on the field and the rows, so the scroll area and its scrollbar reach the dialog's edges. */ + [data-component="search-list"] { + padding-top: 6px; + } + + [data-component="search-list"] [data-slot="search-list-search"] { + display: flex; + flex-direction: column; + gap: 6px; + padding: 0 6px; + + /* Full width across the list's padding, and a hairline on any display. */ + &::after { + height: 1px; + margin-inline: -6px; + background: var(--v2-border-border-muted); + content: ""; + transform: scaleY(0.5); + } + } + + [data-component="search-list"] [data-slot="search-list-search"] [data-component="text-input-v2"], + [data-component="search-list"] + [data-slot="search-list-search"] + [data-component="text-input-v2"]:where(:hover, :focus-within):not([data-disabled], [data-invalid]) { + height: 28px; + padding-inline-end: 2px; + border-radius: 0; + background: transparent; + } + + /* The 24px buttons sit 2px from every edge of the 28px row. */ + [data-component="search-list"] [data-slot="text-input-v2-trailing"] { + margin-inline-end: 0; + + [data-component="icon-button-v2"] [data-slot="icon-svg"] { + color: var(--v2-icon-icon-muted); + } + } + + /* Like a model row: 6px inset, a 16px icon slot and a 6px gap, so the query starts where the model names do. */ + [data-component="search-list"] [data-slot="search-list-search"] [data-slot="text-input-v2-value"] { + gap: 6px; + } + + [data-component="search-list"] [data-slot="search-list-search"] [data-slot="text-input-v2-leading-icon"] { + width: 22px; + padding-inline-start: 6px; + } + + /* The stuck header's gradient replaces it; the list measures sections for it, and here they have no box. */ + [data-component="search-list"] [data-slot="search-list-fade"] { + display: none; + } + + /* Arrow keys keep the active row clear of the stuck header. */ + [data-component="search-list"] [data-slot="search-list-scroll"] { + scroll-padding-top: 36px; + } + [data-component="search-list"] [data-slot="search-list-results"] { + gap: 4px; padding: 0 6px 6px; } - [data-component="search-list"] [data-slot="search-list-section"]:not(:last-child) { - padding-bottom: 6px; + /* + * Without a box, a section no longer bounds its header, so every header sticks for the whole list and the next one + * slides over it, as on the home page, instead of pushing it away. + */ + [data-component="search-list"] [data-slot="search-list-section"] { + display: contents; } + /* + * The header bleeds across the list's 6px inset so rows scroll under an opaque band; its text lines up with the + * model names. It starts right under the divider, so it rests where it sticks. + */ [data-component="search-list"] [data-slot="search-list-header"] { + height: auto; + padding-block: 16px 2px; + padding-inline: 34px 6px; + background: var(--v2-background-bg-base); color: var(--v2-text-text-faint); - font-weight: 530; - letter-spacing: -0.25px; + font-size: 12px; + line-height: 18px; + + /* The home page's sticky header fade, faded in by how far rows have scrolled beneath the stuck header. */ + &::after { + position: absolute; + top: 100%; + inset-inline: 0; + height: 16px; + background: linear-gradient( + 180deg, + var(--v2-background-bg-base) 0%, + color-mix(in srgb, var(--v2-background-bg-base) 92.0456%, transparent) 7.93%, + color-mix(in srgb, var(--v2-background-bg-base) 84.9947%, transparent) 14.14%, + color-mix(in srgb, var(--v2-background-bg-base) 78.6813%, transparent) 19%, + color-mix(in srgb, var(--v2-background-bg-base) 72.9394%, transparent) 22.85%, + color-mix(in srgb, var(--v2-background-bg-base) 67.6028%, transparent) 26.05%, + color-mix(in srgb, var(--v2-background-bg-base) 62.5055%, transparent) 28.95%, + color-mix(in srgb, var(--v2-background-bg-base) 57.4815%, transparent) 31.91%, + color-mix(in srgb, var(--v2-background-bg-base) 52.3647%, transparent) 35.27%, + color-mix(in srgb, var(--v2-background-bg-base) 46.989%, transparent) 39.4%, + color-mix(in srgb, var(--v2-background-bg-base) 41.1884%, transparent) 44.65%, + color-mix(in srgb, var(--v2-background-bg-base) 34.7969%, transparent) 51.36%, + color-mix(in srgb, var(--v2-background-bg-base) 27.6484%, transparent) 59.9%, + color-mix(in srgb, var(--v2-background-bg-base) 19.5767%, transparent) 70.62%, + color-mix(in srgb, var(--v2-background-bg-base) 10.416%, transparent) 83.87%, + transparent 100% + ); + content: ""; + opacity: 0; + pointer-events: none; + } + + &[data-stuck]::after { + opacity: var(--model-dialog-header-fade, 0); + } + + /* + * A header sliding up over the stuck one paints only behind its own text, so its padding never covers the stuck + * label as it fades. Once stuck, it fills its whole band again to hide the rows scrolling beneath. + */ + &:not([data-stuck]) { + background-clip: content-box; + } } [data-component="search-list"] [data-slot="search-list-row"] { + justify-content: flex-start; + gap: 6px; + height: 28px; + padding-inline: 6px 3px; + border-radius: 6px; font-size: 13px; font-weight: 440; line-height: var(--line-height-base); letter-spacing: -0.04px; } - [data-slot="model-dialog-variant"] { - color: var(--v2-text-text-muted); + [data-slot="model-dialog-check"] { + display: flex; + width: 16px; + flex-shrink: 0; + align-items: center; + justify-content: center; + color: var(--v2-icon-icon-base); + } - &[data-default] { - color: var(--v2-text-text-faint); - } + [data-slot="model-dialog-name"] { + display: flex; + min-width: 0; + flex: 1; + align-items: center; + gap: 6px; } - [data-slot="model-dialog-hints"] { + [data-slot="model-dialog-variant"] { display: flex; - height: 32px; + min-width: 0; + max-width: 120px; flex-shrink: 0; align-items: center; - gap: 16px; - padding: 0 12px; - border-top: 0.5px solid var(--v2-border-border-base); - color: var(--v2-text-text-faint); - font-size: 11px; + color: var(--v2-text-text-muted); - > span { - display: flex; - align-items: center; - gap: 6px; + [data-slot="icon-svg"] { + color: var(--v2-icon-icon-muted); + translate: 0 0.5px; } } } + +/* Outranks the list's dark-scheme highlight, which uses a lighter alpha. */ +[data-component="dialog-v2"] .model-dialog [data-component="search-list"] [data-slot="search-list-row"][data-active] { + background: var(--v2-overlay-simple-overlay-hover); +} + +[data-component="menu-v2-content"][data-slot="model-dialog-flyout"] { + position: fixed; + /* One width for every model, matching the 160px its placement assumes. */ + width: 160px; + max-height: 400px; + overflow-y: auto; + animation: none; + + /* The model stats that close the flyout. */ + > :last-child { + font-size: 11px; + line-height: 16px; + cursor: default; + user-select: none; + } +} diff --git a/packages/app/src/providers/models/select-dialog.tsx b/packages/app/src/providers/models/select-dialog.tsx index 370d395e9783..533078329fa4 100644 --- a/packages/app/src/providers/models/select-dialog.tsx +++ b/packages/app/src/providers/models/select-dialog.tsx @@ -539,7 +539,8 @@ function createProviderLabels(all: () => ModelItem[]) { type ModelGroup = { category: string; items: ModelItem[]; title?: string } -// Favorites and recent models lead the list until a search narrows it. They also stay in their provider group. +// Favorites and recent models lead the list until a search narrows it. As in the TUI, they then leave their provider +// group, so no model is listed twice. function withSections(input: { groups: ModelGroup[] favorites: ModelItem[] @@ -549,19 +550,24 @@ function withSections(input: { const favorites = new Set(input.favorites.map(modelKey)) const recent = input.recent.filter((item) => !favorites.has(modelKey(item))) + const listed = new Set([...favorites, ...recent.map(modelKey)]) return [ ...(input.favorites.length > 0 ? [{ category: "favorite", title: input.titles.favorite, items: input.favorites }] : []), ...(recent.length > 0 ? [{ category: "recent", title: input.titles.recent, items: recent }] : []), - ...input.groups, + ...input.groups.flatMap((group) => { + const items = group.items.filter((item) => !listed.has(modelKey(item))) + + return items.length > 0 ? [{ ...group, items }] : [] + }), ] } -// A model can appear in a section and in its provider group, so section rows get their own key. -const rowKey = (group: ModelGroup, item: ModelItem) => - group.title ? `${group.category}:${modelKey(item)}` : modelKey(item) +const clamp = (value: number) => Math.max(0, Math.min(1, value)) + +const round = (value: number) => Math.round(value * 1000) / 1000 type ModelRow = { id: string; item: ModelItem; group: ModelGroup } @@ -631,10 +637,8 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState let timer: ReturnType | undefined onCleanup(() => clearTimeout(timer)) - const models = createMemo(() => controller.models(store.search)) - const groups = createMemo((): ModelGroup[] => { - const providers = controller.groups(models()) + const providers = controller.groups(controller.models(store.search)) if (store.search.trim()) return providers @@ -647,12 +651,13 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState }) const rows = createMemo(() => - groups().flatMap((group) => group.items.map((item): ModelRow => ({ id: rowKey(group, item), item, group }))), + groups().flatMap((group) => group.items.map((item): ModelRow => ({ id: modelKey(item), item, group }))), ) const rowItem = (id: string) => rows().find((row) => row.id === id)?.item const flyoutItem = () => (store.flyout ? rowItem(store.flyout) : undefined) const variantsOf = (item: ModelItem) => Object.keys(item.variants ?? {}) + const favorite = (item: ModelItem) => controller.favorites().some((entry) => modelKey(entry) === modelKey(item)) const variant = (item: ModelItem) => modelKey(item) in staged ? (staged[modelKey(item)] ?? undefined) : controller.variant(item) @@ -660,6 +665,8 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState const choose = (item: ModelItem, value?: string | null) => controller.select(item, value === undefined ? staged[modelKey(item)] : value) + const setSearch = (value: string) => setStore({ search: value, flyout: "", keyboard: true, navigated: false }) + const manage = async () => { const { DialogManageModels } = await import("./manage") void dialog.show(() => ) @@ -669,27 +676,25 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState const connect = async () => { const { DialogConnectProvider } = await import("@/providers/connect/dialog") + // The model chosen after connecting applies to this composer. void dialog.show(() => ) } - const setSearch = (value: string) => setStore({ search: value, flyout: "", keyboard: true, navigated: false }) - const triangle = createSafeTriangle({ flyout: () => (flyoutItem() && flyoutRef?.isConnected ? flyoutRef : undefined), }) const openFlyout = (id: string, row: HTMLElement) => { - const box = row.closest('[data-slot="dialog-container"]')?.getBoundingClientRect() - - if (!box) return - // Beside the dialog's end edge, else its start edge, else over the dialog: always inside the layer that holds it. + if (!row.closest('[data-slot="dialog-container"]')) return + const box = row.getBoundingClientRect() + // 6px beside the row's end edge, else its start edge, else over the dialog: always inside the layer that holds it. const bounds = row.closest("[data-dialog-layer]")?.getBoundingClientRect() - const fits = (x: number) => !bounds || (x >= bounds.left && x + 200 <= bounds.right) - const end = language.direction() === "rtl" ? box.left - 4 - 200 : box.right + 4 - const start = language.direction() === "rtl" ? box.right + 4 : box.left - 4 - 200 - const over = bounds ? Math.max(bounds.left, Math.min(end, bounds.right - 200)) : end + const fits = (x: number) => !bounds || (x >= bounds.left && x + 160 <= bounds.right) + const end = language.direction() === "rtl" ? box.left - 6 - 160 : box.right + 6 + const start = language.direction() === "rtl" ? box.right + 6 : box.left - 6 - 160 + const over = bounds ? Math.max(bounds.left, Math.min(end, bounds.right - 160)) : end const left = fits(end) ? end : fits(start) ? start : over - const top = row.getBoundingClientRect().top - 2 + const top = box.top - 2 setStore({ flyout: id, warm: true, position: { left, top } }) // A fixed element is placed against the viewport unless an ancestor contains it, as a component preview that holds @@ -700,24 +705,34 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState setStore("position", { left: left * 2 - placed.left, top: top * 2 - placed.top }) } + // The row whose flyout is waiting on the open delay. + let pending = "" + const hover = (id: string, row: HTMLElement) => { - if (list?.active()?.id === id && !store.keyboard) return + // A row highlighted by a scroll has no flyout yet, so moving on it still opens one. + if (list?.active()?.id === id && !store.keyboard && (store.flyout === id || pending === id)) return list?.setActive(id) setStore("keyboard", false) clearTimeout(timer) + pending = "" + const item = rowItem(id) - if (store.warm) { - openFlyout(id, row) + if (!item) return setStore("flyout", "") - return - } + if (store.warm) return openFlyout(id, row) setStore("flyout", "") - timer = setTimeout(() => openFlyout(id, row), 100) + pending = id + timer = setTimeout(() => { + pending = "" + openFlyout(id, row) + }, 100) } // Rows the pointer crosses on its way into the open flyout leave it alone. const move = (id: string, event: MouseEvent & { currentTarget: HTMLElement }) => { + // A still cursor must not take the highlight while the arrow keys scroll rows beneath it. + if (event.movementX === 0 && event.movementY === 0) return const row = event.currentTarget const point = { x: event.clientX, y: event.clientY } @@ -728,6 +743,75 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState const close = () => setStore("flyout", "") + let pointer: { x: number; y: number } | undefined + createEventListener(document, "pointermove", (event: PointerEvent) => { + pointer = { x: event.clientX, y: event.clientY } + }) + + // Scrolling moves rows under a still cursor without a pointer event. A wheel scroll highlights the row that lands + // under the cursor and moves the flyout beside it; a keyboard scroll keeps its highlight and closes the flyout, + // which would otherwise be left beside a row that moved away. + const follow = () => { + clearTimeout(timer) + pending = "" + + if (store.keyboard || !pointer) return close() + const row = document.elementFromPoint(pointer.x, pointer.y)?.closest('[data-slot="search-list-row"]') + const id = row?.dataset.optionKey + + if (!row || !id || !scroller?.contains(row)) return close() + list?.setActive(id) + triangle.anchor(pointer) + openFlyout(id, row) + } + + let scroller: HTMLDivElement | undefined + + // As on the home page, every header sticks for the whole list, so the next one slides over the stuck one while the + // stuck label fades out over 16px. The topmost stuck header also fades a gradient in as rows scroll beneath it. + const fadeHeaders = () => { + const viewport = scroller?.querySelector('[data-slot="search-list-scroll"]') + + if (!viewport) return + const origin = viewport.getBoundingClientRect().top + const headers = [...viewport.querySelectorAll('[data-slot="search-list-header"]')] + + // Every read before any write, so the scroll lays out once. + const tops = headers.map((header) => header.getBoundingClientRect().top - origin) + const stuck = tops.findLastIndex((top) => top < 0.5) + + const labelOf = (header: HTMLElement | undefined) => + header?.querySelector('[data-slot="model-dialog-header-label"]') ?? undefined + + const labels = headers.map((header, index) => { + const label = labelOf(header) + const next = tops[index + 1] + const nextLabel = labelOf(headers[index + 1]) + + if (!label || next === undefined || !nextLabel) return { label, opacity: 1 } + + // Fades out as the next label comes up, gone just as it would touch this one. + return { label, opacity: clamp((next + nextLabel.offsetTop - label.offsetTop - label.offsetHeight) / 16) } + }) + + const header = headers[stuck] + const row = header?.nextElementSibling + // How far the rows under the stuck header have scrolled beneath it, from where its first row rests. + const hidden = header && row ? header.offsetHeight + 4 - (row.getBoundingClientRect().top - origin) : 0 + + labels.forEach((item) => item.label?.style.setProperty("opacity", String(round(item.opacity)))) + headers.forEach((item, index) => item.toggleAttribute("data-stuck", index === stuck)) + header?.style.setProperty("--model-dialog-header-fade", String(round(clamp(hidden / 16)))) + } + + // Results that change without a scroll, such as a narrower search, move the headers too. + createEffect( + on(rows, () => { + const frame = requestAnimationFrame(fadeHeaders) + onCleanup(() => cancelAnimationFrame(frame)) + }), + ) + createEffect(() => { if (!flyoutItem()) { triangle.reset() @@ -747,6 +831,32 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState }) }) + // The search field keeps focus for the dialog's life: a click anywhere else in the dialog, the rows, the scroll area + // or the flyout, leaves it there, so the arrow keys always move the highlight instead of scrolling a container. + // Tab still reaches the search row's buttons, so Add provider and Manage models stay keyboard accessible. + const field = () => scroller?.querySelector('[data-slot="text-input-v2-input"]') ?? undefined + + const searchButton = (target: EventTarget | null) => + target instanceof Element && !!scroller?.contains(target.closest('[data-slot="text-input-v2-trailing"]')) + + const inDialog = (target: EventTarget | null) => + target instanceof Node && + (!!scroller?.closest('[data-slot="dialog-container"]')?.contains(target) || !!flyoutRef?.contains(target)) + + createEventListener( + document, + "mousedown", + (event: MouseEvent) => { + if (inDialog(event.target) && event.target !