From 1c0e1bcdde4c2cf26604805b2577ecbfd80e3796 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 18:21:20 +0000 Subject: [PATCH 01/66] [payslip-ingest] ActualBudget payroll sync CronJob + Panel 14 (Phase C) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Wires the daily ActualBudget deposit sync from the payslip-ingest app into K8s as a CronJob, and adds dashboard Panel 14 to overlay bank deposits against payslip net_pay. CronJob: actualbudget-payroll-sync in payslip-ingest namespace, runs 02:00 UTC. Calls `python -m payslip_ingest sync-meta-deposits`, which hits budget-http-api-viktor in the actualbudget namespace and upserts matching Meta payroll deposits into payslip_ingest.external_meta_deposits. ExternalSecret extended with three new Vault keys: - ACTUALBUDGET_API_KEY (same as actualbudget-http-api-viktor's env API_KEY) - ACTUALBUDGET_ENCRYPTION_PASSWORD (Viktor's budget password) - ACTUALBUDGET_BUDGET_SYNC_ID (Viktor's sync_id) These must be seeded at secret/payslip-ingest in Vault before the CronJob will run — it'll CrashLoop on missing env vars otherwise. First run can be triggered on demand via `kubectl -n payslip-ingest create job --from=cronjob/actualbudget-payroll-sync initial-sync`. Panel 14 plots monthly SUM(external_meta_deposits.amount) vs SUM(payslip.net_pay), plus a delta bar series — |delta| > £50 flags likely parser drift on net_pay. Part of: code-860 --- .../monitoring/dashboards/uk-payslip.json | 125 ++++++++++++++++++ stacks/payslip-ingest/main.tf | 115 +++++++++++++++- 2 files changed, 239 insertions(+), 1 deletion(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 9b0c2644..76a513eb 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -2033,6 +2033,131 @@ "rawSql": "WITH latest AS (SELECT DISTINCT ON (tax_year, employer_paye_ref) tax_year, employer_paye_ref, snapshot_date, gross_pay, income_tax, ni_contributions FROM hmrc_sync.tax_year_snapshot ORDER BY tax_year, employer_paye_ref, snapshot_date DESC), summed AS (SELECT tax_year, COALESCE(SUM(gross_pay), 0) AS sum_gross, COALESCE(SUM(income_tax), 0) AS sum_tax, COALESCE(SUM(national_insurance), 0) AS sum_ni FROM payslip_ingest.payslip GROUP BY tax_year) SELECT l.tax_year, l.employer_paye_ref, l.snapshot_date, l.gross_pay AS hmrc_gross, s.sum_gross AS computed_gross, (l.gross_pay - s.sum_gross) AS delta_gross, l.income_tax AS hmrc_tax, s.sum_tax AS computed_tax, (l.income_tax - s.sum_tax) AS delta_tax, l.ni_contributions AS hmrc_ni, s.sum_ni AS computed_ni, (l.ni_contributions - s.sum_ni) AS delta_ni FROM latest l LEFT JOIN summed s ON s.tax_year = l.tax_year ORDER BY l.tax_year DESC" } ] + }, + { + "id": 14, + "title": "Meta payroll: bank deposit vs payslip net pay", + "description": "Cross-check between ActualBudget bank deposits (META/FACEBOOK payee) and payslip net_pay. |delta| > \u00a350 flags likely parser or bank-sync drift. Synced daily 02:00 UTC.", + "type": "timeseries", + "datasource": { + "type": "grafana-postgresql-datasource", + "uid": "payslips-pg" + }, + "gridPos": { + "h": 9, + "w": 24, + "x": 0, + "y": 160 + }, + "fieldConfig": { + "defaults": { + "color": { + "mode": "palette-classic" + }, + "unit": "currencyGBP", + "custom": { + "axisPlacement": "auto", + "drawStyle": "line", + "fillOpacity": 0, + "lineWidth": 2, + "pointSize": 6, + "showPoints": "always", + "spanNulls": false, + "thresholdsStyle": { + "mode": "off" + } + } + }, + "overrides": [ + { + "matcher": { + "id": "byName", + "options": "deposit_sum" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "green" + } + }, + { + "id": "displayName", + "value": "Bank deposit (ActualBudget)" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "payslip_net_pay" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "blue" + } + }, + { + "id": "displayName", + "value": "Payslip net pay" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "delta" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "red" + } + }, + { + "id": "displayName", + "value": "Delta (deposit \u2212 payslip)" + }, + { + "id": "custom.drawStyle", + "value": "bars" + } + ] + } + ] + }, + "options": { + "legend": { + "calcs": [ + "last" + ], + "displayMode": "table", + "placement": "bottom" + }, + "tooltip": { + "mode": "multi", + "sort": "desc" + } + }, + "targets": [ + { + "datasource": { + "type": "grafana-postgresql-datasource", + "uid": "payslips-pg" + }, + "rawSql": "WITH deposits AS (SELECT DATE_TRUNC('month', deposit_date)::date AS month_start, SUM(amount) AS deposit_sum FROM payslip_ingest.external_meta_deposits GROUP BY 1), payslip_net AS (SELECT DATE_TRUNC('month', pay_date)::date AS month_start, SUM(net_pay) AS payslip_net_pay FROM payslip_ingest.payslip GROUP BY 1) SELECT COALESCE(p.month_start, d.month_start) AS \"time\", d.deposit_sum, p.payslip_net_pay, COALESCE(d.deposit_sum, 0) - COALESCE(p.payslip_net_pay, 0) AS delta FROM deposits d FULL OUTER JOIN payslip_net p ON p.month_start = d.month_start WHERE $__timeFilter(COALESCE(p.month_start, d.month_start)) ORDER BY \"time\"", + "format": "time_series", + "refId": "A", + "rawQuery": true, + "editorMode": "code" + } + ] } ], "refresh": "5m", diff --git a/stacks/payslip-ingest/main.tf b/stacks/payslip-ingest/main.tf index 7e4d0006..8c313c25 100644 --- a/stacks/payslip-ingest/main.tf +++ b/stacks/payslip-ingest/main.tf @@ -32,7 +32,20 @@ resource "kubernetes_namespace" "payslip_ingest" { # Seed these manually in Vault before applying: # secret/paperless-ngx -> property `api_token` # secret/claude-agent-service -> property `api_bearer_token` -# secret/payslip-ingest -> property `webhook_bearer_token` +# secret/payslip-ingest -> properties: +# - `webhook_bearer_token` +# - `actualbudget_api_key` (same value as +# actualbudget-http-api-viktor random +# api-key — fetch via `kubectl get pods +# -n actualbudget -l +# app=actualbudget-http-api-viktor -o +# jsonpath={.items[0].spec.containers[0].env}` +# and grep API_KEY) +# - `actualbudget_encryption_password` +# (same as Viktor's budget password in +# secret/actualbudget/credentials[viktor]) +# - `actualbudget_budget_sync_id` +# (same as Viktor's sync_id) resource "kubernetes_manifest" "external_secret" { manifest = { apiVersion = "external-secrets.io/v1beta1" @@ -79,6 +92,27 @@ resource "kubernetes_manifest" "external_secret" { property = "webhook_bearer_token" } }, + { + secretKey = "ACTUALBUDGET_API_KEY" + remoteRef = { + key = "payslip-ingest" + property = "actualbudget_api_key" + } + }, + { + secretKey = "ACTUALBUDGET_ENCRYPTION_PASSWORD" + remoteRef = { + key = "payslip-ingest" + property = "actualbudget_encryption_password" + } + }, + { + secretKey = "ACTUALBUDGET_BUDGET_SYNC_ID" + remoteRef = { + key = "payslip-ingest" + property = "actualbudget_budget_sync_id" + } + }, ] } } @@ -288,6 +322,85 @@ resource "kubernetes_service" "payslip_ingest" { } } +# Daily sync of Meta payroll deposits from ActualBudget's http-api sidecar. +# Populates payslip_ingest.external_meta_deposits so Panel 14 can overlay bank +# deposits against payslip.net_pay — catches parser drift on net_pay. +resource "kubernetes_cron_job_v1" "actualbudget_payroll_sync" { + metadata { + name = "actualbudget-payroll-sync" + namespace = kubernetes_namespace.payslip_ingest.metadata[0].name + } + spec { + schedule = "0 2 * * *" + concurrency_policy = "Forbid" + successful_jobs_history_limit = 3 + failed_jobs_history_limit = 5 + starting_deadline_seconds = 300 + + job_template { + metadata { + labels = local.labels + } + spec { + backoff_limit = 1 + ttl_seconds_after_finished = 86400 + template { + metadata { + labels = local.labels + } + spec { + restart_policy = "OnFailure" + image_pull_secrets { + name = "registry-credentials" + } + container { + name = "sync" + image = local.image + command = ["python", "-m", "payslip_ingest", "sync-meta-deposits"] + + env_from { + secret_ref { + name = "payslip-ingest-secrets" + } + } + env_from { + secret_ref { + name = "payslip-ingest-db-creds" + } + } + + env { + name = "ACTUALBUDGET_HTTP_API_URL" + value = "http://budget-http-api-viktor.actualbudget.svc.cluster.local" + } + + resources { + requests = { + cpu = "50m" + memory = "128Mi" + } + limits = { + memory = "256Mi" + } + } + } + } + } + } + } + } + + lifecycle { + # KYVERNO_LIFECYCLE_V1 + ignore_changes = [spec[0].job_template[0].spec[0].template[0].spec[0].dns_config] + } + + depends_on = [ + kubernetes_manifest.external_secret, + kubernetes_manifest.db_external_secret, + ] +} + # Plan-time read of the ESO-created K8s Secret for Grafana datasource password. # First apply: -target=kubernetes_manifest.db_external_secret first so the Secret exists. data "kubernetes_secret" "payslip_ingest_db_creds" { From a8280e77b61b9569ce7dfe51350ce6210f282d42 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 18:29:01 +0000 Subject: [PATCH 02/66] [broker-sync] unsuspend IMAP + Panel 15 RSU vest reconciliation (Phase D) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Activates the Schwab/InvestEngine IMAP ingest CronJob that's been scaffolded-but-suspended since Phase 2 of broker-sync, now that the Schwab parser can detect vest-confirmation emails. Runs nightly 02:30 UK. Current behaviour once deployed: - Trade confirmations (Schwab sell-to-cover, InvestEngine orders) → Activity rows posted to Wealthfolio. Unchanged. - Release Confirmations (Schwab RSU vests) → parser returns gross-vest BUY + sell-to-cover SELL Activities (to Wealthfolio) and a VestEvent object (NOT YET persisted — Postgres sink + DB grant pending; see follow-up under code-860). Vest detection uses a subject/body heuristic that will need tightening against a real email fixture. Panel 15 of the UK payslip dashboard added: per-vest-month join of payslip.rsu_vest vs rsu_vest_events (gross_value_gbp, tax_withheld_gbp) with delta columns. Tax-delta-percent coloured green/orange/red at 0/2%/5% thresholds. Table is empty until broker-sync starts persisting VestEvents — harmless until then. Before applying: - Verify IMAP creds in Vault (secret/broker-sync: imap_host, imap_user, imap_password, imap_directory) are still valid. - Empty vest-event table is expected; delta columns show NULL until the postgres sink lands. Part of: code-860 --- stacks/broker-sync/main.tf | 9 +- .../monitoring/dashboards/uk-payslip.json | 145 ++++++++++++++++++ 2 files changed, 152 insertions(+), 2 deletions(-) diff --git a/stacks/broker-sync/main.tf b/stacks/broker-sync/main.tf index b3c71905..7c99a916 100644 --- a/stacks/broker-sync/main.tf +++ b/stacks/broker-sync/main.tf @@ -105,7 +105,7 @@ resource "kubernetes_cron_job_v1" "version_probe" { metadata {} spec { backoff_limit = 1 - ttl_seconds_after_finished = 300 + ttl_seconds_after_finished = 86400 template { metadata { labels = { app = "broker-sync", component = "version-probe" } @@ -246,7 +246,12 @@ resource "kubernetes_cron_job_v1" "imap" { concurrency_policy = "Forbid" successful_jobs_history_limit = 3 failed_jobs_history_limit = 5 - suspend = true # enable in Phase 2 + # Unsuspended 2026-04-19 for RSU vest ground-truth ingestion — the parser + # now detects Schwab Release Confirmations and scaffolds VestEvents; the + # postgres sink that persists them into payslip_ingest.rsu_vest_events is + # pending a real-email fixture and cross-service DB grant (see + # follow-up beads task filed under the RSU tax spike fix epic). + suspend = false job_template { metadata {} spec { diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 76a513eb..eb20a480 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -2158,6 +2158,151 @@ "editorMode": "code" } ] + }, + { + "id": 15, + "title": "RSU vest reconciliation \u2014 payslip vs Schwab", + "description": "Per-vest-month join between payslip.rsu_vest (what HMRC reporting shows) and Schwab's vest-confirmation email data (what actually happened at the broker). Empty rows until the broker-sync IMAP ingest runs and VestEvents are persisted.", + "type": "table", + "datasource": { + "type": "grafana-postgresql-datasource", + "uid": "payslips-pg" + }, + "gridPos": { + "h": 10, + "w": 24, + "x": 0, + "y": 169 + }, + "fieldConfig": { + "defaults": { + "custom": { + "align": "right", + "cellOptions": { + "type": "auto" + }, + "inspect": false + }, + "unit": "currencyGBP", + "thresholds": { + "mode": "absolute", + "steps": [ + { + "color": "green", + "value": null + } + ] + } + }, + "overrides": [ + { + "matcher": { + "id": "byName", + "options": "vest_month" + }, + "properties": [ + { + "id": "custom.width", + "value": 140 + }, + { + "id": "custom.align", + "value": "left" + }, + { + "id": "unit", + "value": "none" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "ticker" + }, + "properties": [ + { + "id": "custom.width", + "value": 80 + }, + { + "id": "unit", + "value": "none" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "shares_vested" + }, + "properties": [ + { + "id": "unit", + "value": "none" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "tax_delta_pct" + }, + "properties": [ + { + "id": "unit", + "value": "percent" + }, + { + "id": "custom.cellOptions", + "value": { + "type": "color-background", + "mode": "basic" + } + }, + { + "id": "thresholds", + "value": { + "mode": "absolute", + "steps": [ + { + "color": "green", + "value": null + }, + { + "color": "orange", + "value": 2 + }, + { + "color": "red", + "value": 5 + } + ] + } + } + ] + } + ] + }, + "options": { + "cellHeight": "sm", + "footer": { + "show": false + } + }, + "targets": [ + { + "refId": "A", + "datasource": { + "type": "grafana-postgresql-datasource", + "uid": "payslips-pg" + }, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "WITH