Spend forecast
Skill hoangsonww/Claude-Code-Agent-Monitor/plugins/ccam-cost-guard/skills/spend-forecast
π A real-time monitoring dashboard for Claude Code, built with SQLite3, Node.js, Express, React, Vite, TailwindCSS, and WebSockets. It tracks sessions, agent activity, tool usage, and subagent orchestration, providing live analytics, a Kanban status board, status notifications, a cute buddy, and an interactive web UI/MacOS/Windows native app.
npx -y skills add hoangsonww/Claude-Code-Agent-Monitor --skill spend-forecastAssembled from the repository path, not quoted from the project. Check it against their README if it does not work.
What its author says it does
Copied from the file, not written here
Forecast Claude Code spend to the end of the week or month from the daily session trend on the Agent Monitor dashboard β moving average of daily spend Γ days remaining, added to spend-to-date. Uses /api/analytics daily_sessions, /api/pricing/cost, and /api/sessions for a per-day cost curve. Use when projecting cost or asking "where will my spend land".
SKILL.md
3.5 KB, as published. Nobody here has run it
Spend Forecast
Project where Claude Code spend will end up by the close of the current week or month.
Input
The user provides: $ARGUMENTS
This is the forecast horizon β "week", "month", or a specific date. Default to
month (calendar month-end) when nothing is given, and state the horizon you used.
Data Sources
| Endpoint | Returns |
|---|---|
GET /api/analytics | { total_cost, tokens (effective totals, baselines pre-summed), daily_sessions (365d: [{ date, count }]), daily_events, overview, ... } β daily_sessions is the trend the forecast extrapolates |
GET /api/pricing/cost | { total_cost, breakdown: [{ model, input_tokens, output_tokens, cache_read_tokens, cache_write_tokens, cost, matched_rule }] } β authoritative spend-to-date and avg cost-per-session input |
GET /api/sessions?limit=200 | Session list with inline cost and started_at β group by day for a sharper daily-spend curve than the count-based approximation |
Forecast method
Spend has no native per-day field, so build a daily-spend series and extrapolate:
- Spend-to-date =
total_costfrom/api/pricing/cost. - Avg cost per session =
total_cost / total_session_count. - Daily spend series: for the trailing window,
daily_spend[d] β daily_sessions[d].count Γ avg_cost_per_session. For a sharper curve, instead sum inline sessioncostgrouped byDATE(started_at). - Moving average:
avg_daily_spend = mean(daily_spend over the trailing 7 days). Also compute a 14-day average to gauge whether the trend is accelerating (β²) or cooling (βΌ). - Remaining days: days left until the end of the chosen horizon (week = through Sunday; month = through the last calendar day).
- Projection:
projected_total = spend_to_date_this_period + (avg_daily_spend Γ days_remaining).
Spend-to-date this period: when the trend covers more than the current period, restrict the spend-to-date term to sessions whose
started_atfalls inside the current week/month so the projection isn't inflated by older spend.
Report Sections
1. Spend to date
total_cost, session count, avg cost/session, and how much falls inside the current period.
2. Daily trend
The 7-day and 14-day moving averages of daily spend, with a β²/βΌ accelerating-vs-cooling read. Show the last 7 days as a compact table (date, sessions, est. spend).
3. Projection
avg_daily_spend Γ days_remaining and the resulting projected_total for the horizon. State the days-remaining count explicitly.
4. Budget check (if a budget is known)
If the user mentions a budget, show projected vs. budget, the over/under delta, and the date the budget is projected to be crossed (days_to_budget = (budget β spend_to_date) / avg_daily_spend).
5. Confidence & caveats
Note that the forecast assumes the recent daily pace holds, that daily spend is approximated from session counts unless an inline-cost curve was used, and call out any low-data horizons (e.g. fewer than 7 active days).
Output
Markdown with the trend table and the projection. Currency as USD to 4 decimal places; show moving averages and the projected total prominently. Deltas with β²/βΌ.