== field()) event.preventDefault() + }, + { capture: true }, + ) + + createEventListener(document, "focusin", (event: FocusEvent) => { + if (inDialog(event.target) && event.target !== field() && !searchButton(event.target)) + field()?.focus({ preventScroll: true }) + }) + // The flyout is placed once when it opens, so moving the rows under it closes it instead. createEventListener(window, "resize", close) @@ -755,8 +865,8 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState if (!active) return event.preventDefault() controller.toggleFavorite(active.item) - // Unfavoriting removes the Favorites row that was highlighted, so keep the model highlighted in its group. - list?.setActive(rowItem(active.id) ? active.id : modelKey(active.item)) + // The model moves between Favorites and its group under the same key, so the highlight follows it. + list?.setActive(active.id) setStore({ flyout: "", keyboard: true }) return @@ -793,12 +903,12 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState ) } @@ -851,7 +960,23 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState
{/* Scrolling moves the flyout's row away without a pointer event, which would leave it detached. */} -
createEventListener(element, "scroll", close, { capture: true })}> +
{ + scroller = element + createEventListener( + element, + "scroll", + () => { + follow() + fadeHeaders() + }, + { capture: true }, + ) + // A wheel scroll is the pointer's, so the highlight and flyout follow the row under it. + createEventListener(element, "wheel", () => setStore("keyboard", false), { passive: true }) + }} + > (list = handle)} query={store.search} @@ -859,15 +984,6 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState placeholder={language.t("dialog.model.search.placeholder")} trailing={ <> - - } - aria-label={language.t("common.clear")} - onPointerDown={(event: PointerEvent) => event.preventDefault()} - onClick={() => setSearch("")} - /> - } + icon={} aria-label={language.t("command.provider.connect")} - onPointerDown={(event: PointerEvent) => event.preventDefault()} onClick={connect} /> } + icon={} aria-label={language.t("dialog.model.manage")} - onPointerDown={(event: PointerEvent) => event.preventDefault()} onClick={manage} /> @@ -896,22 +1010,13 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState items={rows()} key={(row) => row.id} section={(row) => row.group.category} - same={(a, b) => modelKey(a.item) === modelKey(b.item)} header={(row) => ( - - - {labels.name(row.item.provider)} - - {(workspace) => {workspace()}} - - - } - > - {(title) => {title()}} - + + {row.group.title ?? labels.name(row.item.provider)} + + {(workspace) => {workspace()}} + + )} empty={language.t("dialog.model.empty")} onSelect={(row) => choose(row.item)} @@ -923,16 +1028,6 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState -
- - - {language.t("dialog.model.hint.variant")} - - - - {language.t("dialog.model.hint.favorite")} - -
{(item) => ( @@ -941,38 +1036,56 @@ export function DialogSelectModel(props: { provider?: string; model?: ModelState ref={(element) => (flyoutRef = element)} data-component="menu-v2-content" data-slot="model-dialog-flyout" - class="!fixed max-h-[400px] w-[200px] overflow-y-auto !p-0 !animate-none" style={{ left: `${store.position.left}px`, top: `${store.position.top}px` }} onMouseEnter={() => triangle.cancel()} > - 0}> -
- - {(value) => ( -
event.currentTarget.setAttribute("data-highlighted", "")} - onMouseLeave={(event) => event.currentTarget.removeAttribute("data-highlighted")} - onClick={() => choose(item(), value ?? null)} - > - - {value ?? language.t("common.default")} - - - - -
- )} - -
- - + {/* A model without variants still lists Default, its only option. */} + + {(value) => ( +
event.currentTarget.setAttribute("data-highlighted", "")} + onMouseLeave={(event) => event.currentTarget.removeAttribute("data-highlighted")} + onClick={() => choose(item(), value ?? null)} + > + + {value ?? language.t("common.default")} + + + + +
+ )} + +
+
event.currentTarget.setAttribute("data-highlighted", "")} + onMouseLeave={(event) => event.currentTarget.removeAttribute("data-highlighted")} + onClick={() => { + // The row moves between Favorites and its group, so the flyout would be left beside nothing. + controller.toggleFavorite(item()) + close() + }} + > + + {favorite(item()) ? language.t("dialog.model.unfavorite") : language.t("dialog.model.favorite")} + + +
+
+ {/* The full name, "Workspace / Provider", where a workspace badge tells the connections apart. */} +
)} diff --git a/packages/app/src/runtime/i18n/en.ts b/packages/app/src/runtime/i18n/en.ts index 5141d05bbe43..80430be452ec 100644 --- a/packages/app/src/runtime/i18n/en.ts +++ b/packages/app/src/runtime/i18n/en.ts @@ -57,9 +57,15 @@ export const dict = { "command.provider.connect": "Connect an integration", "command.provider.connect.description": "Sign in to OpenCode Go, OpenCode Console, or another model provider", "command.settings.open": "Open settings", + "command.config.reload": "Reload configuration", + "command.config.reload.description": "Reload agents, commands, skills, MCP servers and plugins from your config", + "command.config.reload.pending": "Reloading configuration…", + "command.config.reload.done": "Configuration reloaded", + "command.config.reload.failed": "Couldn't reload configuration", "command.usage.view": "View usage", "command.usage.view.description": "See your OpenCode Go allowance and Console budgets", "command.session.location.cycle": "Cycle session location", + "session.location.toggle": "Toggle session location", "command.palette": "Search everything", "command.commands.search": "Search commands", @@ -123,6 +129,8 @@ export const dict = { "palette.group.settings": "Settings", "palette.session.location": "{{project}} · {{server}}", + "dialog.provider.title": "Integrations", + "dialog.provider.description": "Connect services so OpenCode can use them.", "dialog.provider.search.placeholder": "Search providers", "dialog.provider.empty": "No providers found", "dialog.provider.group.popular": "Popular", @@ -130,6 +138,7 @@ export const dict = { "dialog.provider.group.services": "Services", "dialog.provider.environmentOnly": "Environment only", "dialog.provider.signInRequired": "Sign in required →", + "dialog.provider.needsSignIn": "Needs sign-in", "dialog.provider.connected": "Connected", "dialog.provider.connections.count.one": "{{count}} connection", "dialog.provider.connections.count.other": "{{count}} connections", @@ -155,9 +164,7 @@ export const dict = { "dialog.model.favorites": "Favorites", "dialog.model.recent": "Recent", "dialog.model.hint.navigate": "Navigate", - "dialog.model.hint.variant": "Variant", "dialog.model.hint.select": "Select", - "dialog.model.hint.favorite": "Favorite", "dialog.model.favorite": "Favorite", "dialog.model.unfavorite": "Unfavorite", @@ -577,7 +584,6 @@ export const dict = { "session.tab.add": "Add tab", "session.tab.recentHint": "Hold {{key}} for recently closed", "session.tab.showMore": "Show more", - "session.tab.showLess": "Show less", "session.tab.new": "New tab", "session.tab.unknown": "Unknown Session", "session.panel.reviewAndFiles": "Review and files", @@ -623,6 +629,14 @@ export const dict = { "session.activity.subagents.other": "{{count}} subagents", "session.activity.shells.one": "{{count}} shell", "session.activity.shells.other": "{{count}} shells", + "session.activity.shell.back": "Back to background work", + "session.activity.shell.stop": "Stop", + "session.activity.shell.stopping": "Stopping…", + "session.activity.shell.exited": "Exited", + "session.activity.shell.exitCode": "Exited with code {{code}}", + "session.activity.shell.timeout": "Timed out", + "session.activity.shell.killed": "Stopped", + "session.activity.shell.empty": "No output yet", "session.activity.summary": "{{subagents}} · {{shells}}", "session.activity.section.subagents": "Subagents", "session.activity.section.shells": "Shells", @@ -660,6 +674,7 @@ export const dict = { "session.quote.actions": "Quote selection", "session.quote.add": "Quote", "session.quote.addWithComment": "Quote and comment", + "session.quote.commentPlaceholder": "Add a comment about this quote", "session.quote.tooLong": "Selection too long", "session.header.open.finder": "Finder", "session.header.open.fileExplorer": "File Explorer", @@ -668,6 +683,7 @@ export const dict = { "session.header.reveal.fileExplorer": "Reveal in File Explorer", "session.header.reveal.containingFolder": "Open containing folder", "session.location.copyPath": "Copy path", + "session.location.copyBranch": "Copy branch name", "session.location.noBranch": "No branch", "settings.tab.servers": "Servers", @@ -764,8 +780,8 @@ export const dict = { "settings.experimental.description": "Try experimental features", "settings.experimental.row.newIcons.title": "New icons", "settings.experimental.row.newIcons.description": "Preview the updated icon set", - "settings.experimental.row.newModelPicker.title": "New model picker", - "settings.experimental.row.newModelPicker.description": "Preview the redesigned model picker", + "settings.experimental.row.foldUserMessages.title": "Fold long messages", + "settings.experimental.row.foldUserMessages.description": "Fold your messages past 12 lines behind a Read more button", "settings.plugins.reload": "Reload", "settings.plugins.status.loading": "Loading", "settings.plugins.status.failed": "Failed", @@ -1127,6 +1143,7 @@ export const dict = { "session.new.workspace.search.placeholder": "Search worktrees", "session.new.workspace.search.empty": "No matching worktrees", "session.new.location.select": "Select", + "session.new.location.otherProjects": "Other projects", "session.new.location.worktrees": "Worktrees", "session.new.location.back": "Back to projects", "session.new.location.servers": "Servers", diff --git a/packages/app/src/runtime/persistence/drafts.test.ts b/packages/app/src/runtime/persistence/drafts.test.ts index fb07cd900fd2..8556dbea4644 100644 --- a/packages/app/src/runtime/persistence/drafts.test.ts +++ b/packages/app/src/runtime/persistence/drafts.test.ts @@ -1,5 +1,12 @@ import { describe, expect, test } from "bun:test" -import { createDraftStore, draftTextChunk, draftTextThreshold, resolveBlobUrl } from "./drafts" +import { + blobDataUrl, + createDraftStore, + draftTextChunk, + draftTextThreshold, + resolveBlobUrl, + setMediaBlobLoader, +} from "./drafts" function memoryDriver() { const documents = new Map() @@ -16,10 +23,12 @@ function memoryDriver() { // missing is refused. set: async (key: string, value: string, strict: boolean) => { const ids = new Set() + // oxlint-disable anti-slop/no-runtime-typeof, anti-slop/no-unknown-parameters -- mirrors the stores' scan of opaque serialized documents JSON.parse(value, (_key, item) => { if (item?.blob && typeof item.blob.id === "string") ids.add(item.blob.id) if (item?.blob && Array.isArray(item.blob.ids)) item.blob.ids.forEach((id: unknown) => ids.add(String(id))) + // oxlint-enable anti-slop/no-runtime-typeof, anti-slop/no-unknown-parameters return item }) @@ -337,3 +346,75 @@ describe("draft store image retention", () => { expect(await resolveBlobUrl({ id: "gone" })).toBeUndefined() }) }) + +describe("draft store media refs", () => { + const png = "iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAQAAAC1HAwCAAAAC0lEQVR42mNk+A8AAQUBAScY42YAAAAASUVORK5CYII=" + const pngDataUrl = `data:image/png;base64,${png}` + + // A server's media blobs, served through the authenticated loader the way the media cache does. + const serveMedia = (key: string, blobs: Map) => { + const loads: string[] = [] + setMediaBlobLoader(key, async (uri) => { + loads.push(uri) + + return blobs.get(uri.slice("media:".length)) + }) + + return { loads, close: () => setMediaBlobLoader(key, undefined) } + } + + test("a media: ref is saved with its bytes, restored, and submitted as bytes after the server sweeps it", async () => { + const hash = "a".repeat(64) + const ref = `media:${hash}` + const server = new Map([[hash, pngDataUrl]]) + const media = serveMedia("srv-draft-media", server) + + try { + const memory = memoryDriver() + const store = createDraftStore(memory.driver) + // The composer holds the URL-neutral ref a restored message carries; `media:` is never fetched directly. + const live = { id: ref, url: ref } + await store.setDocument("doc", { prompt: [{ type: "image", mime: "image/png", blob: live }] }) + + const stored = JSON.parse(memory.documents.get("doc")!).prompt[0].blob + expect(stored.id).not.toContain("media:") + expect(Buffer.from(await memory.blobs.get(stored.id)!.arrayBuffer()).toString("base64")).toBe(png) + expect(media.loads).toEqual([ref]) + + // Later saves reuse the draft's copy instead of loading the blob again. + await store.setDocument("doc", { prompt: [{ type: "image", mime: "image/png", blob: live }], cursor: 1 }) + expect(JSON.parse(memory.documents.get("doc")!).prompt[0].blob.id).toBe(stored.id) + expect(media.loads).toEqual([ref]) + + // GC: the inbox item or message that referenced the blob is gone and the server swept it. + server.delete(hash) + + const restored = JSON.parse((await createDraftStore(memory.driver).getItem("doc"))!).prompt[0].blob + expect(restored.id).toBe(stored.id) + expect(await blobDataUrl(restored, "image/png")).toBe(pngDataUrl) + expect(await blobDataUrl(live, "image/png")).toBe(pngDataUrl) + expect(media.loads).toEqual([ref]) + } finally { + media.close() + } + }) + + test("a media ref no server can serve saves without failing and submits as the ref", async () => { + const ref = `media:${"b".repeat(64)}` + const media = serveMedia("srv-draft-media-gone", new Map()) + const error = console.error + console.error = () => {} + + try { + const memory = memoryDriver() + const store = createDraftStore(memory.driver) + await store.setDocument("doc", { prompt: [{ type: "image", mime: "image/png", blob: { id: ref, url: ref } }] }) + expect(JSON.parse(memory.documents.get("doc")!).prompt[0].blob).toEqual({ id: ref }) + expect(await resolveBlobUrl({ id: ref, url: ref })).toBeUndefined() + expect(await blobDataUrl({ id: ref, url: ref }, "image/png")).toBe(ref) + } finally { + console.error = error + media.close() + } + }) +}) diff --git a/packages/app/src/runtime/persistence/drafts.ts b/packages/app/src/runtime/persistence/drafts.ts index 884c8fff6ae0..00d5bd66fb64 100644 --- a/packages/app/src/runtime/persistence/drafts.ts +++ b/packages/app/src/runtime/persistence/drafts.ts @@ -1,7 +1,10 @@ import type { AsyncStorage } from "@solid-primitives/storage" import { Option, Schema } from "effect" +import { mediaHashFromUri } from "@/runtime/server/media" -type BlobReference = { id: string; url: string } +/* oxlint-disable anti-slop/no-unknown-parameters, anti-slop/no-unknown-returns, anti-slop/no-runtime-typeof, anti-slop/no-unsafe-dictionary-type, anti-slop/require-safety-comment-for-type-assertion, anti-slop/no-known-value-widening -- the store walks opaque persisted JSON in every shape earlier releases wrote, and IndexedDB hands back untyped values */ + +export type BlobReference = { id: string; url: string } type Driver = { get(key: string): Promise @@ -51,15 +54,63 @@ const aliases = new Map() // Fetches image bytes from the store created last. Documents load without their bytes; a consumer // that renders or sends an image resolves its URL through here, so a history full of large // attachments costs nothing at startup. +type MediaBlobLoader = (uri: string) => Promise + let loader: ((id: string) => Promise) | undefined +const mediaLoaders = new Map() + +export function setMediaBlobLoader(key: string, next: MediaBlobLoader | undefined) { + mediaLoaders.delete(key) + + if (next) mediaLoaders.set(key, next) +} + +async function loadMediaBlobUrl(uri: string, serverKey?: string) { + if (serverKey) { + const keyed = mediaLoaders.get(serverKey) + + if (keyed) { + const url = await keyed(uri).catch(() => undefined) + + if (url) return url + } + } + + for (const [key, candidate] of [...mediaLoaders.entries()].reverse()) { + if (key === serverKey) continue + const url = await candidate(uri).catch(() => undefined) + + if (url) return url + } + + return undefined +} + +// The bytes behind a `media:` ref, through the authenticated media loader; `media:` is not +// fetchable itself. Undefined once no server can serve it (swept, offline, or the flag is off). +async function loadMediaBlob(uri: string, serverKey?: string) { + const url = await loadMediaBlobUrl(uri, serverKey).catch(() => undefined) + + if (!url) return undefined + + return fetch(url).then( + (response) => (response.ok ? response.blob() : undefined), + () => undefined, + ) +} + /** The object URL for an image reference, loading its bytes from the draft store on first use. */ -export function resolveBlobUrl(blob: { id: string; url?: string }) { - if (blob.url) return Promise.resolve(blob.url) +export function resolveBlobUrl(blob: { id: string; url?: string; server?: string }) { + if (blob.url && !mediaHashFromUri(blob.url)) return Promise.resolve(blob.url) const existing = retained.get(aliases.get(blob.id) ?? blob.id) if (existing) return Promise.resolve(existing.url) + if (mediaHashFromUri(blob.id)) return loadMediaBlobUrl(blob.id, blob.server) + + if (blob.url) return Promise.resolve(blob.url) + return loader?.(blob.id) ?? Promise.resolve(undefined) } @@ -267,11 +318,26 @@ export function createDraftStore(driver: Driver, options: { grace?: number } = { return { ...item, blob: { id } } } + // Drafts own their bytes: the server sweeps a media blob once no message or inbox item references + // it, so the first save copies the bytes into the draft store and later saves reuse that copy. + if (typeof blob.id === "string" && mediaHashFromUri(blob.id) && !retained.has(aliases.get(blob.id) ?? "")) { + const data = await loadMediaBlob(blob.id, typeof blob.server === "string" ? blob.server : undefined) + + // Nothing serves the bytes anymore; the reference is dropped on read like any blob with no bytes. + if (!data) return { ...item, blob: { id: blob.id } } + const id = await driver.putBlob(data) + blobUrl(id, data, grace) + aliases.set(blob.id, id) + sources.set(id, { blob: async () => data }) + + return { ...item, blob: { id } } + } + if (typeof blob.id === "string") { // A live reference keeps the id it was created with; publish the id its bytes now live under. const id = aliases.get(blob.id) ?? blob.id const kept = retained.get(id)?.blob - const url = typeof blob.url === "string" ? blob.url : retained.get(id)?.url + const url = typeof blob.url === "string" && !mediaHashFromUri(blob.url) ? blob.url : retained.get(id)?.url if (kept) sources.set(id, { blob: async () => kept }) else if (url) sources.set(id, { blob: () => fetch(url).then((response) => response.blob()) }) @@ -550,10 +616,14 @@ function referenced(json: string) { return ids } +// Submits always carry the bytes, so a send never depends on a server blob that may have been swept. +// A `media:` ref goes out only when no bytes are reachable here; the server still resolves it if it can. export async function blobDataUrl(blob: BlobReference, mime: string) { const kept = retained.get(aliases.get(blob.id) ?? blob.id) const url = kept ? undefined : await resolveBlobUrl(blob) + if (!kept && !url && mediaHashFromUri(blob.id)) return blob.id + if (!kept && !url) throw new Error(`Attachment ${blob.id} has no stored bytes`) const data = kept ? kept.blob : await fetch(url!).then((response) => response.blob()) @@ -568,6 +638,24 @@ export async function blobDataUrl(blob: BlobReference, mime: string) { }) } +/** + * A local copy of the bytes behind a `media:` reference, loaded through the media loader, for a draft about to + * outlive the server's copy: cancelling an inbox item sweeps blobs nothing else references. Other references return + * unchanged; a ref nothing serves anymore throws, so the caller can stop before dropping the last server copy. + */ +export async function pinMediaBlob(blob: BlobReference): Promise { + const ref = [blob.id, blob.url].find((uri) => mediaHashFromUri(uri)) + + if (!ref) return blob + const data = await loadMediaBlob(ref) + + if (!data) throw new Error(`Attachment ${ref} is no longer available`) + + return createBlobReference(data) +} + +// A `media:` ref is no URL a renderer can load, so it keeps the empty URL a draft-store id has and resolves +// through `resolveBlobUrl`; drafts saved this way stay readable by versions that predate media refs. export function createLegacyBlobReference(dataUrl: string): BlobReference { - return { id: dataUrl, url: dataUrl } + return { id: dataUrl, url: mediaHashFromUri(dataUrl) ? "" : dataUrl } } diff --git a/packages/app/src/runtime/plugin/closed-tabs-view.tsx b/packages/app/src/runtime/plugin/closed-tabs-view.tsx index 7c9a38489718..d47069954fed 100644 --- a/packages/app/src/runtime/plugin/closed-tabs-view.tsx +++ b/packages/app/src/runtime/plugin/closed-tabs-view.tsx @@ -28,12 +28,18 @@ function ClosedTabVisual(props: { entry: ClosedSideTab }): JSX.Element { const icon = () => (props.entry.icon && isIconName(props.entry.icon) ? props.entry.icon : "file-document") return ( - + } > - {(file) => } + {(file) => ( + + )} {props.entry.file ? getFilename(props.entry.file) : props.entry.title} @@ -71,7 +77,7 @@ export function ClosedTabsSection(props: { entries: readonly ClosedSideTab[]; on )} - SECTION_LIMIT}> + SECTION_LIMIT}>

@@ -112,7 +126,7 @@ function ClosedTabsItems(props: { entries: readonly ClosedSideTab[]; onReopen: ( {(entry, index) => ( props.onReopen(entry.key)} shortcut={ 0}> diff --git a/packages/app/src/runtime/server/api.test.ts b/packages/app/src/runtime/server/api.test.ts index 996abb048e6e..5476e4173e86 100644 --- a/packages/app/src/runtime/server/api.test.ts +++ b/packages/app/src/runtime/server/api.test.ts @@ -1,5 +1,5 @@ import { expect, test } from "bun:test" -import { authFromToken, authTokenFromCredentials, fileStreamUrl } from "./api" +import { authFromToken, authTokenFromCredentials, createApiForServer, fileStreamUrl } from "./api" test.each([ [btoa("opencode:secret"), { password: "secret" }], @@ -23,3 +23,42 @@ test("fileStreamUrl never puts a credential in a media URL", () => { "http://127.0.0.1:4096/api/fs/read/clips/final%20cut.mp4?location%5Bdirectory%5D=%2Fwork%2Fapp", ) }) + +test("only message and inbox reads ask for media refs, so other cross-origin requests stay unpreflighted", async () => { + const requests: Array<{ path: string; headers: Headers }> = [] + + const api = createApiForServer({ + server: { url: "https://server.example:4096", password: "secret" }, + // SAFETY: the API client only calls fetch with a URL and init, which this stub accepts. + fetch: (async (input: string | URL | Request, init?: RequestInit) => { + requests.push({ + path: new URL(input instanceof Request ? input.url : input).pathname, + headers: new Headers(init?.headers), + }) + + return Response.json({ data: [], cursor: {} }) + }) as typeof fetch, + }) + + await api.message.list({ sessionID: "ses_1" }) + await api.message.list({ sessionID: "ses_1" }, { mediaRefs: false, headers: { "X-Trace": "1" } }) + await api.session.message.get({ sessionID: "ses_1", messageID: "msg_1" }) + await api.session.inbox.list({ sessionID: "ses_1" }, { headers: { "X-Trace": "1" } }) + await api.session.list() + + expect( + requests.map((request) => [ + request.path, + request.headers.get("x-opencode-capabilities"), + request.headers.get("authorization"), + ]), + ).toEqual([ + ["/api/session/ses_1/message", "experimental-media-uri", `Basic ${btoa("opencode:secret")}`], + ["/api/session/ses_1/message", null, `Basic ${btoa("opencode:secret")}`], + ["/api/session/ses_1/message/msg_1", "experimental-media-uri", `Basic ${btoa("opencode:secret")}`], + ["/api/session/ses_1/inbox", "experimental-media-uri", `Basic ${btoa("opencode:secret")}`], + ["/api/session", null, `Basic ${btoa("opencode:secret")}`], + ]) + expect(requests[1].headers.get("x-trace")).toBe("1") + expect(requests[3].headers.get("x-trace")).toBe("1") +}) diff --git a/packages/app/src/runtime/server/api.ts b/packages/app/src/runtime/server/api.ts index d0b2eea0794e..5da5f219b344 100644 --- a/packages/app/src/runtime/server/api.ts +++ b/packages/app/src/runtime/server/api.ts @@ -1,4 +1,10 @@ -import { OpenCode, type OpenCodeClient } from "@opencode/client/promise" +import { + OpenCode, + type MessageListInput, + type OpenCodeClient, + type SessionInboxListInput, + type SessionMessageGetInput, +} from "@opencode/client/promise" import type { ServerConnection } from "@/runtime/server/registry" import { decode64 } from "@/runtime/persistence/base64" @@ -19,21 +25,63 @@ export function authFromToken(token: string | null) { } } -export function createApiForServer(input: { - server: ServerConnection.HttpBase - fetch?: typeof globalThis.fetch -}): OpenCodeClient { - return OpenCode.make({ - baseUrl: input.server.url, - fetch: input.fetch, - headers: input.server.password - ? { - Authorization: `Basic ${authTokenFromCredentials({ - password: input.server.password, - })}`, - } - : undefined, - }) +export const MEDIA_URI_CAPABILITY = "experimental-media-uri" + +export const CAPABILITIES_HEADER = "X-OpenCode-Capabilities" + +/** `mediaRefs: false` reads stored media as inline bytes, for callers such as export that need self-contained messages. */ +export type ServerRequestOptions = OpenCode.RequestOptions & { readonly mediaRefs?: false } + +export function createApiForServer(input: { server: ServerConnection.HttpBase; fetch?: typeof globalThis.fetch }) { + return withMediaRefs( + OpenCode.make({ + baseUrl: input.server.url, + fetch: input.fetch, + headers: input.server.password + ? { + Authorization: `Basic ${authTokenFromCredentials({ + password: input.server.password, + })}`, + } + : undefined, + }), + ) +} + +/** + * Only the message and inbox reads can return stored media as `media:` refs, so only they carry the capability. + * A custom header makes a cross-origin request preflighted, which every other request must keep avoiding. + */ +function withMediaRefs(api: OpenCodeClient) { + return { + ...api, + message: { + ...api.message, + list: (input: MessageListInput, options?: ServerRequestOptions) => + api.message.list(input, mediaRefOptions(options)), + }, + session: { + ...api.session, + message: { + ...api.session.message, + get: (input: SessionMessageGetInput, options?: ServerRequestOptions) => + api.session.message.get(input, mediaRefOptions(options)), + }, + inbox: { + ...api.session.inbox, + list: (input: SessionInboxListInput, options?: ServerRequestOptions) => + api.session.inbox.list(input, mediaRefOptions(options)), + }, + }, + } +} + +function mediaRefOptions(options: ServerRequestOptions | undefined): OpenCode.RequestOptions | undefined { + if (options?.mediaRefs === false) return options + const headers = new Headers(options?.headers) + headers.set(CAPABILITIES_HEADER, MEDIA_URI_CAPABILITY) + + return { ...options, headers } } /** @@ -53,4 +101,4 @@ export function fileStreamUrl(server: ServerConnection.HttpBase, input: { path: return url.href } -export type ServerApi = OpenCodeClient +export type ServerApi = ReturnType diff --git a/packages/app/src/runtime/server/client.tsx b/packages/app/src/runtime/server/client.tsx index 7c15e9656a0f..a54a947f2a28 100644 --- a/packages/app/src/runtime/server/client.tsx +++ b/packages/app/src/runtime/server/client.tsx @@ -3,6 +3,8 @@ import { createClientConnection, createPtyClient, type ClientConnectionStatus } import { createGlobalEmitter } from "@solid-primitives/event-bus" import { type Accessor, createEffect, on, onCleanup } from "solid-js" import { createApiForServer, type ServerApi } from "@/runtime/server/api" +import { createMediaCache, type MediaCache } from "@/runtime/server/media" +import { setMediaBlobLoader } from "@/runtime/persistence/drafts" import { usePlatform } from "@/runtime/platform/platform" import { ServerConnection } from "./registry" import { createRefCountMap } from "@/runtime/server/refcount" @@ -65,6 +67,7 @@ type ServerSDKBase = { /** The connection the API currently uses, which a managed server's reconnect may replace. */ http: ServerConnection.HttpBase api: ServerApi + media: MediaCache pty: ReturnType connection: { status: Accessor @@ -77,19 +80,16 @@ type ServerSDKBase = { function createServerSdkContextBase(server: ServerConnection.Any, scope: ServerScope): ServerSDKBase { const platform = usePlatform() const transport = createServerTransport({ http: server.http, fetch: platform.fetch }) - - if (server.type === "plugin") { - createEffect( - on( - () => `${server.http.url}\0${server.http.password ?? ""}`, - () => transport.update(server.http), - { defer: true }, - ), - ) - } + const media = createMediaCache(() => transport.api) + const serverKey = ServerConnection.key(server) + setMediaBlobLoader(serverKey, (uri) => media.load(uri)) + onCleanup(() => { + setMediaBlobLoader(serverKey, undefined) + media.dispose() + }) const events = createOpenCodeEventSource() - const reconnect = server.type === "plugin" || server.type === "sidecar" ? server.reconnect : undefined + const reconnect = resolveEndpoint(server) const connection = createClientConnection(transport.api, { reconnect: reconnect ? async (signal) => transport.update(await reconnect(signal)) : undefined, @@ -101,11 +101,28 @@ function createServerSdkContextBase(server: ServerConnection.Any, scope: ServerS log: { info(message, data) { if (message !== "event stream disconnected") return - console.info("[global-sdk] event stream disconnected", { url: transport.url, managed: !!reconnect, ...data }) + const managed = server.type === "plugin" ? server.managed : !!reconnect + console.info("[global-sdk] event stream disconnected", { url: transport.url, managed, ...data }) }, }, }) + // The plugin reports a new endpoint: requests use it at once, and a connected stream moves to it now. An endpoint + // the stream's own reconnect already moved to needs neither. + if (server.type === "plugin") { + createEffect( + on( + () => `${server.http.url}\0${server.http.password ?? ""}`, + () => { + if (sameEndpoint(transport.http, server.http)) return + transport.update(server.http) + connection.internal.resync("Server endpoint changed") + }, + { defer: true }, + ), + ) + } + return { server, scope, @@ -118,6 +135,7 @@ function createServerSdkContextBase(server: ServerConnection.Any, scope: ServerS get api() { return transport.api }, + media, get pty() { return transport.pty }, @@ -126,6 +144,25 @@ function createServerSdkContextBase(server: ServerConnection.Any, scope: ServerS } } +/** + * Where the event stream connects after a disconnect. A plugin's server can exist before the plugin reports its + * endpoint (a server restored from the plugin's last inventory starts on a placeholder) and can move at any time, so + * its stream always resolves the plugin's current endpoint, through the plugin's `reconnect` when it has one then. + */ +function resolveEndpoint( + server: ServerConnection.Any, +): ((signal: AbortSignal) => Promise) | undefined { + if (server.type === "plugin") return (signal) => server.reconnect?.