vest_by_month AS (SELECT DATE_TRUNC('month', vest_date)::date AS vest_month, ticker, SUM(shares_vested) AS shares_vested, SUM(gross_value_gbp) AS broker_gross_gbp, SUM(tax_withheld_gbp) AS broker_tax_gbp FROM payslip_ingest.rsu_vest_events GROUP BY 1, 2), payslip_by_month AS (SELECT DATE_TRUNC('month', pay_date)::date AS vest_month, SUM(rsu_vest) AS payslip_rsu_gbp, SUM(income_tax - COALESCE(cash_income_tax, income_tax)) AS payslip_rsu_tax_gbp FROM payslip_ingest.payslip WHERE rsu_vest > 0 GROUP BY 1) SELECT COALESCE(v.vest_month, p.vest_month) AS vest_month, v.ticker, v.shares_vested, v.broker_gross_gbp, p.payslip_rsu_gbp, (p.payslip_rsu_gbp - v.broker_gross_gbp) AS gross_delta_gbp, v.broker_tax_gbp, p.payslip_rsu_tax_gbp, (p.payslip_rsu_tax_gbp - v.broker_tax_gbp) AS tax_delta_gbp, CASE WHEN v.broker_tax_gbp IS NULL OR v.broker_tax_gbp = 0 THEN NULL ELSE ABS(p.payslip_rsu_tax_gbp - v.broker_tax_gbp) * 100.0 / v.broker_tax_gbp END AS tax_delta_pct FROM vest_by_month v FULL OUTER JOIN payslip_by_month p ON p.vest_month = v.vest_month ORDER BY vest_month DESC" + } + ] } ], "refresh": "5m", From 3f6dfb10aa8ada47b898e4bb1a742d66250e18a2 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 18:50:48 +0000 Subject: [PATCH 03/66] [monitoring] job-hunter: panels 6-9 for comp_points tables + trends MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Append the structured-comp dashboard surface to the job-hunter dashboard: Panel 6 — Per-company salary by level (p50 base, GBP table). Panel 7 — Total-comp heatmap per (company, level), p50 GBP. Panel 8 — Comp-point volume by source (daily time-series). Panel 9 — Base-salary trend (p50) over time for the top 5 companies. Adds templating: $location (multi, default london), $level (single, default senior), $company (multi, default all) — populated from comp_points + levels metadata so the selection reflects what was actually ingested. Closes: code-5ph --- .../monitoring/dashboards/job-hunter.json | 182 +++++++++++++++++- 1 file changed, 181 insertions(+), 1 deletion(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/job-hunter.json b/stacks/monitoring/modules/monitoring/dashboards/job-hunter.json index d38bc40c..526e2fe0 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/job-hunter.json +++ b/stacks/monitoring/modules/monitoring/dashboards/job-hunter.json @@ -197,12 +197,192 @@ ], "title": "Top roles", "type": "table" + }, + { + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "description": "Per-company median base salary broken out by seniority level (comp_points, GBP).", + "fieldConfig": { + "defaults": { + "color": {"mode": "thresholds"}, + "custom": { + "align": "auto", + "cellOptions": {"type": "auto"}, + "filterable": true, + "inspect": false + }, + "mappings": [], + "thresholds": {"mode": "absolute", "steps": []}, + "unit": "currencyGBP" + }, + "overrides": [] + }, + "gridPos": {"h": 10, "w": 24, "x": 0, "y": 29}, + "id": 6, + "options": { + "cellHeight": "sm", + "footer": {"countRows": false, "fields": "", "reducer": ["sum"], "show": false}, + "showHeader": true + }, + "targets": [ + { + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "format": "table", + "rawQuery": true, + "rawSql": "SELECT c.display_name AS company, l.slug AS level, percentile_cont(0.5) WITHIN GROUP (ORDER BY cp.base_gbp) AS p50_base_gbp, COUNT(*) AS n FROM job_hunter.comp_points cp JOIN job_hunter.companies c ON cp.company_id = c.id LEFT JOIN job_hunter.levels l ON cp.level_id = l.id WHERE cp.base_gbp IS NOT NULL AND cp.location_bucket IN (${location:sqlstring}) AND (c.slug = ANY(string_to_array(${company:sqlstring}, ',')) OR ${company:sqlstring} = 'all') GROUP BY c.display_name, l.slug ORDER BY c.display_name, l.rank NULLS LAST", + "refId": "A" + } + ], + "title": "Per-company salary by level (p50 base)", + "type": "table" + }, + { + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "description": "p50 total comp (base + bonus + RSU/year + sign-on/year) per (company, level).", + "fieldConfig": { + "defaults": { + "color": {"mode": "continuous-GrYlRd"}, + "custom": {"align": "center", "cellOptions": {"type": "color-background"}}, + "unit": "currencyGBP" + }, + "overrides": [] + }, + "gridPos": {"h": 10, "w": 12, "x": 0, "y": 39}, + "id": 7, + "options": { + "cellHeight": "sm", + "footer": {"countRows": false, "fields": "", "reducer": ["sum"], "show": false}, + "showHeader": true + }, + "targets": [ + { + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "format": "table", + "rawQuery": true, + "rawSql": "SELECT c.display_name AS company, l.slug AS level, percentile_cont(0.5) WITHIN GROUP (ORDER BY COALESCE(cp.base_gbp, 0) + COALESCE(cp.bonus_gbp, 0) + COALESCE(cp.rsu_annual_gbp, 0) + COALESCE(cp.signon_gbp, 0)) AS p50_total_gbp FROM job_hunter.comp_points cp JOIN job_hunter.companies c ON cp.company_id = c.id LEFT JOIN job_hunter.levels l ON cp.level_id = l.id WHERE cp.base_gbp IS NOT NULL AND cp.location_bucket IN (${location:sqlstring}) GROUP BY c.display_name, l.slug ORDER BY c.display_name", + "refId": "A" + } + ], + "title": "Total comp heatmap (p50, GBP)", + "type": "table" + }, + { + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "description": "Comp-datapoint ingestion volume by source.", + "fieldConfig": { + "defaults": { + "color": {"mode": "palette-classic"}, + "custom": { + "drawStyle": "bars", + "fillOpacity": 60, + "lineWidth": 1, + "stacking": {"mode": "normal"} + } + }, + "overrides": [] + }, + "gridPos": {"h": 10, "w": 12, "x": 12, "y": 39}, + "id": 8, + "options": { + "legend": {"displayMode": "list", "placement": "bottom", "showLegend": true}, + "tooltip": {"mode": "single", "sort": "none"} + }, + "targets": [ + { + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "format": "time_series", + "rawQuery": true, + "rawSql": "SELECT date_trunc('day', fetched_at) AT TIME ZONE 'UTC' AS time, source, COUNT(*) AS value FROM job_hunter.comp_points WHERE $__timeFilter(fetched_at) GROUP BY 1, 2 ORDER BY 1", + "refId": "A" + } + ], + "title": "Comp-point volume by source", + "type": "timeseries" + }, + { + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "description": "p50 base salary trend by (company, level) for top 5 companies.", + "fieldConfig": { + "defaults": { + "color": {"mode": "palette-classic"}, + "custom": { + "drawStyle": "line", + "lineInterpolation": "linear", + "lineWidth": 2, + "pointSize": 6, + "showPoints": "auto" + }, + "unit": "currencyGBP" + }, + "overrides": [] + }, + "gridPos": {"h": 10, "w": 24, "x": 0, "y": 49}, + "id": 9, + "options": { + "legend": {"displayMode": "table", "placement": "right", "showLegend": true}, + "tooltip": {"mode": "multi", "sort": "desc"} + }, + "targets": [ + { + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "format": "time_series", + "rawQuery": true, + "rawSql": "WITH ranked AS (SELECT c.slug AS company_slug, COUNT(*) AS n FROM job_hunter.comp_points cp JOIN job_hunter.companies c ON cp.company_id = c.id WHERE cp.base_gbp IS NOT NULL AND cp.location_bucket IN (${location:sqlstring}) GROUP BY c.slug ORDER BY n DESC LIMIT 5) SELECT date_trunc('month', cp.effective_date)::timestamp AS time, c.display_name || ' / ' || COALESCE(l.slug, 'unknown') AS metric, percentile_cont(0.5) WITHIN GROUP (ORDER BY cp.base_gbp) AS value FROM job_hunter.comp_points cp JOIN job_hunter.companies c ON cp.company_id = c.id LEFT JOIN job_hunter.levels l ON cp.level_id = l.id WHERE cp.base_gbp IS NOT NULL AND cp.effective_date IS NOT NULL AND cp.location_bucket IN (${location:sqlstring}) AND c.slug IN (SELECT company_slug FROM ranked) AND (l.slug = ${level:sqlstring} OR ${level:sqlstring} = 'all') GROUP BY 1, 2 ORDER BY 1", + "refId": "A" + } + ], + "title": "Base-salary trend (p50) — top 5 companies", + "type": "timeseries" } ], "refresh": "", "schemaVersion": 39, "tags": ["job-hunter", "jobs", "careers"], - "templating": {"list": []}, + "templating": {"list": [ + { + "current": {"selected": true, "text": ["london"], "value": ["london"]}, + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "definition": "SELECT DISTINCT location_bucket FROM job_hunter.comp_points ORDER BY 1", + "includeAll": false, + "label": "Location", + "multi": true, + "name": "location", + "options": [], + "query": "SELECT DISTINCT location_bucket FROM job_hunter.comp_points ORDER BY 1", + "refresh": 1, + "regex": "", + "type": "query" + }, + { + "current": {"selected": true, "text": "senior", "value": "senior"}, + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "definition": "SELECT slug FROM job_hunter.levels WHERE company_id IS NULL ORDER BY rank", + "includeAll": true, + "allValue": "all", + "label": "Level", + "multi": false, + "name": "level", + "options": [], + "query": "SELECT slug FROM job_hunter.levels WHERE company_id IS NULL ORDER BY rank", + "refresh": 1, + "regex": "", + "type": "query" + }, + { + "current": {"selected": true, "text": "all", "value": "all"}, + "datasource": {"type": "grafana-postgresql-datasource", "uid": "job-hunter-pg"}, + "definition": "SELECT slug FROM job_hunter.companies ORDER BY slug", + "includeAll": true, + "allValue": "all", + "label": "Company", + "multi": true, + "name": "company", + "options": [], + "query": "SELECT slug FROM job_hunter.companies ORDER BY slug", + "refresh": 1, + "regex": "", + "type": "query" + } + ]}, "time": {"from": "now-30d", "to": "now"}, "timepicker": {}, "timezone": "browser", From e8131709609bb2e792fcf62bdc2fe8309b3693c1 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 18:56:20 +0000 Subject: [PATCH 04/66] =?UTF-8?q?[job-hunter]=20Bump=20image=20to=2099ab18?= =?UTF-8?q?8f=20=E2=80=94=20levels.fyi=20per-level=20+=20comp=5Fpoints?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit 99ab188f adds the structured-comp pipeline: levels.fyi __NEXT_DATA__ scraper, Robert Walters + Hays PDF parser, comp_points/levels tables (alembic 0003), CLI comp/comp-table/comp-band/backfill-levels, and Grafana panels 6-9. Alembic 0003 runs via the existing init container. After apply, exec: kubectl -n job-hunter exec deploy/job-hunter -c job-hunter -- \ python -m job_hunter backfill-levels kubectl -n job-hunter exec deploy/job-hunter -c job-hunter -- \ python -m job_hunter refresh --source levels_fyi kubectl -n job-hunter exec deploy/job-hunter -c job-hunter -- \ python -m job_hunter refresh --source uk_surveys --- stacks/job-hunter/terragrunt.hcl | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/stacks/job-hunter/terragrunt.hcl b/stacks/job-hunter/terragrunt.hcl index 93df44f1..0a601116 100644 --- a/stacks/job-hunter/terragrunt.hcl +++ b/stacks/job-hunter/terragrunt.hcl @@ -18,8 +18,8 @@ dependency "external-secrets" { } inputs = { - # 8-char SHA from the Forgejo commit viktor/job-hunter@9c42eac9 - # (first image built locally + pushed 2026-04-19 due to a Woodpecker - # v3.13 Forgejo webhook bug; bump on every deploy once CI recovers). - image_tag = "48f8615d" + # 99ab188f = master HEAD with levels.fyi scraper (HTML __NEXT_DATA__) + + # comp_points/levels tables (alembic 0003). Built + pushed locally + # 2026-04-19 while the Woodpecker Forgejo webhook remains broken. + image_tag = "99ab188f" } From 2224a6b2ccb8f151c45bad3812cfad2f347984cb Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 19:09:54 +0000 Subject: [PATCH 05/66] =?UTF-8?q?[job-hunter]=20Bump=20image=20to=2092afc3?= =?UTF-8?q?8d=20=E2=80=94=20Frankfurter=20FX=20+=20comp=5Ftable=20COALESCE?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- stacks/job-hunter/terragrunt.hcl | 9 +++++---- 1 file changed, 5 insertions(+), 4 deletions(-) diff --git a/stacks/job-hunter/terragrunt.hcl b/stacks/job-hunter/terragrunt.hcl index 0a601116..8f4a32fb 100644 --- a/stacks/job-hunter/terragrunt.hcl +++ b/stacks/job-hunter/terragrunt.hcl @@ -18,8 +18,9 @@ dependency "external-secrets" { } inputs = { - # 99ab188f = master HEAD with levels.fyi scraper (HTML __NEXT_DATA__) + - # comp_points/levels tables (alembic 0003). Built + pushed locally - # 2026-04-19 while the Woodpecker Forgejo webhook remains broken. - image_tag = "99ab188f" + # 92afc38d = master HEAD with levels.fyi scraper + comp_table COALESCE + # fix + Frankfurter FX backend (exchangerate.host free tier deprecated + # in 2026). Built + pushed locally 2026-04-19 while the Woodpecker + # Forgejo webhook remains broken. + image_tag = "92afc38d" } From 68a10905e0e18432678a525072e2a79f9de510df Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 20:31:53 +0000 Subject: [PATCH 06/66] [monitoring] uk-payslip Panel 13: stacked bars + sum-in-legend MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit "Monthly cash flow — tax impact (RSU excluded)" was already stacking group A in normal mode but rendered as 70%-opacity filled lines — the overlap made the total-per-month figure visually inaccessible. Switch drawStyle to bars (100% fill, 0-width lineWidth, no per-point markers) so each month reads as a single stacked bar whose top edge is the total cash-side deduction. Add "sum" to legend.calcs so the tax-year totals per series show in the legend table alongside last and max. Panel 11 (Tax & pension — monthly, RSU-inclusive) retains the line/ area style so the two panels remain visually distinct. --- .../modules/monitoring/dashboards/uk-payslip.json | 11 ++++++----- 1 file changed, 6 insertions(+), 5 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index eb20a480..77400689 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -921,20 +921,20 @@ "unit": "currencyGBP", "custom": { "axisPlacement": "auto", - "drawStyle": "line", - "fillOpacity": 70, + "drawStyle": "bars", + "fillOpacity": 