(signal) ?? Promise.resolve(server.http) + + if (server.type === "sidecar") return server.reconnect + + return undefined +} + +function sameEndpoint(a: ServerConnection.HttpBase, b: ServerConnection.HttpBase) { + return a.url === b.url && a.password === b.password +} + /** A server's HTTP and PTY clients, rebuilt when its endpoint changes. */ export interface ServerTransport { /** Rebuilds the clients for a new endpoint and returns the new API client. */ @@ -146,7 +183,10 @@ export function createServerTransport(input: { }): ServerTransport { const queue = createRequestQueue({ fetch: input.fetch ?? globalThis.fetch }) - const build = (http: ServerConnection.HttpBase) => { + // Keeps the endpoint as plain values: a plugin's endpoint can be a store proxy that already reads the next password, + // and the clients built here keep the one they started with. + const build = (input: ServerConnection.HttpBase) => { + const http = { url: input.url, password: input.password } const api = createApiForServer({ server: http, fetch: queue.fetch }) return { http, api, pty: createPtyClient(api, { url: http.url }) } @@ -156,6 +196,7 @@ export function createServerTransport(input: { return { update(http: ServerConnection.HttpBase) { + if (sameEndpoint(http, state.current.http)) return state.current.api state.current = build(http) return state.current.api diff --git a/packages/app/src/runtime/server/image.test.ts b/packages/app/src/runtime/server/image.test.ts index 97ad9a7a026d..70daa1c1d309 100644 --- a/packages/app/src/runtime/server/image.test.ts +++ b/packages/app/src/runtime/server/image.test.ts @@ -1,6 +1,9 @@ import { describe, expect, test } from "bun:test" +import { resolveObjectURL } from "node:buffer" +import { resolveBlobUrl, setMediaBlobLoader } from "../persistence/drafts" import { createApiForServer } from "./api" import { readLocalImage } from "./image" +import { createMediaCache } from "./media" function setup( respond: (init?: RequestInit) => Response | Promise = () => new Response(new Uint8Array([0, 127, 255])), @@ -9,6 +12,7 @@ function setup( const api = createApiForServer({ server: { url: "https://server.example:4096", password: "secret" }, + // SAFETY: the API client only calls fetch with a URL and init, which this stub accepts. fetch: (async (input: string | URL | Request, init?: RequestInit) => { requests.push({ url: new URL(input instanceof Request ? input.url : input), init }) @@ -43,6 +47,7 @@ describe("readLocalImage", () => { expect([...requests[0].url.searchParams]).toEqual([["location[directory]", directory]]) expect(requests[0].init?.method).toBe("GET") expect(new Headers(requests[0].init?.headers).get("authorization")).toBe(`Basic ${btoa("opencode:secret")}`) + expect(new Headers(requests[0].init?.headers).has("x-opencode-capabilities")).toBe(false) expect(requests[0].init?.signal).toBe(signal) }) @@ -101,11 +106,13 @@ describe("readLocalImage", () => { expect(requests).toHaveLength(0) }) + // oxlint-disable anti-slop-effect/no-manual-tagged-construction -- these are the JSON error bodies the server sends test.each([ [400, { _tag: "RequestError", message: "Cannot read image" }], [401, { _tag: "RequestError", message: "Cannot read image" }], [404, { _tag: "FileNotFoundError", path: "image.png", message: "File not found: image.png" }], ])("propagates declared API errors (%s)", async (status, error) => { + // oxlint-enable anti-slop-effect/no-manual-tagged-construction const { api } = setup(() => Response.json(error, { status })) await expect(readLocalImage(api, "/repo", "image.png", new AbortController().signal)).rejects.toMatchObject(error) }) @@ -139,4 +146,69 @@ describe("readLocalImage", () => { controller.abort() await expect(result).rejects.toMatchObject({ reason: "Transport", cause: controller.signal.reason }) }) + + test("createMediaCache keeps every object URL it handed out valid until dispose", async () => { + const { api } = setup(() => new Response(new Uint8Array([137, 80, 78, 71]))) + const cache = createMediaCache(() => api) + const hashes = Array.from({ length: 200 }, (_, index) => index.toString(16).padStart(64, "0")) + const first = await cache.load(`media:${hashes[0]}`, "image/png") + + await Promise.all(hashes.map((hash) => cache.load(`media:${hash}`, "image/png"))) + + expect(cache.peek(`media:${hashes[0]}`, "image/png")).toBe(first) + expect(await resolveObjectURL(first!)?.bytes()).toEqual(new Uint8Array([137, 80, 78, 71])) + cache.dispose() + expect(cache.peek(`media:${hashes[0]}`, "image/png")).toBeUndefined() + expect(resolveObjectURL(first!)).toBeUndefined() + }) + + test("createMediaCache fetches media: refs from /api/experimental/media/:hash with auth and checks disposed before createObjectURL", async () => { + const hashA = "a".repeat(64) + const hashB = "b".repeat(64) + const { api, requests } = setup(() => new Response(new Uint8Array([137, 80, 78, 71]))) + const cache = createMediaCache(() => api) + + try { + expect(cache.peek(`media:${hashA}`, "image/png")).toBeUndefined() + + const [first, second] = await Promise.all([ + cache.load(`media:${hashA}`, "image/png"), + cache.load(`media:${hashA}`, "image/png"), + ]) + + expect(first).toStartWith("blob:") + expect(second).toBe(first) + expect(cache.peek(`media:${hashA}`, "image/png")).toBe(first) + expect(requests).toHaveLength(1) + expect(requests[0].url.pathname).toBe(`/api/experimental/media/${hashA}`) + expect(new Headers(requests[0].init?.headers).get("authorization")).toBe(`Basic ${btoa("opencode:secret")}`) + + const urlB = await cache.load(`media:${hashB}`, "image/png") + expect(urlB).toStartWith("blob:") + expect(cache.peek(`media:${hashB}`, "image/png")).toBe(urlB) + expect(cache.peek(`media:${hashA}`, "image/png")).toBe(first) + } finally { + cache.dispose() + } + + // Disposing while a fetch is in flight does not create or cache an object URL + let resolveFetch!: (response: Response) => void + const delayed = setup(() => new Promise((resolve) => (resolveFetch = resolve))) + const delayedCache = createMediaCache(() => delayed.api) + const pending = delayedCache.load(`media:${hashA}`, "image/png") + delayedCache.dispose() + resolveFetch(new Response(new Uint8Array([1, 2, 3]))) + expect(await pending).toBeUndefined() + expect(delayedCache.peek(`media:${hashA}`, "image/png")).toBeUndefined() + + // Per-server draft loader keying and cleanup + setMediaBlobLoader("srv-1", async (uri) => `blob:srv1:${uri}`) + setMediaBlobLoader("srv-2", async (uri) => `blob:srv2:${uri}`) + expect(await resolveBlobUrl({ id: `media:${hashA}`, server: "srv-1" })).toBe(`blob:srv1:media:${hashA}`) + expect(await resolveBlobUrl({ id: `media:${hashA}`, server: "srv-2" })).toBe(`blob:srv2:media:${hashA}`) + setMediaBlobLoader("srv-2", undefined) + expect(await resolveBlobUrl({ id: `media:${hashA}` })).toBe(`blob:srv1:media:${hashA}`) + setMediaBlobLoader("srv-1", undefined) + expect(await resolveBlobUrl({ id: `media:${hashA}` })).toBeUndefined() + }) }) diff --git a/packages/app/src/runtime/server/media.ts b/packages/app/src/runtime/server/media.ts new file mode 100644 index 000000000000..7dddc1de67fd --- /dev/null +++ b/packages/app/src/runtime/server/media.ts @@ -0,0 +1,95 @@ +import type { OpenCodeClient } from "@opencode/client/promise" + +const MEDIA_REF = /^media:([0-9a-f]{64})$/ + +/** The blob hash in a `media:` ref, the only form the server sends stored media in. */ +export function mediaHashFromUri(uri: string | undefined): string | undefined { + if (!uri) return undefined + + return MEDIA_REF.exec(uri)?.[1] +} + +export type MediaCache = { + peek(uri: string, mime?: string): string | undefined + load(uri: string, mime?: string, signal?: AbortSignal): Promise + dispose(): void +} + +// Object URLs stay valid until dispose. Rendered attachments, image previews and composer drafts keep the URL they +// were given without releasing it, so revoking one earlier would break an image that is still on screen. +export function createMediaCache(getApi: () => Pick): MediaCache { + const urls = new Map() + const inflight = new Map>() + let disposed = false + + const fetchObjectUrl = (hash: string, mime: string) => + getApi() + .experimental.media.get({ hash }) + .then((bytes) => { + if (disposed) return undefined + + const url = + urls.get(hash) ?? + URL.createObjectURL(new Blob([new Uint8Array(bytes)], { type: mime || "application/octet-stream" })) + + urls.set(hash, url) + + return url + }) + .finally(() => inflight.delete(hash)) + + const read = (hash: string, mime: string) => { + const pending = inflight.get(hash) ?? fetchObjectUrl(hash, mime) + + inflight.set(hash, pending) + + return pending + } + + return { + peek(uri) { + const hash = mediaHashFromUri(uri) + + if (disposed || !hash) return undefined + + return urls.get(hash) + }, + load(uri, mime = "application/octet-stream", signal) { + const hash = mediaHashFromUri(uri) + + if (disposed || signal?.aborted) return Promise.resolve(undefined) + + if (!hash) return Promise.resolve(uri) + const cached = urls.get(hash) + + if (cached) return Promise.resolve(cached) + const pending = read(hash, mime) + + if (!signal) return pending + + return new Promise((resolve, reject) => { + const onAbort = () => resolve(undefined) + + signal.addEventListener("abort", onAbort, { once: true }) + pending.then( + (url) => { + signal.removeEventListener("abort", onAbort) + resolve(signal.aborted ? undefined : url) + }, + (error) => { + signal.removeEventListener("abort", onAbort) + + if (signal.aborted) resolve(undefined) + else reject(error) + }, + ) + }) + }, + dispose() { + disposed = true + inflight.clear() + urls.forEach((url) => URL.revokeObjectURL(url)) + urls.clear() + }, + } +} diff --git a/packages/app/src/runtime/server/sync.tsx b/packages/app/src/runtime/server/sync.tsx index 5952f0c31231..0bd6b3299686 100644 --- a/packages/app/src/runtime/server/sync.tsx +++ b/packages/app/src/runtime/server/sync.tsx @@ -244,6 +244,7 @@ function createServerSyncContextInner(serverSDK: ServerSDK, data: Data) { if (update.time.archived) return rest const previous = projects.find((project) => project.id === update.id) + // The wire payload carries no worktrees; keep the inventory this project already loaded. const next = withWorktreeInventory( previous ? updateProjectInfo(previous, update) : normalizeProjectInfo(update), @@ -314,7 +315,7 @@ function createServerSyncContextInner(serverSDK: ServerSDK, data: Data) { const updateConfigMutation = useMutation(() => ({ mutationFn: async (config: Config) => { // TODO: Restore config updates when the V2 client exposes a config API. - // await serverSDK.api.config.update({ config }) + // await serverSDK.api.experimental.config.update({ config }) throw new Error(`Config updates are unavailable: ${Object.keys(config).length} fields were not saved`) }, onSuccess: () => { @@ -343,10 +344,10 @@ function createServerSyncContextInner(serverSDK: ServerSDK, data: Data) { await toggleMcp({ status, connect: async () => { - await serverSDK.api.mcp.connect({ server: name, location: { directory: key } }) + await serverSDK.api.experimental.mcp.connect({ server: name, location: { directory: key } }) }, disconnect: async () => { - await serverSDK.api.mcp.disconnect({ server: name, location: { directory: key } }) + await serverSDK.api.experimental.mcp.disconnect({ server: name, location: { directory: key } }) }, authenticate: async () => { const server = (await serverSDK.api.mcp.list({ location: { directory: key } })).data.find( diff --git a/packages/app/src/session/commands/export.test.ts b/packages/app/src/session/commands/export.test.ts index fe829d2da21b..156cd825d872 100644 --- a/packages/app/src/session/commands/export.test.ts +++ b/packages/app/src/session/commands/export.test.ts @@ -1,9 +1,11 @@ import { describe, expect, test } from "bun:test" import type { SessionInfo, SessionMessageInfo } from "@opencode/client/promise" -import type { ServerApi } from "@/runtime/server/api" +import type { ServerApi, ServerRequestOptions } from "@/runtime/server/api" import type { Platform } from "@/runtime/platform/platform" import { fetchSessionExport, saveSessionExport, sessionExportFilename } from "./export" +/* oxlint-disable anti-slop/require-safety-comment-for-type-assertion, anti-slop/no-chained-type-assertions -- partial fixtures stand in for API records the export only passes through */ + describe("sessionExportFilename", () => { test.each([ [{ id: "ses_123", title: "Clone PR in worktree from fork" }, "clone-pr-in-worktree-from-fork.json"], @@ -15,7 +17,7 @@ describe("sessionExportFilename", () => { }) describe("fetchSessionExport", () => { - test("fetches every native message page without exporting cursors", async () => { + test("fetches every native message page with inline media and without exporting cursors", async () => { const info = { id: "ses_1", title: "Test Session" } as SessionInfo const first = { id: "msg_1", type: "model-selected" } as unknown as SessionMessageInfo const second = { id: "msg_2", type: "user" } as SessionMessageInfo @@ -24,8 +26,8 @@ describe("fetchSessionExport", () => { const api = { session: { get: async () => info }, message: { - list: async (input: { cursor?: string }) => { - calls.push(input) + list: async (input: { cursor?: string }, options: ServerRequestOptions) => { + calls.push([input, options]) if (!input.cursor) return { data: [first], cursor: { next: "page-2" } } @@ -39,8 +41,8 @@ describe("fetchSessionExport", () => { expect(result).toEqual({ info, messages: [first, second] }) expect(result).not.toHaveProperty("cursor") expect(calls).toEqual([ - { sessionID: "ses_1", limit: 200, order: "asc" }, - { sessionID: "ses_1", limit: 200, cursor: "page-2" }, + [{ sessionID: "ses_1", limit: 200, order: "asc" }, { mediaRefs: false }], + [{ sessionID: "ses_1", limit: 200, cursor: "page-2" }, { mediaRefs: false }], ]) }) }) @@ -57,7 +59,9 @@ describe("saveSessionExport", () => { }, } - expect(await saveSessionExport("session.json", { id: "ses_1" }, platform)).toBe(saved) - expect(writes).toEqual([["session.json", '{\n "id": "ses_1"\n}']]) + const data = { info: { id: "ses_1" } as SessionInfo, messages: [] } + + expect(await saveSessionExport("session.json", data, platform)).toBe(saved) + expect(writes).toEqual([["session.json", '{\n "info": {\n "id": "ses_1"\n },\n "messages": []\n}']]) }) }) diff --git a/packages/app/src/session/commands/export.ts b/packages/app/src/session/commands/export.ts index 7d255d4e1ac1..52dc3037c34a 100644 --- a/packages/app/src/session/commands/export.ts +++ b/packages/app/src/session/commands/export.ts @@ -2,7 +2,7 @@ import type { SessionInfo, SessionMessageInfo } from "@opencode/client/promise" import type { ServerApi } from "@/runtime/server/api" import type { Platform } from "@/runtime/platform/platform" -type SessionExportData = { +export type SessionExportData = { info: SessionInfo messages: SessionMessageInfo[] } @@ -13,18 +13,21 @@ export async function fetchSessionExport(input: { }): Promise { const [info, first] = await Promise.all([ input.api.session.get({ sessionID: input.sessionID }), - input.api.message.list({ sessionID: input.sessionID, limit: 200, order: "asc" }), + input.api.message.list({ sessionID: input.sessionID, limit: 200, order: "asc" }, { mediaRefs: false }), ]) const pages = [first] while (pages.at(-1)?.cursor.next) { pages.push( - await input.api.message.list({ - sessionID: input.sessionID, - limit: 200, - cursor: pages.at(-1)!.cursor.next ?? undefined, - }), + await input.api.message.list( + { + sessionID: input.sessionID, + limit: 200, + cursor: pages.at(-1)!.cursor.next ?? undefined, + }, + { mediaRefs: false }, + ), ) } @@ -45,7 +48,7 @@ export function sessionExportFilename(session: { id: string; title?: string; slu return `${clean || session.id}.json` } -export function downloadSessionExport(filename: string, data: unknown) { +export function downloadSessionExport(filename: string, data: SessionExportData) { const json = JSON.stringify(data, null, 2) const blob = new Blob([json], { type: "application/json" }) const url = URL.createObjectURL(blob) @@ -58,7 +61,11 @@ export function downloadSessionExport(filename: string, data: unknown) { URL.revokeObjectURL(url) } -export async function saveSessionExport(filename: string, data: unknown, platform: Pick) { +export async function saveSessionExport( + filename: string, + data: SessionExportData, + platform: Pick, +) { if (!platform.saveFile) { downloadSessionExport(filename, data) diff --git a/packages/app/src/session/composer/activity-chips.css b/packages/app/src/session/composer/activity-chips.css index 3e54817d9424..21e0f79e8281 100644 --- a/packages/app/src/session/composer/activity-chips.css +++ b/packages/app/src/session/composer/activity-chips.css @@ -55,12 +55,6 @@ background: var(--v2-background-bg-layer-01); text-align: start; - /* Match the queue panel's inset-ring pattern inside a clipped scrollport. */ - :is([data-component="menu-v2-item"], [data-component="icon-button-v2"]):is(:focus-visible, [data-state="focus"]) { - outline: 2px solid var(--v2-border-border-focus); - outline-offset: -2px; - } - [data-slot="menu-v2-item-content"] > span[dir] { text-align: match-parent; unicode-bidi: isolate; @@ -148,6 +142,111 @@ } } + /* One shell: a wider panel with its header row over the tail of its output. Switching views changes size at once. */ + &[data-view="shell"] { + display: flex; + flex-direction: column; + width: min(560px, calc(100vw - 56px)); + max-width: none; + max-height: min(320px, var(--kb-popper-content-available-height, 320px)); + overflow: hidden; + } + + [data-slot="session-activity-shell-header"] { + display: flex; + flex: none; + align-items: center; + gap: 8px; + min-height: 28px; + padding-inline-end: 2px; + + [data-component="menu-v2-item"], + [data-slot="menu-v2-item-content"] { + display: flex; + flex: none; + } + + [data-component="menu-v2-item"] { + padding-inline: 6px; + } + + /* Matches the list's glyph column, so the arrow sits where the row icons were. */ + [data-slot="session-activity-back"] { + width: 28px; + justify-content: center; + --menu-v2-fg: var(--v2-icon-icon-muted); + + [data-slot="menu-v2-item-content"] { + flex: none; + } + + svg:dir(rtl) { + transform: scaleX(-1); + } + } + + [data-slot="session-activity-shell-stop"][aria-disabled="true"] { + --menu-v2-fg: var(--v2-text-text-muted); + } + } + + [data-slot="session-activity-shell-command"] { + font-family: var(--v2-font-family-code); + font-size: 13px; + font-weight: 440; + line-height: var(--line-height-compact); + letter-spacing: -0.04px; + color: var(--v2-text-text-base); + text-align: left; + } + + [data-slot="session-activity-shell-status"] { + flex: none; + padding-inline: 6px; + font-size: 13px; + line-height: var(--line-height-compact); + white-space: nowrap; + color: var(--v2-text-text-muted); + + &[data-failed] { + color: var(--v2-state-fg-danger); + } + } + + [data-slot="session-activity-shell-output"] { + min-height: 0; + flex: 1 1 auto; + overflow-x: hidden; + overflow-y: auto; + margin-top: 4px; + padding: 8px 10px; + border-radius: 6px; + background: var(--v2-background-bg-base); + + pre { + margin: 0; + text-align: left; + } + + code { + display: block; + font-family: var(--v2-font-family-code); + font-size: 13px; + font-weight: 440; + line-height: var(--line-height-compact); + letter-spacing: -0.04px; + color: var(--v2-text-text-base); + white-space: pre-wrap; + overflow-wrap: anywhere; + } + } + + [data-slot="session-activity-shell-empty"] { + font-size: 13px; + line-height: var(--line-height-compact); + color: var(--v2-text-text-muted); + } + :root[data-motion="reduce"] & { animation: none; } diff --git a/packages/app/src/session/composer/activity-chips.stories.tsx b/packages/app/src/session/composer/activity-chips.stories.tsx index d4300b18592d..902b5ee7c10a 100644 --- a/packages/app/src/session/composer/activity-chips.stories.tsx +++ b/packages/app/src/session/composer/activity-chips.stories.tsx @@ -64,6 +64,12 @@ type PreviewArgs = { stage: number; subagents: number; shells: number } // Driven by args, so moving between these stories updates the same capsule and its transitions play. function Preview(props: PreviewArgs) { const value = createMemo(() => liveDocument(stages[props.stage] ?? stages[0])) + // Built once per count, so each item keeps the start time it had when it appeared. + + const activity = createMemo(() => ({ + subagents: Array.from({ length: props.subagents }, (_, index) => subagentItem(index)), + shells: Array.from({ length: props.shells }, (_, index) => shellItem(index)), + })) onMount(() => pin("auto")) createEffect(on(value, () => pin("smooth"), { defer: true })) @@ -74,10 +80,7 @@ function Preview(props: PreviewArgs) { description="opencode · activity chips" document={value()} timelineDetail={timelineDetail} - activity={{ - subagents: Array.from({ length: props.subagents }, (_, index) => subagentItem(index)), - shells: Array.from({ length: props.shells }, (_, index) => shellItem(index)), - }} + activity={activity()} /> ) } diff --git a/packages/app/src/session/composer/activity-chips.tsx b/packages/app/src/session/composer/activity-chips.tsx index 0d01c839e2d4..4d830826f8be 100644 --- a/packages/app/src/session/composer/activity-chips.tsx +++ b/packages/app/src/session/composer/activity-chips.tsx @@ -2,10 +2,13 @@ import { Icon } from "@opencode/ui/icon" import { IconButton } from "@opencode/ui/icon-button" import { Menu } from "@opencode/ui/menu" import { SessionProgressIndicatorV2 } from "@opencode/session-ui/v2/session-progress-indicator-v2" -import { createEffect, createSignal, For, onCleanup, Show } from "solid-js" +import type { ShellOutputInput, ShellOutputOutput } from "@opencode/client/promise" +import { stripAnsi } from "@opencode/session-ui/tools/ansi" +import { createEffect, createMemo, createSignal, For, on, onCleanup, Show } from "solid-js" import { useLanguage } from "@/runtime/i18n/language" import { useSettings } from "@/settings/model" import { useComposerLaneAlignment } from "./composer-lane" +import { createShellPanel, createShellTail, type ShellEnd } from "./shell-panel" import "./activity-chips.css" export type SessionActivityItem = { @@ -47,14 +50,33 @@ export function formatElapsed(ms: number, t: (key: DurationKey, params: Record Promise + ended: Parameters[0]["ended"] + } onOpen: (item: SessionActivityItem) => void - onStop: (item: SessionActivityItem) => void + onStop: (item: SessionActivityItem) => Promise + // The menu closed with nothing left running, so the capsule and its trigger are gone; focus goes to the composer. + onEmpty: () => void }) { const language = useLanguage() const settings = useSettings() + const [open, setOpen] = createSignal(false) + const panel = createShellPanel({ shells: () => props.shells, stop: props.onStop, ended: props.shell.ended }) + + // A shell that ended while its panel is open still counts until the menu closes. + const held = () => { + const shell = panel.state.shell + + return open() && shell && !props.shells.some((item) => item.key === shell.key) ? 1 : 0 + } + + const counts = () => ({ subagents: props.subagents.length, shells: props.shells.length + held() }) + const active = () => - settings.general.backgroundActivity() !== "off" && (props.subagents.length > 0 || props.shells.length > 0) + settings.general.backgroundActivity() !== "off" && (counts().subagents > 0 || counts().shells > 0) const alignment = useComposerLaneAlignment() @@ -65,17 +87,18 @@ export function SessionActivityChips(props: { const row = (item: SessionActivityItem) => ({ "data-stoppable": stoppable(item) || undefined, - onSelect: () => props.onOpen(item), + // A shell opens its own panel in place; a subagent opens where it runs. + closeOnSelect: item.type !== "shell", + onSelect: () => (item.type === "shell" ? panel.open(item) : props.onOpen(item)), onKeyDown: (event: KeyboardEvent) => { if ((event.key !== "Delete" && event.key !== "Backspace") || !stoppable(item)) return event.preventDefault() - props.onStop(item) + void props.onStop(item) }, }) // One clock for every row, ticking only while the panel is open. - const [open, setOpen] = createSignal(false) const [now, setNow] = createSignal(Date.now()) createEffect(() => { if (!open() || !active()) return @@ -85,6 +108,75 @@ export function SessionActivityChips(props: { onCleanup(() => clearInterval(timer)) }) + const rows = new Map() + let content: HTMLElement | undefined + let back: HTMLElement | undefined + + // Focus moves a frame late: the menu refocuses itself when the selected row unmounts. One pending move at a time. + let frame = 0 + + const later = (move: () => void) => { + cancelAnimationFrame(frame) + frame = requestAnimationFrame(move) + } + + onCleanup(() => cancelAnimationFrame(frame)) + + // Opening a shell moves focus to its back arrow. + createEffect( + on( + () => panel.state.shell?.key, + (key) => key && later(() => open() && back?.focus()), + { defer: true }, + ), + ) + + // Going back returns focus to that shell's row, or to the first row once the shell has ended and left the list. With + // nothing left to list, going back closes the menu. + const goBack = () => { + const key = panel.state.shell?.key + + if (props.subagents.length + props.shells.length === 0) return changeOpen(false) + panel.back() + later(() => { + if (!open()) return + const row = key ? rows.get(key) : undefined + + if (row?.isConnected) return row.focus() + content?.querySelector('[role="menuitem"]')?.focus() + }) + } + + // Stop gives way to how the shell ended; keep focus in the panel when it held Stop. + createEffect( + on( + () => panel.state.end, + (end) => { + if (!end || !back) return + const active = document.activeElement + + if (!active || active === document.body || !active.isConnected || active.matches('[role="menu"]')) back.focus() + }, + ), + ) + + // The menu always opens on the list, and closing forgets the shell so nothing follows it while the menu is shut. + const changeOpen = (value: boolean) => { + const was = open() + setOpen(value) + + if (value || !was) return + panel.back() + cancelAnimationFrame(frame) + + if (props.subagents.length + props.shells.length > 0) return + later(() => { + const active = document.activeElement + + if (!active || active === document.body || !active.isConnected) props.onEmpty() + }) + } + // The run time and the stop button share the row's end; hovering a stoppable row swaps one for the other. const end = (item: SessionActivityItem) => ( @@ -117,13 +209,13 @@ export function SessionActivityChips(props: { onPointerUp={(event) => event.stopPropagation()} onClick={(event) => { event.stopPropagation() - props.onStop(item) + void props.onStop(item) }} /> ) - const label = () => language.activitySummary({ subagents: props.subagents.length, shells: props.shells.length }) + const label = () => language.activitySummary(counts()) // Each session mounts its own composer, so a capsule that is already there on a switch stays at rest; only work // that starts while the session is open fades in. @@ -131,13 +223,13 @@ export function SessionActivityChips(props: { createEffect(() => { if (active()) return setEnter(true) - setOpen(false) + changeOpen(false) }) return (
- + - {language.activitySummaryRich( - { subagents: props.subagents.length, shells: props.shells.length }, - (text) => ( - - {text} - - ), - )} + {language.activitySummaryRich(counts(), (text) => ( + + {text} + + ))} { if (!(event.target instanceof HTMLElement)) return const row = event.target.closest('[data-component="menu-v2-item"]') if (!row) return - // Kobalte's scroll adjustment ignores scroll-padding; native scrolling keeps the ring clear of the edge. + // Kobalte's scroll adjustment ignores scroll-padding; native scrolling keeps the row clear of the edge. queueMicrotask(() => row.scrollIntoView({ block: "nearest", inline: "nearest" })) }} > - - {(item) => ( - - - - - {item.agent - ? `${item.agent[0].toUpperCase()}${item.agent.slice(1)}` - : language.t("ui.tool.agent.default")} - - - - {item.label} - - {end(item)} - - )} - - - {(item) => ( - - - - {item.label} - - {end(item)} - + + + {(item) => ( + + + + + {item.agent + ? `${item.agent[0].toUpperCase()}${item.agent.slice(1)}` + : language.t("ui.tool.agent.default")} + + + + {item.label} + + {end(item)} + + )} + + + {(item) => ( + rows.set(item.key, el)}> + + + {item.label} + + {end(item)} + + )} + + + } + > + {(shell) => ( + <> +
+ (back = el)} + > + + + + {shell().label} + + + {formatElapsed((panel.state.end?.completed ?? now()) - shell().started, language.t)} + + + {language.t( + panel.state.stopping ? "session.activity.shell.stopping" : "session.activity.shell.stop", + )} + + } + > + {(end) => ( + + {endLabel(end(), language.t)} + + )} + +
+ + )} - + @@ -210,3 +367,58 @@ export function SessionActivityChips(props: { ) } + +function endLabel(end: ShellEnd, t: ReturnType["t"]) { + if (end.status === "timeout") return t("session.activity.shell.timeout") + + if (end.status === "killed") return t("session.activity.shell.killed") + + if (end.exit === undefined) return t("session.activity.shell.exited") + + return t("session.activity.shell.exitCode", { code: String(end.exit) }) +} + +const TAIL_LINES = 14 + +// The last lines of a shell's output, read the way the timeline reads it: escape codes stripped, carriage returns as +// line breaks. +function ShellTail(props: { + id: string + directory: string + running: boolean + load: (input: ShellOutputInput) => Promise +}) { + const language = useLanguage() + + const output = createShellTail({ + id: () => props.id, + directory: () => props.directory, + running: () => props.running, + load: props.load, + }) + + const tail = createMemo(() => + stripAnsi(output()).replace(/\r\n?/g, "\n").trimEnd().split("\n").slice(-TAIL_LINES).join("\n"), + ) + + let scroller: HTMLDivElement | undefined + // Wrapped lines can outgrow the box; keep the newest output in view. + createEffect( + on(tail, () => { + if (scroller) scroller.scrollTop = scroller.scrollHeight + }), + ) + + return ( +
+ {language.t("session.activity.shell.empty")}} + > + 
+          {tail()}
+
+ +
+ ) +} diff --git a/packages/app/src/session/composer/plugin-pills.tsx b/packages/app/src/session/composer/plugin-pills.tsx index 7ad59445e356..eb2a522c7a17 100644 --- a/packages/app/src/session/composer/plugin-pills.tsx +++ b/packages/app/src/session/composer/plugin-pills.tsx @@ -1,6 +1,8 @@ import { Icon } from "@opencode/ui/icon" import { Menu } from "@opencode/ui/menu" -import { createMemo, For, Show, type Accessor, type JSX } from "solid-js" +import { Popover } from "@kobalte/core/popover" +import { createMemo, For, Match, Show, Switch, untrack, type Accessor, type JSX } from "solid-js" +import { createStore } from "solid-js/store" import { ComposerPill, type ComposerPillProps, @@ -25,7 +27,8 @@ const tones: Record = { danger: "text-v2-state-fg-danger", } -// Plugin pills in the composer lane, after the app's own: on the side away from the lane's aligned edge. +// Plugin pills in the composer lane, after the app's own: on the side away from the lane's aligned edge. A pill with +// nothing to show renders no element, so the row hides while it is empty and takes no gap in the lane. export function SessionPluginPills(props: { session: MountedSession screen: SessionScreen @@ -52,7 +55,7 @@ export function SessionPluginPills(props: { 0}>
@@ -71,12 +74,12 @@ function PluginPill(props: { pill: ComposerPill; input: ComposerPillProps; align const alignment = props.alignment const view = createMemo(() => props.pill.show(props.input)) const placement = () => (({ center: "top", start: "top-start", end: "top-end" }) as const)[alignment()] + const [state, setState] = createStore({ open: false }) return ( {(current) => ( - } > - {(rows) => ( - - + {(menu) => ( + setState("open", open)} + placement={placement()} + gutter={8} > - - - - - - {current().title ?? current().label} - - {(row) => ( - row.run?.()} - badge={row.detail} - > - - - {row.label} - - - )} - - - - - - )} - + + + + + +