100, "gradientMode": "none", "hideFrom": { "legend": false, "tooltip": false, "viz": false }, - "lineWidth": 1, + "lineWidth": 0, "pointSize": 4, "scaleDistribution": { "type": "linear" }, - "showPoints": "auto", + "showPoints": "never", "spanNulls": false, "stacking": { "group": "A", @@ -1028,7 +1028,8 @@ "legend": { "calcs": [ "last", - "max" + "max", + "sum" ], "displayMode": "table", "placement": "bottom" From e092f159b3e3abcbf8e8aae4840d43c181db94e1 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 21:24:46 +0000 Subject: [PATCH 07/66] monitoring: drop MAM Mouse-class + qBittorrent-unsatisfied alerts MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Both alerts fired as expected noise while the MAM account is in new-member Mouse class — tracker refuses announces and the 72h seed-gate can't be met until ratio recovers. Keeping the rest of the MAM rules (cookie expiry, ratio, farming/janitor stalls, qbt disconnect) which still signal real pipeline failures. Firing count drops from 7 → 3 in healthcheck. --- .../modules/monitoring/prometheus_chart_values.tpl | 14 -------------- 1 file changed, 14 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index b0233985..d2508949 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -1995,13 +1995,6 @@ serverFiles: summary: "CoreDNS forward SERVFAIL/REFUSED rate: {{ $value | printf \"%.2f\" }}/s — upstream DNS (pfSense/public) may be unhealthy" - name: qbittorrent rules: - - alert: MAMMouseClass - expr: mam_class_code == 0 - for: 1h - labels: - severity: critical - annotations: - summary: "MAM account is in Mouse class — tracker is refusing announces, ratio cannot recover" - alert: MAMCookieExpired expr: mam_farming_cookie_expired > 0 for: 0m @@ -2040,13 +2033,6 @@ serverFiles: severity: critical annotations: summary: "qBittorrent is disconnected from the network" - - alert: QBittorrentMAMUnsatisfied - expr: qbt_tracker_unsatisfied{tracker="mam"} > 15 - for: 10m - labels: - severity: warning - annotations: - summary: "{{ $value | printf \"%.0f\" }} MAM torrents not yet seeded 72h (limit: 20 for new members)" - name: Headscale VPN rules: From 4bedabb9e8b78618adb2b2e42dcff696a9545430 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 22:13:32 +0000 Subject: [PATCH 08/66] healthcheck: fix three false-positive WARNs (HA token, cert-manager, LVM snap grep) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit - HA Sofia token: auto-bootstrap from Vault secret/viktor/haos_api_token when HOME_ASSISTANT_SOFIA_{URL,TOKEN} env vars are unset. Default URL = https://ha-sofia.viktorbarzin.me. - cert-manager: add cert_manager_installed() probe (kubectl get crd certificates.cert-manager.io). When not installed — which is our current state — report PASS "N/A" instead of noisy WARN "CRDs unavailable". - LVM snapshot freshness: grep pattern was `-- -snap` but actual LV names use underscore (`foo_snap_YYYY...`), so the grep matched nothing and the check always WARN'd. Fixed to `grep _snap`. After fix: PASS 36→40, WARN 9→6, FAIL 1→1 (new ha_entities FAIL is a real HA issue, not a script bug — 400/1401 sensors stale on ha-sofia). --- scripts/cluster_healthcheck.sh | 49 +++++++++++++++++++++++++++------- 1 file changed, 40 insertions(+), 9 deletions(-) diff --git a/scripts/cluster_healthcheck.sh b/scripts/cluster_healthcheck.sh index 997c0b7d..b5237378 100755 --- a/scripts/cluster_healthcheck.sh +++ b/scripts/cluster_healthcheck.sh @@ -1242,9 +1242,17 @@ check_overcommit() { HA_CACHE_DIR="" ha_sofia_available() { - if [[ -z "${HOME_ASSISTANT_SOFIA_URL:-}" ]] || [[ -z "${HOME_ASSISTANT_SOFIA_TOKEN:-}" ]]; then - return 1 + if [[ -z "${HOME_ASSISTANT_SOFIA_URL:-}" ]]; then + export HOME_ASSISTANT_SOFIA_URL="https://ha-sofia.viktorbarzin.me" fi + if [[ -z "${HOME_ASSISTANT_SOFIA_TOKEN:-}" ]]; then + if command -v vault >/dev/null 2>&1 && [[ -n "${VAULT_TOKEN:-}${HOME:-}" ]]; then + local t + t=$(vault kv get -field=haos_api_token secret/viktor 2>/dev/null || true) + [[ -n "$t" ]] && export HOME_ASSISTANT_SOFIA_TOKEN="$t" + fi + fi + [[ -n "${HOME_ASSISTANT_SOFIA_TOKEN:-}" ]] || return 1 return 0 } @@ -1752,14 +1760,25 @@ else: json_add "hardware_exporters" "$status" "${detail:-All healthy}" } +# Returns 0 if cert-manager CRDs are installed, 1 otherwise. +cert_manager_installed() { + $KUBECTL get crd certificates.cert-manager.io -o name >/dev/null 2>&1 +} + # --- 31. cert-manager: Certificate Readiness --- check_cert_manager_certificates() { section 31 "cert-manager — Certificate Readiness" local certs not_ready detail="" status="PASS" + if ! cert_manager_installed; then + pass "cert-manager not installed — N/A" + json_add "certmanager_certificates" "PASS" "N/A (cert-manager not installed)" + return 0 + fi + certs=$($KUBECTL get certificates.cert-manager.io -A -o json 2>/dev/null) || { - warn "cert-manager CRDs not installed or inaccessible" - json_add "certmanager_certificates" "WARN" "CRDs unavailable" + warn "cert-manager CRDs installed but API query failed" + json_add "certmanager_certificates" "WARN" "API query failed" return 0 } @@ -1797,9 +1816,15 @@ check_cert_manager_expiry() { section 32 "cert-manager — Certificate Expiry (<14d)" local certs expiring detail="" status="PASS" + if ! cert_manager_installed; then + pass "cert-manager not installed — N/A" + json_add "certmanager_expiry" "PASS" "N/A (cert-manager not installed)" + return 0 + fi + certs=$($KUBECTL get certificates.cert-manager.io -A -o json 2>/dev/null) || { - warn "cert-manager CRDs not installed or inaccessible" - json_add "certmanager_expiry" "WARN" "CRDs unavailable" + warn "cert-manager CRDs installed but API query failed" + json_add "certmanager_expiry" "WARN" "API query failed" return 0 } @@ -1852,9 +1877,15 @@ check_cert_manager_requests() { section 33 "cert-manager — Failed CertificateRequests" local requests failed detail="" status="PASS" + if ! cert_manager_installed; then + pass "cert-manager not installed — N/A" + json_add "certmanager_requests" "PASS" "N/A (cert-manager not installed)" + return 0 + fi + requests=$($KUBECTL get certificaterequests.cert-manager.io -A -o json 2>/dev/null) || { - warn "cert-manager CRDs not installed or inaccessible" - json_add "certmanager_requests" "WARN" "CRDs unavailable" + warn "cert-manager CRDs installed but API query failed" + json_add "certmanager_requests" "WARN" "API query failed" return 0 } @@ -1998,7 +2029,7 @@ check_backup_lvm_snapshots() { local snap_output detail="" status="PASS" snap_output=$(ssh -o BatchMode=yes -o ConnectTimeout=5 -o StrictHostKeyChecking=no \ - root@192.168.1.127 "lvs -o lv_name,lv_time --noheadings 2>/dev/null | grep -- -snap" 2>/dev/null || true) + root@192.168.1.127 "lvs -o lv_name,lv_time --noheadings 2>/dev/null | grep _snap" 2>/dev/null || true) if [[ -z "$snap_output" ]]; then [[ "$QUIET" == true ]] && section_always 36 "Backup Freshness — LVM PVC Snapshots" From 9041f52b05dddaf7873f472becfdd1caea6b6408 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 22:15:55 +0000 Subject: [PATCH 09/66] =?UTF-8?q?monitoring:=20TechnitiumZoneCountMismatch?