+ + {current().title ?? current().label} + +
+ {/* Untracked: the content renders once per open; its own reactivity updates it in place. */} + {untrack(() => + menu()({ + get session() { + return props.input.session + }, + get screen() { + return props.input.screen + }, + close: () => setState("open", false), + }), + )} + + + + )} + + + {(rows) => ( + + + + + + + + + + {current().title ?? current().label} + + + + {(row) => ( + row.run?.()} + badge={row.detail} + > + + + {row.label} + + + )} + + + + + + )} + + )} ) diff --git a/packages/app/src/session/composer/queue.test.ts b/packages/app/src/session/composer/queue.test.ts index 153819b27c01..42dcbdd9a324 100644 --- a/packages/app/src/session/composer/queue.test.ts +++ b/packages/app/src/session/composer/queue.test.ts @@ -1,6 +1,8 @@ import { describe, expect, test } from "bun:test" import type { SessionInboxInfo } from "@opencode/client/promise" -import { queuedPromptAttachments, queuedPromptRows, type SentEdit } from "./queue" +import { extractPromptFromMessage } from "@/composer/prompt" +import { blobDataUrl, setMediaBlobLoader } from "@/runtime/persistence/drafts" +import { queuedPromptAttachments, queuedPromptRows, undoQueuedPrompt, type SentEdit } from "./queue" const queued = [ { @@ -131,4 +133,78 @@ describe("queuedPromptAttachments", () => { }, ]) }) + + test("undoQueuedPrompt pins media: attachments locally before inbox.cancel sweeps the server blob", async () => { + const hash = "e".repeat(64) + const mediaUri = `media:${hash}` + const pngBase64 = "iVBORw0KGgoAAAANSUhEUgAAAAEAAAABCAQAAAC1HAwCAAAAC0lEQVR42mNk+A8AAQUBAScY42YAAAAASUVORK5CYII=" + const pngBytes = Uint8Array.from(Buffer.from(pngBase64, "base64")) + const blobs = new Map([[hash, pngBytes]]) + const events: string[] = [] + + const extracted = extractPromptFromMessage({ + id: "msg_queued_media", + text: "queued with image", + files: [ + { + uri: mediaUri, + mime: "image/png", + source: { type: "inline" }, + width: 1, + height: 1, + bytes: pngBytes.byteLength, + name: "shot.png", + }, + ], + }) + + expect(extracted.find((part) => part.type === "image")).toMatchObject({ + blob: { id: `media:${hash}`, url: "" }, + }) + expect(JSON.stringify(extracted)).not.toContain("/api/") + + // The server's media cache, as `client.tsx` registers it: a URL for the bytes while the server still has them. + setMediaBlobLoader("queue-test", async (uri) => { + events.push(`load:${uri}`) + const found = blobs.get(uri.slice("media:".length)) + + return found ? `data:image/png;base64,${Buffer.from(found).toString("base64")}` : undefined + }) + + try { + const pinned = await undoQueuedPrompt({ + prompt: extracted, + cancelInboxItem: async () => { + events.push("cancelInboxItem") + // The cancel releases the item's blob refs and sweeps the blob nothing else references. + blobs.delete(hash) + }, + }) + + expect(events).toEqual([`load:${mediaUri}`, "cancelInboxItem"]) + expect(blobs.has(hash)).toBe(false) + + const imagePart = pinned.find((part) => part.type === "image") + expect(imagePart?.type).toBe("image") + + if (imagePart?.type !== "image") return + expect(imagePart.blob.id).not.toStartWith("media:") + expect(await blobDataUrl(imagePart.blob, imagePart.mime)).toBe(`data:image/png;base64,${pngBase64}`) + + // Media nothing serves anymore fails the pin, so the item is never cancelled. + const cancels = events.length + + await expect( + undoQueuedPrompt({ + prompt: extracted, + cancelInboxItem: async () => { + events.push("cancelInboxItem") + }, + }), + ).rejects.toBeInstanceOf(Error) + expect(events.slice(cancels)).toEqual([`load:${mediaUri}`]) + } finally { + setMediaBlobLoader("queue-test", undefined) + } + }) }) diff --git a/packages/app/src/session/composer/queue.ts b/packages/app/src/session/composer/queue.ts index 12d482fdf188..52b603c9306e 100644 --- a/packages/app/src/session/composer/queue.ts +++ b/packages/app/src/session/composer/queue.ts @@ -2,15 +2,16 @@ import { createEffect, createMemo, onCleanup, type Accessor } from "solid-js" import { createStore } from "solid-js/store" import { useMutation } from "@tanstack/solid-query" import { Option, Schema } from "effect" -import type { SessionInboxInfo } from "@opencode/client/promise" +import type { PromptAttachment, SessionInboxInfo } from "@opencode/client/promise" import { SessionMessage } from "@opencode/schema/session-message" import type { ComposerDelivery, ComposerSession } from "@/composer/adapter" import type { ComposerStateTarget } from "@/composer/submission-state" import type { ContextItem, ImageAttachmentPart, PathAttachmentPart, Prompt } from "@/composer/state" import { appendPrompt, clonePrompt, isAttachment, promptLength } from "@/composer/prompt-parts" import { buildPromptRequest } from "@/composer/request" -import { blobDataUrl, createLegacyBlobReference } from "@/runtime/persistence/drafts" +import { type BlobReference, blobDataUrl, createLegacyBlobReference } from "@/runtime/persistence/drafts" import { readPromptPresentation } from "@/composer/comment-note" +import { pinPromptMedia } from "@/composer/media" import { extractPromptContext, extractPromptFromMessage } from "@/composer/prompt" import { useData } from "@/runtime/server/current" import { useServerSDK } from "@/runtime/server/client" @@ -18,6 +19,8 @@ import { useWorkspaceLocation } from "@/workspaces/location" import { useLanguage } from "@/runtime/i18n/language" import { showToast } from "@/shell/notifications/toast" +type QueuedPromptFile = PromptAttachment + export type QueuedPrompt = Extract // An edit confirmed from the composer while the server catches up. The strip shows it in place of @@ -105,9 +108,14 @@ export function createSessionQueue(input: { if (change.type === "reorder") return rewrite(change.inboxIDs) if (change.type === "undo") { - await server.api.session.inbox.cancel({ sessionID: input.sessionID, inboxID: change.item.id }) + const rehydrated = await undoQueuedPrompt({ + prompt: change.prompt, + cancelInboxItem: () => + server.api.session.inbox.cancel({ sessionID: input.sessionID, inboxID: change.item.id }), + }) + hide([change.item.id]) - const prompt = mergePrompt(input.draft.current(), change.prompt) + const prompt = mergePrompt(input.draft.current(), rehydrated) input.draft.set(prompt, promptLength(prompt)) change.context.forEach((item) => input.draft.context.add(item)) @@ -395,12 +403,30 @@ export function createSessionQueue(input: { }, }) const text = queuedPromptText(item) + const attachments = queuedPromptAttachments(item) input.draft.mode.set("normal") - input.draft.set( - [{ type: "text", content: text, start: 0, end: text.length }, ...queuedPromptAttachments(item)], - text.length, - ) + input.draft.set([{ type: "text", content: text, start: 0, end: text.length }, ...attachments], text.length) input.restoreFocus(text.length) + // The edit cancels the original once its replacement is admitted, so the draft takes local copies of the + // queued media as soon as they load; images the user removed meanwhile stay removed. + void pinPromptMedia(attachments).then( + (pinned) => { + if (state.editing?.id !== id) return + const blobs = new Map() + + for (const part of pinned) if (part.type === "image") blobs.set(part.id, part.blob) + const current = input.draft.current() + input.draft.set( + current.map((part) => { + const blob = part.type === "image" ? blobs.get(part.id) : undefined + + return blob && part.type === "image" ? { ...part, blob } : part + }), + input.draft.cursor() ?? promptLength(current), + ) + }, + () => undefined, + ) return true } @@ -554,18 +580,20 @@ export function queuedPromptText(item: QueuedPrompt) { // return as path parts. Mentions and `file://` context stay in the payload; see // editedPromptInput. export function queuedPromptAttachments(item: QueuedPrompt): (ImageAttachmentPart | PathAttachmentPart)[] { + // Opted-in reads leave stored files as `media:` refs, which the generated inbox type does not describe. + const files: readonly QueuedPromptFile[] = item.payload.files ?? [] + const inline = files.filter((file) => isComposerAttachment(file)) + return [ - ...(item.payload.files ?? []) - .filter((file) => isComposerAttachment(file)) - .map( - (file, index): ImageAttachmentPart => ({ - type: "image", - id: `${item.id}:file:${index}`, - filename: file.name ?? "attachment", - mime: file.mime, - blob: createLegacyBlobReference(`data:${file.mime};base64,${file.data}`), - }), - ), + ...inline.map( + (file, index): ImageAttachmentPart => ({ + type: "image", + id: `${item.id}:file:${index}`, + filename: file.name ?? "attachment", + mime: file.mime, + blob: createLegacyBlobReference("uri" in file ? file.uri : `data:${file.mime};base64,${file.data}`), + }), + ), ...(readPromptPresentation(item.payload.metadata)?.attachments ?? []).map( (file, index): PathAttachmentPart => ({ type: "path", @@ -578,14 +606,30 @@ export function queuedPromptAttachments(item: QueuedPrompt): (ImageAttachmentPar ] } +// Pin `media:` attachments before cancelling: the cancel releases the item's blob refs and sweeps blobs +// nothing else references, so a pin that fails leaves the item queued. +export async function undoQueuedPrompt(input: { + prompt: Prompt + cancelInboxItem: () => Promise +}): Promise { + const pinned = await pinPromptMedia(input.prompt) + await input.cancelInboxItem() + + return pinned +} + // A stored file re-admits by the URI it came from, as the TUI does, so a file:// reference keeps its // provenance (review comment files stay recognizable) instead of turning into an inline snapshot. -function storedFileUri(file: NonNullable[number]) { - return file.source.type === "uri" ? file.source.uri : `data:${file.mime};base64,${file.data}` +function storedFileUri(file: QueuedPromptFile) { + const source = file.source + + return source?.type === "uri" ? source.uri : "uri" in file ? file.uri : `data:${file.mime};base64,${file.data}` } -function isComposerAttachment(file: NonNullable[number]) { - return !file.mention && file.source.type === "inline" +function isComposerAttachment(file: QueuedPromptFile) { + const source = file.source + + return !file.mention && (!source || source.type === "inline") } // Confirming an edit submits the current composer content as the replacement: diff --git a/packages/app/src/session/composer/region.tsx b/packages/app/src/session/composer/region.tsx index 00ea3e53f005..d46c3e309ef4 100644 --- a/packages/app/src/session/composer/region.tsx +++ b/packages/app/src/session/composer/region.tsx @@ -1,4 +1,5 @@ import type { SessionUserActions } from "@opencode/session-ui/message" +import type { ShellOutputInput } from "@opencode/client/promise" import { getFilename, sameDirectory } from "@opencode/util/path" import { useDialog } from "@opencode/ui/context/dialog" import { isScrollKeyTarget, scrollKey, scrollKeyOwner } from "@opencode/ui/scroll-view" @@ -21,6 +22,7 @@ import { useLocal } from "@/providers/models/selection" import { usePlatform } from "@/runtime/platform/platform" import { uuid } from "@/runtime/persistence/uuid" import { contextItemKey } from "@/composer/schema" +import type { QuoteSource } from "@/composer/quote-source" import { useWorkspaceLocation } from "@/workspaces/location" import { requireServerKey, sessionHref } from "@/shell/routes/session" import { useComposerCommands } from "@/composer/commands" @@ -40,7 +42,7 @@ import { SessionTodoPill } from "./todo-pill" import { sessionTodos, todoFinished } from "./todos" import { useOpenSessionRoute } from "../session-identity-header" import { resolveSessionComposerSelection } from "./selection" -import { composerProviderName } from "@/composer/selection" +import { composerModelLabelKey, composerModelLabels, composerProviderName } from "@/composer/model-label" import { useProviders } from "@/providers/catalog/providers" import { SubagentBar } from "./subagent-bar" import { createSessionRequestModel } from "../requests/model" @@ -104,13 +106,27 @@ export function createActiveSessionRegion(input: { ) const openAttachment: NonNullable = (file) => { - const url = file.source.type === "uri" ? file.source.uri : `data:${file.mime};base64,${file.data}` + const source = file.source + const fileData = "data" in file ? file.data : undefined + const fileUri = "uri" in file ? file.uri : undefined + + const inlineUrl = + source?.type === "uri" ? source.uri : fileData !== undefined ? `data:${file.mime};base64,${fileData}` : undefined const download = () => { - const anchor = document.createElement("a") - anchor.href = url - anchor.download = getFilename(file.name) || "attachment" - anchor.click() + void ( + inlineUrl + ? Promise.resolve(inlineUrl) + : fileUri + ? server.media.load(fileUri, file.mime) + : Promise.resolve(undefined) + ).then((url) => { + if (!url) return + const anchor = document.createElement("a") + anchor.href = url + anchor.download = getFilename(file.name) || "attachment" + anchor.click() + }) } const path = file.name ?? "" @@ -298,6 +314,7 @@ export function createActiveSessionRegion(input: { centered: input.screen.centered, onResponseSubmit: input.timeline.actions.resume, openParent, + focusPrompt: () => focusPrompt(), setPromptRef: (element: HTMLDivElement) => { promptRef = element }, @@ -333,13 +350,21 @@ export function createActiveSessionRegion(input: { input: () => active()?.drop.input(), }, quote: { + source: () => prompt.capture().quoteSource, // A child session has no composer to quote into, and a shell command takes no quotes. available: () => !input.session.data.isChild() && prompt.capture().mode.current() !== "shell", - add: (text: string, comment: boolean) => { + add: (text: string, comment: boolean, source: QuoteSource) => { const item = { type: "quote" as const, text, commentID: uuid() } prompt.context.add(item) - if (comment) return prompt.capture().quoteComment.set(contextItemKey(item)) + if (source.length) prompt.capture().quoteSource.add(contextItemKey(item), source) + + if (comment) { + prompt.capture().quoteSource.pend(contextItemKey(item)) + + return prompt.capture().quoteComment.set(contextItemKey(item)) + } + focusPrompt() }, focus: focusPrompt, @@ -438,7 +463,7 @@ export function ActiveSessionComposerRegion(props: { if (item.sessionID) return openRoute(current, item.sessionID) - // Shells and starting subagent calls live in this timeline. + // A starting subagent call has no session yet, so it lives in this timeline. props.onReveal(item.target) } @@ -447,30 +472,64 @@ export function ActiveSessionComposerRegion(props: { ? server.api.session.interrupt({ sessionID: item.sessionID }) : server.api.shell.remove({ id: item.target, - location: { directory: data.shell.get(item.target)?.location.directory }, + location: { directory: data.shell.get(item.target)?.location.directory ?? location().directory }, + }) + + return request.then( + () => true, + (error) => { + showToast({ + title: language.t("common.requestFailed"), + description: errorMessage(error, language.t("common.requestFailed")), }) - void request.catch((error) => - showToast({ - title: language.t("common.requestFailed"), - description: errorMessage(error, language.t("common.requestFailed")), - }), + return false + }, ) } + const shell = { + get directory() { + return location().directory + }, + output: (input: ShellOutputInput) => server.api.shell.output(input), + ended: (id: string) => + server.api.shell.get({ id, location: { directory: location().directory } }).then( + (response) => ({ + status: response.data.status === "running" ? ("killed" as const) : response.data.status, + exit: response.data.exit, + completed: response.data.time.completed, + }), + () => undefined, + ), + } + const providers = useProviders(() => props.session.data.info()?.location.directory) + const modelLabels = createMemo(() => + composerModelLabels( + providers.all(), + providers.connected().map((provider) => provider.id), + ), + ) + const subagentModel = () => { const ref = props.session.data.info()?.model ?? props.session.history.messages().findLast((message) => message.type === "assistant")?.model if (!ref) return - const catalog = providers.all() + const label = modelLabels().get(composerModelLabelKey(ref.providerID, ref.id)) return { - provider: composerProviderName(ref.providerID, catalog), - name: catalog.get(ref.providerID)?.models[ref.id]?.name.replace("(latest)", "").trim() ?? ref.id, + provider: label + ? label.provider + : composerProviderName( + ref.providerID, + providers.all(), + providers.connected().map((provider) => provider.id), + ), + name: label?.model ?? ref.id, variant: ref.variant, } } @@ -501,7 +560,14 @@ export function ActiveSessionComposerRegion(props: { above={ - + diff --git a/packages/app/src/session/composer/session-composer-region-controller.ts b/packages/app/src/session/composer/session-composer-region-controller.ts index f07f5ddc1328..5fe0e7a7c6c1 100644 --- a/packages/app/src/session/composer/session-composer-region-controller.ts +++ b/packages/app/src/session/composer/session-composer-region-controller.ts @@ -7,6 +7,7 @@ export function createSessionComposerRegionController(input: { centered: Accessor onResponseSubmit: () => void openParent: () => void + focusPrompt: () => void setPromptRef: (el: HTMLDivElement) => void setDockRef: (el: HTMLDivElement) => void }) { @@ -15,6 +16,7 @@ export function createSessionComposerRegionController(input: { centered: input.centered, onResponseSubmit: input.onResponseSubmit, openParent: input.openParent, + focusPrompt: input.focusPrompt, setPromptRef: input.setPromptRef, setDockRef: input.setDockRef, parentID: input.parentID, diff --git a/packages/app/src/session/composer/shell-panel.ts b/packages/app/src/session/composer/shell-panel.ts new file mode 100644 index 000000000000..89277d0af64f --- /dev/null +++ b/packages/app/src/session/composer/shell-panel.ts @@ -0,0 +1,126 @@ +import type { ShellOutputInput, ShellOutputOutput } from "@opencode/client/promise" +import { followShellOutput } from "@opencode/session-ui/tools/shell-output" +import { createEffect, createSignal, on, onCleanup } from "solid-js" +import { createStore } from "solid-js/store" +import type { SessionActivityItem } from "./activity-chips" + +export type ShellEnd = { + status: "exited" | "timeout" | "killed" + exit?: number + // When the shell stopped, so its run time freezes there. + completed: number +} + +// The background work menu shows either the list or one shell. A shell that ends while it is shown keeps its panel, +// with how it ended, until the user goes back or closes the menu. +export function createShellPanel(input: { + shells: () => readonly SessionActivityItem[] + stop: (item: SessionActivityItem) => Promise + // How a shell that left the running list ended; undefined once the server no longer knows it. + ended: (id: string) => Promise<(Omit & { completed?: number }) | undefined> +}) { + // `ending` covers the wait for how a shell that left the list ended. + const [state, setState] = createStore<{ + shell?: SessionActivityItem + stopping: boolean + ending: boolean + end?: ShellEnd + }>({ stopping: false, ending: false }) + + const shown = (key: string) => state.shell?.key === key + + createEffect( + on( + () => [state.shell, state.end, state.stopping, state.ending, input.shells()] as const, + ([shell, end, stopping, ending, shells]) => { + if (!shell || end || stopping || ending || shells.some((item) => item.key === shell.key)) return + const key = shell.key + setState("ending", true) + + void input.ended(shell.target).then((info) => { + if (!shown(key) || state.end) return + // Removing a running shell ends it as killed, and the server forgets it. + setState({ + ending: false, + end: { + status: info?.status ?? "killed", + exit: info?.exit, + completed: info?.completed ?? Date.now(), + }, + }) + }) + }, + ), + ) + + return { + state, + open(item: SessionActivityItem) { + setState({ shell: item, stopping: false, ending: false, end: undefined }) + }, + back() { + setState({ shell: undefined, stopping: false, ending: false, end: undefined }) + }, + stop() { + const item = state.shell + + // A shell that already left the list is ending on its own; stopping it now would report it as stopped. + if (!item || state.end || state.stopping || !input.shells().some((shell) => shell.key === item.key)) return + setState("stopping", true) + void input.stop(item).then((stopped) => { + if (!shown(item.key)) return + + if (stopped && !state.end) setState("end", { status: "killed", completed: Date.now() }) + setState("stopping", false) + }) + }, + } +} + +// Follows one shell's output. When the shell ends the follow restarts for its final snapshot, but a first read still in +// flight is left to land: a stopped shell's output is deleted, so a fresh read from the start would find nothing. +export function createShellTail(input: { + id: () => string + directory: () => string + running: () => boolean + load: (input: ShellOutputInput) => Promise +}) { + const [output, setOutput] = createSignal("") + const retiring = new Set<() => void>() + + createEffect(() => { + const id = input.id() + let loaded = false + let retired = false + + const dispose = () => { + retiring.delete(dispose) + stop() + } + + const stop = followShellOutput({ + id, + directory: input.directory(), + running: input.running(), + load: input.load, + onOutput: (text) => { + loaded = true + + if (!retired || input.id() === id) setOutput(text) + + if (retired) dispose() + }, + }) + + onCleanup(() => { + retired = true + + if (loaded) return dispose() + retiring.add(dispose) + }) + }) + + onCleanup(() => retiring.forEach((dispose) => dispose())) + + return output +} diff --git a/packages/app/src/session/revert.ts b/packages/app/src/session/revert.ts index 42097403a6a1..d0d48966c391 100644 --- a/packages/app/src/session/revert.ts +++ b/packages/app/src/session/revert.ts @@ -6,6 +6,7 @@ import { useWorkspaceLocation } from "@/workspaces/location" import { useLanguage } from "@/runtime/i18n/language" import { extractPromptContext, extractPromptFromMessage } from "@/composer/prompt" +import { pinPromptMedia } from "@/composer/media" import { clonePrompt, promptLength } from "@/composer/prompt-parts" import { showToast } from "@/shell/notifications/toast" import type { SessionModel } from "./model" @@ -20,25 +21,34 @@ export function createSessionRevert(input: { const location = useWorkspaceLocation() const language = useLanguage() + // oxlint-disable-next-line anti-slop/no-unknown-parameters -- a rejected request is opaque; the toast formats it + const fail = (error: unknown) => + showToast({ + title: language.t("common.requestFailed"), + description: error instanceof Error ? error.message : String(error), + }) + const request = async (action: () => Promise) => action() .then(() => true) .catch((error) => { - showToast({ - title: language.t("common.requestFailed"), - description: error instanceof Error ? error.message : String(error), - }) + fail(error) return false }) - const restore = (target: ReturnType, message: SessionMessageUser) => { - const restored = extractPromptFromMessage(message, { + const messageDraft = (message: SessionMessageUser) => + extractPromptFromMessage(message, { directory: location().directory, attachmentName: language.t("common.attachment"), sessionTitle: (id) => data.session.get(id)?.title, }) + const restore = ( + target: ReturnType, + message: SessionMessageUser, + restored = messageDraft(message), + ) => { const context = extractPromptContext(message, { directory: location().directory }) target.set(restored, promptLength(restored)) @@ -56,8 +66,18 @@ export function createSessionRevert(input: { // An undelivered prompt has no history to rewind. Withdraw it like the TUI // instead of interrupting the work it is waiting behind. if (data.session.input.has(sessionID, message.id)) { + // The cancel releases the prompt's blob refs and sweeps blobs nothing else references, so the draft takes + // local copies of its media first; if they cannot load, the prompt stays queued. + const restored = await pinPromptMedia(messageDraft(message)).catch((error) => { + fail(error) + + return undefined + }) + + if (!restored) return + if (!(await request(() => server.api.session.inbox.cancel({ sessionID, inboxID: message.id })))) return - restore(target, message) + restore(target, message, restored) owner.run(() => input.setActiveMessage(previous)) return @@ -68,7 +88,7 @@ export function createSessionRevert(input: { // Like the TUI, stop at the first failure instead of waiting on work that was never interrupted. if (!(await request(() => server.api.session.interrupt({ sessionID })))) return - if (!(await request(() => server.api.session.wait({ sessionID })))) return + if (!(await request(() => server.api.experimental.session.wait({ sessionID })))) return // Read before staging: the staged event can land before the request resolves. const prior = input.session.data.revertMessageID() diff --git a/packages/app/src/session/screen.tsx b/packages/app/src/session/screen.tsx index 0a0a0443977c..670536886964 100644 --- a/packages/app/src/session/screen.tsx +++ b/packages/app/src/session/screen.tsx @@ -40,6 +40,7 @@ import { createSessionTimelineInteraction } from "./timeline/interaction" import { createTimelineSearchController } from "./timeline/search-controller" import { TimelineSearchBar } from "./timeline/search-bar" import { createTimelineQuote, TimelineQuote } from "./timeline/quote" +import { createTimelineQuoteHighlight } from "./timeline/quote-highlight" import { ActiveSessionComposerRegion, createActiveSessionRegion } from "./composer/region" import { SessionIdentityHeader, SessionLocation } from "./session-identity-header" import { SessionHeaderDrag, windowDragEnabled } from "./header/drag-area" @@ -162,8 +163,13 @@ function SessionScreenContent(props: { let sideGlyph: SVGPathElement | undefined let sideClosed = 0 // While the left sidebar moves the side panel's edge, its contents keep the width they land at, and centred content, - // like a Markdown preview, keeps its place rather than jumping by half the change. - holdLandingWidth(() => sideContent, "blocks") + // like a Markdown preview, keeps its place rather than jumping by half the change. The side region's content box is + // the one element whose own width reads the hold. + holdLandingWidth( + () => sideContent, + "blocks", + () => sideContent?.querySelector('[data-slot="session-review-content"]'), + ) // The toggle's pane fills from the panel's edge as far as the panel is open. const paintSideGlyph = () => sideGlyph?.setAttribute("transform", reviewGlyphFill(1 - sideClosed)) @@ -248,6 +254,17 @@ function SessionScreenContent(props: { add: composer.quote.add, }) + createTimelineQuoteHighlight({ + root: timeline.scroller, + visible: timeline.visible, + source: composer.quote.source, + enabled: () => conversationVisible() && composer.quote.available(), + reveal: (id, partID) => { + if (!timeline.actions.revealPart(partID)) timeline.actions.revealMessage(id, partID) + }, + unpin: timeline.view.unpin, + }) + const sessionErrorFallback = (cause: unknown, reset: () => void) => { createEffect(on(session.identity.sessionKey, reset, { defer: true })) @@ -473,21 +490,21 @@ function SessionScreenContent(props: { - -
screen.size.start()}> - { - screen.size.touch() - session.layout.view().session.resize(width) - }} - /> -
- + {/* Hidden rather than unmounted: removing it makes the transcript frame the last child, and structural + selectors in the transcript then restyle every element in it as the side panel starts to close. */} +
screen.size.start()}> + { + screen.size.touch() + session.layout.view().session.resize(width) + }} + /> +
diff --git a/packages/app/src/session/session-identity-header.tsx b/packages/app/src/session/session-identity-header.tsx index 2883d7ae4053..13395c0fadea 100644 --- a/packages/app/src/session/session-identity-header.tsx +++ b/packages/app/src/session/session-identity-header.tsx @@ -147,18 +147,14 @@ export function SessionLocation(props: { void server.ctx.data.location.vcs.sync({ directory: props.project.worktree }).catch(() => undefined) } - const copyPath = async () => { - const directory = props.directory - - if (!directory) return - + const copyText = async (text: string) => { try { - await (platform.writeClipboardText?.(directory) ?? navigator.clipboard.writeText(directory)) + await (platform.writeClipboardText?.(text) ?? navigator.clipboard.writeText(text)) showToast({ variant: "success", icon: "circle-check", title: language.t("common.copied"), - description: directory, + description: text, }) } catch (cause) { showToast({ @@ -291,10 +287,10 @@ export function SessionLocation(props: { - - {language.t("session.location.noBranch")} @@ -308,11 +304,46 @@ export function SessionLocation(props: { )} - } - > - {branch()} - - + + } + > + {(name) => ( + + + + + {name()} + + + + + void copyText(name())}> + + {language.t("session.location.copyBranch")} + + + {(context) => ( + + )} + + + + + )} + {(context) => ( @@ -353,7 +384,7 @@ export function SessionLocation(props: { - void copyPath()}> + void copyText(directory())}> {language.t("session.location.copyPath")} @@ -363,6 +394,24 @@ export function SessionLocation(props: { {language.t(fileManagerApp(platform.os ?? "unknown").actionLabel)} + + {(context) => ( + + )} + diff --git a/packages/app/src/session/story-model.tsx b/packages/app/src/session/story-model.tsx index 5aa1e8553cb2..b53e618deb59 100644 --- a/packages/app/src/session/story-model.tsx +++ b/packages/app/src/session/story-model.tsx @@ -97,8 +97,9 @@ export type SessionPreviewProps = { activity?: { subagents: SessionActivityItem[] shells: SessionActivityItem[] + shell?: ComponentProps["shell"] onOpen?: (item: SessionActivityItem) => void - onStop?: (item: SessionActivityItem) => void + onStop?: (item: SessionActivityItem) => Promise } todos?: { items: Todo[]; open?: boolean } timelineDetail?: TimelineDetail @@ -320,11 +321,15 @@ function SessionSurfaceState(props: SessionPreviewProps & { onReset: () => void ? props.activity.onOpen(item) : setState("activity", `Opened ${item.label ?? item.key}`) } - onStop={(item) => - props.activity?.onStop - ? props.activity.onStop(item) - : setState("activity", `Stopped ${item.label ?? item.key}`) - } + shell={props.activity?.shell ?? storyShell} + onStop={(item) => { + if (props.activity?.onStop) return props.activity.onStop(item) + setState("activity", `Stopped ${item.label ?? item.key}`) + + return Promise.resolve(true) + }} + // The story's only editor is its composer. + onEmpty={() => document.querySelector('[contenteditable="true"]')?.focus()} /> {(todos) => } @@ -398,3 +403,18 @@ function SessionSurfaceHeader(props: { ) } + +// Background shells in stories print a fixed transcript and report a clean exit once they leave the list. +const storyShell: ComponentProps["shell"] = { + directory: "/story", + output: (input) => { + const output = `$ ${input.id}\nReady.\n` + const cursor = input.cursor ?? 