= =?UTF-8?q?=20=E2=80=94=20compare=20replicas=20only,=20exclude=20primary?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Primary has only the Primary-type zones it owns (10). Replicas have those + built-in zones (localhost, in-addr.arpa reverse, etc.), so their count (14) can never match primary. Alert expr compared max-min across all instances, making it chronically firing. Fix: instance!="primary" filter. The real signal this alert wants is "did one replica drift from the others" — replica-to-replica comparison captures that; primary was never comparable. --- .../monitoring/modules/monitoring/prometheus_chart_values.tpl | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index d2508949..8142727f 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -1980,7 +1980,7 @@ serverFiles: annotations: summary: "Technitium zone-sync has not run successfully in >1h (last: {{ $value | humanizeDuration }} ago)" - alert: TechnitiumZoneCountMismatch - expr: (max(technitium_zone_count) - min(technitium_zone_count)) > 0 + expr: (max(technitium_zone_count{instance!="primary"}) - min(technitium_zone_count{instance!="primary"})) > 0 for: 15m labels: severity: warning From ac695dea38d3d148eea6eab92272c6b4a83bddee Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 19 Apr 2026 23:16:34 +0000 Subject: [PATCH 10/66] [registry] bulk-clean 34 orphan manifests + beads-server image bump MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Registry integrity probe surfaced 38 broken manifest references (34 unique repo:tag pairs, same OCI-index orphan pattern as the 04-19 infra-ci incident). Deleted all via registry HTTP API + ran GC; reclaimed ~3GB blob storage. beads-server CronJobs were stuck ImagePullBackOff on claude-agent-service:0c24c9b6 for >6h — bumped variable default to 2fd7670d (canonical tag in claude-agent-service stack, already healthy in registry) so new ticks can fire. Rebuilt in-use broken tags: freedify:{latest,c803de02} and beadboard:{17a38e43,latest} on registry VM; priority-pass via Woodpecker pipeline #8. wealthfolio-sync:latest deferred (monthly CronJob, next run 2026-05-01). Probe now reports 0/39 failures. RegistryManifestIntegrityFailure alert cleared. Closes: code-8hk Closes: code-jh3c Co-Authored-By: Claude Opus 4.7 (1M context) --- .../2026-04-19-registry-orphan-index.md | 54 +++++++++++++++++++ stacks/beads-server/main.tf | 2 +- 2 files changed, 55 insertions(+), 1 deletion(-) diff --git a/docs/post-mortems/2026-04-19-registry-orphan-index.md b/docs/post-mortems/2026-04-19-registry-orphan-index.md index da883760..ee596c63 100644 --- a/docs/post-mortems/2026-04-19-registry-orphan-index.md +++ b/docs/post-mortems/2026-04-19-registry-orphan-index.md @@ -190,3 +190,57 @@ unaddressed. - **Runbook**: `docs/runbooks/registry-rebuild-image.md` (new). - **Hot-fix commits**: `a05d63ee`, `6371e75e`, `c113be4d`. - **Upstream bug class**: `distribution/distribution#3324`. + +## 2026-04-19 — Bulk cleanup sweep (beads code-8hk + code-jh3c) + +Same failure class, broader scope. The `registry-integrity-probe` +surfaced 38 broken manifest references persisting after the 04-19 +infra-ci fix. `beads-dispatcher` + `beads-reaper` CronJobs were stuck +`ImagePullBackOff` on `claude-agent-service:0c24c9b6` for >6h. All 34 +affected `repo:tag` pairs were OCI indexes whose `linux/amd64` child +manifests were absent from blob storage (same orphan pattern). + +**Action taken**: +1. Bumped `beads-server/main.tf` var default `claude_agent_service_image_tag` + from `0c24c9b6` → `2fd7670d` (the canonical tag in + `claude-agent-service/main.tf`), reused — same image already healthy + on the registry. `scripts/tg apply` on `beads-server`. Deleted the + stuck Jobs so new CronJob ticks could fire. +2. Enumerated 34 broken `(repo, tag, parent_digest)` triples via HTTP + probe using `registry-probe-credentials` K8s Secret. Deleted each + via `DELETE /v2//manifests/` (33× 202, 1× 404 — + claude-agent-service:latest pointed at an already-deleted digest). +3. Ran `docker exec registry-private /bin/registry garbage-collect + /etc/docker/registry/config.yml` — reclaimed ~3GB of orphan blob + storage. +4. Rebuilt the 3 in-use broken tags (all 3 OCI-index parents pointed + at missing children, so no cached copies would survive pod + reschedule): + - `freedify:latest` / `freedify:c803de02` — built on registry VM + directly (no CI pipeline exists for this image; python FastAPI). + - `beadboard:17a38e43` / `beadboard:latest` — GHA + `workflow_dispatch` failed at registry login (missing + `REGISTRY_USERNAME`/`REGISTRY_PASSWORD` GH secrets). Built on + registry VM directly as the fallback. GitHub secret gap is a + follow-up — beads `code-8hk` notes it. + - `priority-pass-backend:ae1420a0` / `priority-pass-frontend:ae1420a0` + — Woodpecker pipeline #8 on repo 81. Pipeline `kubectl set image`'d + the Deployment to `ae1420a0` (drift vs TF `v5`/`v8` defaults, but + that drift is pre-existing, not introduced by this cleanup). + - `wealthfolio-sync:latest` — **not rebuilt**. Monthly CronJob (next + run 2026-05-01), no source tree or CI pipeline available in the + monorepo; deferred for separate follow-up. + +**Post-cleanup state**: +- Probe: 39 tags, 0 failures. `registry_manifest_integrity_failures{} = 0`. +- Alert `RegistryManifestIntegrityFailure` cleared (was firing for + 5h 32m). +- No `ImagePullBackOff` pods anywhere in the cluster. +- 28 of 34 deleted manifests were **dangling tags not referenced by any + workload** — old `382d6b1*`, `v2`-`v7`, `yt-fallback`, etc. Safe + deletes, no rebuilds needed. + +**Permanent fix still in flight**: Phase 2/3 of this post-mortem +(post-push verification in CI, atomic `cleanup-tags.sh`) — not +addressed by this cleanup. The probe continues to be the +authoritative detector. diff --git a/stacks/beads-server/main.tf b/stacks/beads-server/main.tf index 01f75ff4..e11b0ac7 100644 --- a/stacks/beads-server/main.tf +++ b/stacks/beads-server/main.tf @@ -14,7 +14,7 @@ variable "beadboard_image_tag" { # already ships. variable "claude_agent_service_image_tag" { type = string - default = "0c24c9b6" + default = "2fd7670d" } # Kill switch for auto-dispatch. When false, both CronJobs are suspended. The From 9b4970da613b9382316a9c7f69aba8c615454085 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Tue, 21 Apr 2026 22:29:15 +0000 Subject: [PATCH 11/66] =?UTF-8?q?monitoring:=20alert=20hygiene=20=E2=80=94?= =?UTF-8?q?=20disambiguate,=20rename,=20tune,=20fix=20inhibits?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit - HighPowerUsage: add subsystem:gpu (line 724) + subsystem:r730 (line 775) labels so the two same-named alerts are distinguishable in routing. - HeadscaleDown (deployment-replicas flavor, line 1414) → rename to HeadscaleReplicasMismatch. Line 2039 keeps HeadscaleDown as the real up-metric critical check. NodeDown inhibit rule updated to suppress the renamed alert too. - EmailRoundtripStale (line 1816): for 10m → 20m. Survives one missed 20-min probe cycle before firing, cuts flapping (12 short-burst fires over last 24h). ATSOverload tuning skipped: 24h fire-count is 0, it's continuously firing not flapping — already-known sustained 83% ATS load, tuning would not change behavior. 8 backup *NeverSucceeded rules audited: all 7 using kube_cronjob_status_last_successful_time target real K8s CronJobs with active metrics (not Pushgateway-sourced). PrometheusBackupNeverRun already uses absent() correctly. No fixes needed. --- .../modules/monitoring/prometheus_chart_values.tpl | 8 +++++--- 1 file changed, 5 insertions(+), 3 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index 8142727f..87903ff6 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -73,7 +73,7 @@ alertmanager: - source_matchers: - alertname = NodeDown target_matchers: - - alertname =~ "NodeNotReady|NodeConditionBad|PodCrashLooping|ContainerOOMKilled|DeploymentReplicasMismatch|StatefulSetReplicasMismatch|DaemonSetMissingPods|ScrapeTargetDown|NodeLowFreeMemory|PostgreSQLDown|RedisDown|HeadscaleDown|AuthentikDown|PoisonFountainDown|HackmdDown|PrivatebinDown|MailServerDown|EmailRoundtripFailing|EmailRoundtripStale|NodeExporterDown|DockerRegistryDown|HomeAssistantDown|CloudflaredDown|TechnitiumDNSDown|iDRACRedfishMetricsMissing|iDRACSNMPMetricsMissing|HomeAssistantMetricsMissing" + - alertname =~ "NodeNotReady|NodeConditionBad|PodCrashLooping|ContainerOOMKilled|DeploymentReplicasMismatch|StatefulSetReplicasMismatch|DaemonSetMissingPods|ScrapeTargetDown|NodeLowFreeMemory|PostgreSQLDown|RedisDown|HeadscaleDown|HeadscaleReplicasMismatch|AuthentikDown|PoisonFountainDown|HackmdDown|PrivatebinDown|MailServerDown|EmailRoundtripFailing|EmailRoundtripStale|NodeExporterDown|DockerRegistryDown|HomeAssistantDown|CloudflaredDown|TechnitiumDNSDown|iDRACRedfishMetricsMissing|iDRACSNMPMetricsMissing|HomeAssistantMetricsMissing" # NFS down causes mass pod failures and NFS-dependent service outages - source_matchers: - alertname = NFSServerUnresponsive @@ -726,6 +726,7 @@ serverFiles: for: 30m labels: severity: info + subsystem: gpu annotations: summary: "GPU power: {{ $value | printf \"%.0f\" }}W (threshold: 50W)" - alert: HighUtilization @@ -777,6 +778,7 @@ serverFiles: for: 60m labels: severity: info + subsystem: r730 annotations: summary: "Server power: {{ $value | printf \"%.0f\" }}W (threshold: 300W)" - alert: UsingInverterEnergyForTooLong @@ -1411,7 +1413,7 @@ serverFiles: severity: warning annotations: summary: "Redis master {{ $labels.pod }} has only {{ $value }} connected replicas (expected 2)" - - alert: HeadscaleDown + - alert: HeadscaleReplicasMismatch expr: (kube_deployment_status_replicas_available{namespace="headscale"} or on() vector(0)) < 1 for: 5m labels: @@ -1815,7 +1817,7 @@ serverFiles: summary: "Email round-trip probe failing. Check MX DNS, Postfix, Mailgun API, and IMAP." - alert: EmailRoundtripStale expr: (time() - email_roundtrip_last_success_timestamp{job="email-roundtrip-monitor"}) > 3600 - for: 10m + for: 20m labels: severity: warning annotations: From 4a343c33f0d5e811f08118f9ff4070ff9d77ce4b Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Tue, 21 Apr 2026 22:39:46 +0000 Subject: [PATCH 12/66] monitoring: bring EmailRoundtripStale threshold docs in sync with for:20m Doc claimed >40m; actual fire time is 80m (60m last-success threshold + 20m 'for'). Stale since pre-existing config; now re-stale after raising 'for' from 10m to 20m in 9b4970da. Files out of sync only on this one alert row. --- docs/architecture/mailserver.md | 2 +- docs/architecture/monitoring.md | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/docs/architecture/mailserver.md b/docs/architecture/mailserver.md index 21b2f957..0026b932 100644 --- a/docs/architecture/mailserver.md +++ b/docs/architecture/mailserver.md @@ -231,7 +231,7 @@ Push secrets (`BREVO_API_KEY`, `EMAIL_MONITOR_IMAP_PASSWORD`) come from External |-------|-----------|----------| | MailServerDown | No replicas for 5m | warning | | EmailRoundtripFailing | Probe failing for 30m | warning | -| EmailRoundtripStale | No success in >40m | warning | +| EmailRoundtripStale | No success in >80m (60m threshold + for:20m) | warning | | EmailRoundtripNeverRun | Metric absent for 40m | warning | ### Uptime Kuma Monitors diff --git a/docs/architecture/monitoring.md b/docs/architecture/monitoring.md index 0de2a219..5fa3bbba 100644 --- a/docs/architecture/monitoring.md +++ b/docs/architecture/monitoring.md @@ -158,7 +158,7 @@ spec: #### Email Monitoring Alerts - **EmailRoundtripFailing**: E2E email probe returning failure for >30m -- **EmailRoundtripStale**: No successful email round-trip in >40m +- **EmailRoundtripStale**: No successful email round-trip in >80m (60m threshold + for:20m) - **EmailRoundtripNeverRun**: Email probe has never reported (40m) #### Registry Integrity Alerts From 3eb8b9a4ea7f8dcebd9183a28a49b346ba048222 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 08:46:50 +0000 Subject: [PATCH 13/66] ci: add vault CLI to infra-ci image + surface real errors in scripts/tg MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The Woodpecker CI pipeline has been silently failing to apply Tier 1 stacks since the state-migration commit e80b2f02 because the Alpine CI image never had the vault CLI. `scripts/tg` swallowed stderr with `2>/dev/null` and surfaced a misleading "Cannot read PG credentials from Vault" message — the real error was `sh: vault: not found`. Verified with an in-cluster probe: woodpecker/default SA + role=ci already gets the terraform-state policy and has read capability on database/static-creds/pg-terraform-state. Auth was never the problem; the vault binary just wasn't there. - ci/Dockerfile: pin vault v1.18.1 (matches server) and install - scripts/tg: pre-flight check + surface real vault output on failure - Next build-ci-image.yml run rebuilds :latest with vault included; subsequent default.yml runs unblock monitoring apply (code-aoxk) Co-Authored-By: Claude Opus 4.7 --- ci/Dockerfile | 13 +++++++++++-- scripts/tg | 19 +++++++++++++++---- 2 files changed, 26 insertions(+), 6 deletions(-) diff --git a/ci/Dockerfile b/ci/Dockerfile index ea534d6e..2a02b586 100644 --- a/ci/Dockerfile +++ b/ci/Dockerfile @@ -1,12 +1,11 @@ FROM alpine:3.20 -# Rebuild 2026-04-19 — previous :latest index referenced missing blobs (404 on 98f718c8 / 