0 + + return Promise.resolve({ + location: { directory: "/story" }, + data: { output: output.slice(cursor), cursor: output.length, size: output.length, truncated: false }, + }) + }, + ended: () => Promise.resolve({ status: "exited", exit: 0 }), +} diff --git a/packages/app/src/session/timeline/message-timeline.tsx b/packages/app/src/session/timeline/message-timeline.tsx index 1fc9dd3e969b..d80b2c1f37fb 100644 --- a/packages/app/src/session/timeline/message-timeline.tsx +++ b/packages/app/src/session/timeline/message-timeline.tsx @@ -14,6 +14,7 @@ import { TextShimmer } from "@opencode/ui/text-shimmer" import type { BackgroundTask, MountedSession, SessionScreen } from "@opencode/plugin/gui" import { PluginSlot } from "@/runtime/plugin/render" import { useLanguage } from "@/runtime/i18n/language" +import { useSettings } from "@/settings/model" import { useServer } from "@/runtime/server/current" import { useWorkspaceLocation } from "@/workspaces/location" import { Timeline } from "@opencode/session-ui/timeline/projection" @@ -327,7 +328,10 @@ function MessageTimelineView( setTitle({ draft: "", editing: false, menuOpen: false, pendingRename: false }) }) + const settings = useSettings() + const rowRenderer = createSessionTimelineRowRenderer({ + foldUserMessages: settings.general.foldUserMessages, sessionID: () => sessionID()!, status: sessionStatus, projection, diff --git a/packages/app/src/session/timeline/quote-background.ts b/packages/app/src/session/timeline/quote-background.ts new file mode 100644 index 000000000000..b9b4b3946432 --- /dev/null +++ b/packages/app/src/session/timeline/quote-background.ts @@ -0,0 +1,141 @@ +type Rect = { left: number; top: number; right: number; bottom: number } + +/** Native selection fills line boxes; custom highlights only fill the smaller font boxes. */ +export function createQuoteBackground() { + const hosts = new Map() + + const remove = (parent: HTMLElement) => { + const host = hosts.get(parent) + + if (!host) return + host.layer.remove() + parent.classList.remove("timeline-quote-highlight-host") + + if (host.relative) parent.classList.remove("timeline-quote-highlight-relative") + hosts.delete(parent) + } + + return { + update(ranges: Range[]) { + const styles = new Map() + const boxes = new Map() + const lines = new Map() + + const style = (element: Element) => { + const value = styles.get(element) ?? getComputedStyle(element) + styles.set(element, value) + + return value + } + + ranges.forEach((range) => { + const walker = document.createTreeWalker(range.commonAncestorContainer, NodeFilter.SHOW_TEXT) + + const visit = (node: Node) => { + const parent = node.parentElement + + if (!(parent instanceof HTMLElement) || !range.intersectsNode(node)) return + const piece = document.createRange() + piece.setStart(node, node === range.startContainer ? range.startOffset : 0) + piece.setEnd(node, node === range.endContainer ? range.endOffset : node.textContent!.length) + const block = lineBlock(parent, style) + const height = parseFloat(style(block).lineHeight) + const box = boxes.get(block) ?? block.getBoundingClientRect() + boxes.set(block, box) + const top = box.top + parseFloat(style(block).borderTopWidth) + parseFloat(style(block).paddingTop) + + const rects = [...piece.getClientRects()].flatMap((rect) => { + if (!rect.width || !rect.height) return [] + + const y = + Number.isFinite(height) && height >= rect.height + ? top + Math.floor((rect.top + rect.height / 2 - top) / height) * height + : rect.top + + return [{ left: rect.left, right: rect.right, top: y, bottom: y + Math.max(height || 0, rect.height) }] + }) + + if (!rects.length) return + const current = lines.get(parent) ?? [] + current.push(...rects) + lines.set(parent, current) + } + + if (range.commonAncestorContainer instanceof Text) return visit(range.commonAncestorContainer) + + while (walker.nextNode()) visit(walker.currentNode) + }) + + hosts.forEach((_host, parent) => { + if (!lines.has(parent)) remove(parent) + }) + lines.forEach((_rects, parent) => { + const existing = hosts.get(parent) + + // A renderer can replace a retained element's textContent, removing its background child. + if (existing) { + if (existing.layer.parentElement !== parent) parent.append(existing.layer) + + return + } + + const layer = document.createElement("span") + layer.dataset.component = "timeline-quote-background" + layer.setAttribute("aria-hidden", "true") + const relative = style(parent).position === "static" + parent.classList.add("timeline-quote-highlight-host") + + if (relative) parent.classList.add("timeline-quote-highlight-relative") + parent.append(layer) + hosts.set(parent, { layer, relative }) + }) + + // Inline containing blocks can start at their first fragment, not their bounding box's left edge. + const origins = new Map([...hosts].map(([parent, host]) => [parent, host.layer.getBoundingClientRect()])) + lines.forEach((rects, parent) => { + const host = hosts.get(parent)! + const origin = origins.get(parent)! + + const merged = rects + .sort((a, b) => a.top - b.top || a.left - b.left) + .reduce((result, rect) => { + const previous = result.at(-1) + + if ( + previous && + Math.abs(previous.top - rect.top) < 0.5 && + Math.abs(previous.bottom - rect.bottom) < 0.5 && + rect.left <= previous.right + 0.5 + ) { + previous.right = Math.max(previous.right, rect.right) + + return result + } + + result.push({ ...rect }) + + return result + }, []) + + host.layer.replaceChildren( + ...merged.map((rect) => { + const element = document.createElement("span") + element.style.left = `${rect.left - origin.left}px` + element.style.top = `${rect.top - origin.top}px` + element.style.width = `${rect.right - rect.left}px` + element.style.height = `${rect.bottom - rect.top}px` + + return element + }), + ) + }) + }, + clear: () => hosts.forEach((_host, parent) => remove(parent)), + } +} + +function lineBlock(element: HTMLElement, style: (element: Element) => CSSStyleDeclaration): HTMLElement { + if (!/^(inline|contents)$/.test(style(element).display) || !element.parentElement) return element + + return lineBlock(element.parentElement, style) +} diff --git a/packages/app/src/session/timeline/quote-highlight.ts b/packages/app/src/session/timeline/quote-highlight.ts new file mode 100644 index 000000000000..1132d9fbea46 --- /dev/null +++ b/packages/app/src/session/timeline/quote-highlight.ts @@ -0,0 +1,240 @@ +import { createEffect, on, onCleanup } from "solid-js" +import type { QuoteSource, createComposerQuoteSource } from "@/composer/quote-source" +import { createQuoteBackground } from "./quote-background" + +const BASE = "timeline-quote-source" + +/** Capture exact offsets in stable parts, rather than finding the first occurrence of the quoted text. */ +export function captureQuoteSource(ranges: Range[]): QuoteSource { + const indexes = new Map>() + + return ranges.reduce((sources, range) => { + const node = range.startContainer + const root = node.getRootNode() + const parent = node.parentElement + const part = (root instanceof ShadowRoot ? root.host : parent)?.closest("[data-timeline-part-id]") + const partID = part?.getAttribute("data-timeline-part-id") + const revealID = part?.closest("[data-message-id]")?.getAttribute("data-message-id") + + if (!part || !partID || !revealID || !parent || !(node instanceof Text)) return sources + const body = parent.closest('[data-slot="text-part-body"], [data-slot="user-message-text"]') + const line = root instanceof ShadowRoot ? parent.closest("[data-line][data-line-type]") : undefined + const container = root instanceof ShadowRoot ? line : (body ?? part) + + if (!container) return sources + const index = indexes.get(container) ?? new Map(textNodes(container).map((item) => [item.node, item.start])) + indexes.set(container, index) + const offset = index.get(node) + + if (offset === undefined) return sources + + const source = { + partID, + revealID, + body: body ? `[data-slot="${body.getAttribute("data-slot")}"]` : undefined, + shadow: + root instanceof ShadowRoot && line + ? { + host: [...part.querySelectorAll("diffs-container")].indexOf(root.host), + line: `[data-line="${CSS.escape(line.getAttribute("data-line")!)}"][data-line-type="${CSS.escape(line.getAttribute("data-line-type")!)}"]`, + } + : undefined, + start: offset + range.startOffset, + end: offset + range.endOffset, + text: range.toString(), + } + + const previous = sources.at(-1) + + // Token spans and inline formatting are contiguous text within the same source container. + if ( + previous && + previous.partID === source.partID && + previous.body === source.body && + previous.shadow?.host === source.shadow?.host && + previous.shadow?.line === source.shadow?.line && + previous.end === source.start + ) { + previous.end = source.end + previous.text += source.text + + return sources + } + + sources.push(source) + + return sources + }, []) +} + +export function createTimelineQuoteHighlight(input: { + root: () => HTMLElement | undefined + visible: () => HTMLElement | undefined + source: () => ReturnType + enabled: () => boolean + reveal: (id: string, partID: string) => void + unpin: () => void +}) { + let pending: { key: string; source: ReturnType } | undefined + + const reveal = () => { + const root = input.root() + const source = input.source() + const first = pending && pending.source === source && source.state.sources[pending.key]?.[0] + + if (!first || !root || !input.enabled()) return + const range = resolveQuoteRange(root, first, new Map()) + const rect = range && [...range.getClientRects()].find((rect) => rect.width > 0 && rect.height > 0) + + if (!rect) return + pending = undefined + const viewport = input.visible()?.getBoundingClientRect() ?? root.getBoundingClientRect() + const sticky = root.querySelector("[data-session-title]") + const top = viewport.top + (sticky?.offsetHeight ?? 0) + + if (rect.top >= top && rect.bottom <= viewport.bottom) return + input.unpin() + root.scrollBy({ top: rect.top - top - (viewport.bottom - top) / 2, behavior: "instant" }) + } + + createEffect(() => { + const root = input.root() + const source = input.source() + const pieces = source.state.pending ? source.state.sources[source.state.pending] : undefined + + if (!root || !input.enabled() || !pieces?.length || typeof Highlight === "undefined" || !CSS.highlights) return + const base = new Highlight() + base.priority = -2 + CSS.highlights.set(BASE, base) + let frame: number | undefined + const background = createQuoteBackground() + const observed = new Set() + + const schedule = () => { + if (frame !== undefined) return + frame = requestAnimationFrame(() => { + frame = undefined + apply() + }) + } + + const apply = () => { + base.clear() + observer.disconnect() + const shadows = new Set() + const containers = new Map>() + const ranges: Range[] = [] + + pieces.forEach((piece) => { + const range = resolveQuoteRange(root, piece, containers, (shadow) => { + if (shadows.has(shadow)) return + shadows.add(shadow) + }) + + if (!range) return + base.add(range) + ranges.push(range) + }) + background.update(ranges) + reveal() + observer.observe(root, { childList: true, subtree: true, characterData: true }) + observer.observe(document.documentElement, { attributes: true, attributeFilter: ["style", "class", "dir"] }) + shadows.forEach((shadow) => observer.observe(shadow, { childList: true, subtree: true, characterData: true })) + const targets = new Set([root, ...containers.keys()]) + observed.forEach((element) => { + if (targets.has(element)) return + resize.unobserve(element) + observed.delete(element) + }) + targets.forEach((element) => { + if (observed.has(element)) return + observed.add(element) + resize.observe(element) + }) + } + + const observer = new MutationObserver(schedule) + const resize = new ResizeObserver(schedule) + document.fonts.addEventListener("loadingdone", schedule) + + apply() + onCleanup(() => { + observer.disconnect() + resize.disconnect() + document.fonts.removeEventListener("loadingdone", schedule) + + if (frame !== undefined) cancelAnimationFrame(frame) + background.clear() + CSS.highlights.delete(BASE) + }) + }) + + createEffect( + on( + () => [input.source(), input.source().state.reveal?.sequence] as const, + ([current], previous) => { + const source = input.source() + const key = source.state.reveal?.key + const first = key && source.state.sources[key]?.[0] + const root = input.root() + + pending = undefined + + if (current !== previous?.[0] || !first || !root || !input.enabled()) return + pending = { key, source } + reveal() + + if (!pending) return + input.unpin() + input.reveal(first.revealID, first.partID) + }, + ), + ) +} + +function resolveQuoteRange( + root: HTMLElement, + piece: QuoteSource[number], + containers: Map>, + observe?: (shadow: ShadowRoot) => void, +) { + const part = root.querySelector(`[data-timeline-part-id="${CSS.escape(piece.partID)}"]`) + const shadow = piece.shadow && part?.querySelectorAll("diffs-container")[piece.shadow.host]?.shadowRoot + + if (shadow) observe?.(shadow) + + const container = piece.shadow + ? shadow?.querySelector(piece.shadow.line) + : piece.body + ? part?.querySelector(piece.body) + : part + + if (!container) return + const nodes = containers.get(container) ?? textNodes(container) + containers.set(container, nodes) + const start = nodes.find((item) => item.start <= piece.start && item.end > piece.start) + const end = nodes.find((item) => item.start < piece.end && item.end >= piece.end) + + if (!start || !end) return + const range = document.createRange() + range.setStart(start.node, piece.start - start.start) + range.setEnd(end.node, piece.end - end.start) + + // A changed tool result or rerender must never highlight unrelated text at the old offset. + return range.toString() === piece.text ? range : undefined +} + +function textNodes(root: Element) { + const walker = document.createTreeWalker(root, NodeFilter.SHOW_TEXT) + const nodes: { node: Text; start: number; end: number }[] = [] + let offset = 0 + + while (walker.nextNode()) { + // SAFETY: SHOW_TEXT restricts this walker to Text nodes. + const node = walker.currentNode as Text + nodes.push({ node, start: offset, end: offset + node.length }) + offset += node.length + } + + return nodes +} diff --git a/packages/app/src/session/timeline/quote-text.ts b/packages/app/src/session/timeline/quote-text.ts index e274e425b08d..527e94d47d82 100644 --- a/packages/app/src/session/timeline/quote-text.ts +++ b/packages/app/src/session/timeline/quote-text.ts @@ -159,6 +159,7 @@ export function quoteText(selection: TimelineSelection) { } const output: string[] = [] + const ranges: Range[] = [] let length = 0 let truncated = false let previous: { block: Element; part: Element | null } | undefined @@ -197,9 +198,15 @@ export function quoteText(selection: TimelineSelection) { if (!text) return const current = { block: blockOf(parent), part: partOf(parent) } + const piece = document.createRange() + piece.setStart(node, start) + piece.setEnd(node, end) if (!pre && text === " ") { - if (previous?.block === current.block && !endsWithBreak() && !output.at(-1)?.endsWith(" ")) append(" ") + if (previous?.block === current.block && !endsWithBreak() && !output.at(-1)?.endsWith(" ")) { + append(" ") + ranges.push(piece) + } return } @@ -212,9 +219,7 @@ export function quoteText(selection: TimelineSelection) { append((starts ? marker(parent) : "") + (!pre && endsWithBreak() ? text.trimStart() : text)) first ??= { node, offset: start + raw.search(/\S|$/) } last = { node, offset: start + raw.trimEnd().length } - const piece = document.createRange() - piece.setStart(node, start) - piece.setEnd(node, end) + ranges.push(piece) for (const rect of piece.getClientRects()) { if (rect.width === 0) continue @@ -263,6 +268,7 @@ export function quoteText(selection: TimelineSelection) { .replace(/\n{3,}/g, "\n\n") .trim(), truncated, + ranges, first, last, horizontal: left < right ? { left, right } : undefined, diff --git a/packages/app/src/session/timeline/quote.tsx b/packages/app/src/session/timeline/quote.tsx index 973f0d5115f8..69102db4fd4d 100644 --- a/packages/app/src/session/timeline/quote.tsx +++ b/packages/app/src/session/timeline/quote.tsx @@ -8,6 +8,8 @@ import { Button } from "@opencode/ui/button" import { Keybind } from "@opencode/ui/keybind" import { Tooltip } from "@opencode/ui/tooltip" import { useLanguage } from "@/runtime/i18n/language" +import type { QuoteSource } from "@/composer/quote-source" +import { captureQuoteSource } from "./quote-highlight" import { characterRect, narrowSelection, @@ -34,7 +36,7 @@ export function createTimelineQuote(input: { root: () => HTMLElement | undefined sessionKey: () => string enabled: () => boolean - add: (text: string, comment: boolean) => void + add: (text: string, comment: boolean, source: QuoteSource) => void }) { const [state, setState] = createStore<{ text: string | undefined @@ -292,9 +294,10 @@ export function createTimelineQuote(input: { const text = state.text if (!text || state.truncated) return + const source = selected ? captureQuoteSource(quoteText(selected).ranges) : [] window.getSelection()?.removeAllRanges() close() - input.add(text, comment) + input.add(text, comment, source) }, setElement: (value: HTMLElement | undefined) => { element = value @@ -376,7 +379,7 @@ export function TimelineQuote(props: { controller: TimelineQuoteController }) { } placement="top" - openDelay={1200} + openDelay={800} >