27d5ab83) - # Pin versions to match CI requirements ARG TERRAFORM_VERSION=1.5.7 ARG TERRAGRUNT_VERSION=0.99.4 ARG SOPS_VERSION=3.9.4 ARG KUBECTL_VERSION=1.34.0 +ARG VAULT_VERSION=1.18.1 # Install system packages (single layer) RUN apk add --no-cache \ @@ -36,6 +35,16 @@ RUN curl -fsSL "https://dl.k8s.io/release/v${KUBECTL_VERSION}/bin/linux/amd64/ku -o /usr/local/bin/kubectl \ && chmod +x /usr/local/bin/kubectl +# Vault CLI — required by scripts/tg for Tier 1 stack PG credential reads +# and Tier 0 advisory locks. Pinned to server version (1.18.1). Without this +# the CI pipeline surfaces the misleading "Cannot read PG credentials" error +# because scripts/tg swallows stderr ("vault: not found"). +RUN curl -fsSL "https://releases.hashicorp.com/vault/${VAULT_VERSION}/vault_${VAULT_VERSION}_linux_amd64.zip" \ + -o /tmp/vault.zip \ + && unzip /tmp/vault.zip -d /usr/local/bin/ \ + && rm /tmp/vault.zip \ + && vault version + # Provider cache directory (shared across stacks) ENV TF_PLUGIN_CACHE_DIR=/tmp/terraform-plugin-cache ENV TF_PLUGIN_CACHE_MAY_BREAK_DEPENDENCY_LOCK_FILE=1 diff --git a/scripts/tg b/scripts/tg index 8cb38e20..15cea845 100755 --- a/scripts/tg +++ b/scripts/tg @@ -72,12 +72,23 @@ if [ -n "$STACK_NAME" ]; then else # Tier 1: PG backend — fetch credentials from Vault if [ -z "${PG_CONN_STR:-}" ]; then - PG_CREDS=$(vault read -format=json database/static-creds/pg-terraform-state 2>/dev/null) || { - echo "ERROR: Cannot read PG credentials from Vault. Run: vault login -method=oidc" >&2 + # Pre-flight: vault CLI must be available. Previously CI failed with a + # misleading "Cannot read PG credentials" message because the Alpine CI + # image lacked the vault binary — the 2>/dev/null below swallowed the + # real "vault: not found" error. Fail fast with a clear message instead. + if ! command -v vault >/dev/null 2>&1; then + echo "ERROR: vault CLI not found on PATH. Install it or use an image that includes it (ci/Dockerfile)." >&2 + exit 1 + fi + VAULT_OUT=$(vault read -format=json database/static-creds/pg-terraform-state 2>&1) || { + echo "ERROR: Cannot read PG credentials from Vault. Vault output follows:" >&2 + echo "$VAULT_OUT" >&2 + echo "" >&2 + echo "Hint: humans run 'vault login -method=oidc'; CI auths via K8s SA (role=ci)." >&2 exit 1 } - PG_USER=$(echo "$PG_CREDS" | jq -r .data.username) - PG_PASS=$(echo "$PG_CREDS" | jq -r .data.password) + PG_USER=$(echo "$VAULT_OUT" | jq -r .data.username) + PG_PASS=$(echo "$VAULT_OUT" | jq -r .data.password) export PG_CONN_STR="postgres://${PG_USER}:${PG_PASS}@10.0.20.200:5432/terraform_state?sslmode=disable" fi fi From d39770b30db31a336de1f46c920694dd80fff76e Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 08:54:37 +0000 Subject: [PATCH 14/66] monitoring: tighten LVMSnapshotStale to 30h for daily-cadence detection MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Threshold was 48h + 30m for: a job that runs daily. We don't need to wait 2.5 days to detect a broken timer — bring it down to 30h + 30m (just over a day of cadence + minor drift/retry grace). Also add a description pointing to the restore runbook so the alert text surfaces the fix path directly. Threshold change: 172800s → 108000s. Docs in backup-dr.md synced. Re-triggers default.yml apply now that ci/Dockerfile is rebuilt with vault CLI — this is the first commit touching a stack that will actually succeed since the e80b2f02 regression. Co-Authored-By: Claude Opus 4.7 --- docs/architecture/backup-dr.md | 4 ++-- .../monitoring/modules/monitoring/prometheus_chart_values.tpl | 3 ++- 2 files changed, 4 insertions(+), 3 deletions(-) diff --git a/docs/architecture/backup-dr.md b/docs/architecture/backup-dr.md index 2c992c20..eb1d11d7 100644 --- a/docs/architecture/backup-dr.md +++ b/docs/architecture/backup-dr.md @@ -226,7 +226,7 @@ Native LVM thin snapshots provide crash-consistent point-in-time recovery for 62 - They already have app-level dumps (Layer 2) - Including them causes ~36% write amplification; excluding them reduces overhead to ~0% -**Monitoring**: Pushes metrics to Pushgateway via NodePort (30091). Alerts: `LVMSnapshotStale` (>24h), `LVMSnapshotFailing`, `LVMThinPoolLow` (<15% free). +**Monitoring**: Pushes metrics to Pushgateway via NodePort (30091). Alerts: `LVMSnapshotStale` (>30h since last run + 30m `for:`), `LVMSnapshotFailing`, `LVMThinPoolLow` (<15% free). **Restore**: `lvm-pvc-snapshot restore ` — auto-discovers K8s workload, scales down, swaps LVs, scales back up. See `docs/runbooks/restore-lvm-snapshot.md`. @@ -673,7 +673,7 @@ module "nfs_backup" { │ ~~CloudSyncNeverRun~~ REMOVED (TrueNAS decommissioned) │ │ ~~CloudSyncFailing~~ REMOVED (TrueNAS decommissioned) │ │ VaultwardenIntegrityFail integrity_ok == 0 │ -│ LVMSnapshotStale > 24h since last snapshot │ +│ LVMSnapshotStale > 30h since last snapshot │ │ LVMSnapshotFailing snapshot creation failed │ │ LVMThinPoolLow < 15% free space in thin pool │ │ WeeklyBackupStale > 8d since last success │ diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index 87903ff6..ae5d6d6f 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -1249,12 +1249,13 @@ serverFiles: annotations: summary: "Backup job failed: {{ $labels.namespace }}/{{ $labels.job_name }}" - alert: LVMSnapshotStale - expr: (time() - lvm_snapshot_last_run_timestamp{job="lvm-pvc-snapshot"}) > 172800 + expr: (time() - lvm_snapshot_last_run_timestamp{job="lvm-pvc-snapshot"}) > 108000 for: 30m labels: severity: critical annotations: summary: "LVM PVC snapshots are {{ $value | humanizeDuration }} old (expected daily)" + description: "Timer lvm-pvc-snapshot.timer on 192.168.1.127 hasn't pushed fresh metrics. Runbook: docs/runbooks/restore-lvm-snapshot.md" - alert: LVMSnapshotNeverRun expr: absent(lvm_snapshot_last_run_timestamp{job="lvm-pvc-snapshot"}) for: 48h From 6a4a477336574de9c4183f9444d719e1ca5e2538 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 10:55:34 +0000 Subject: [PATCH 15/66] =?UTF-8?q?[infra]=20Update=20RPi=20Sofia=20DNS:=201?= =?UTF-8?q?92.168.1.16=20=E2=86=92=20192.168.1.10?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit RPi now uses USB Ethernet (eth1) as primary uplink at .10 instead of the old wlan1 address at .16. Camera namespace and DNAT updated to use eth1 with systemd persistence. 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z7|Qeltoz1;hsROqT1n+*KB61TnV;54=}eG89Few0r##e60P`IWY;45bHVXto&V~j^ zb_6kg`&ObC5*U7;pX!QiHHDFP<**lXPW+um!j=~Re-J6q8|6mypGtIky{vhqLdjs~ z)*Vkud(><8E(ExoyqIzuQWaD^UP+{wzg=mcA*>we%@RK0t(e3&7>#0-7Bh2?R>!5( z%I}-GQt^PjZ4Hl4Qf8diOyML^aRWxoFpoMas0H!P>;y_H-$ijl|Jm|2&%fQZ#$4?1 zyGtXq@u$eG6DH+#mi5D?x`==+syW9SMP2pm&p#y^gqJ^4sHEahKCss+6V*ylVxI~( z8wj`Df7`+@8vw)>?tOd_ba<>v6_};YV&zRlaZ$DksnnAPT|%GxzgTsNgA~1 zU-#WbjhvLN^D7%eRmib|yw1FN)wtS8cOtQNQ@m;?4Hr8S!soIH6&8l_E>5f=!i|-t zb|`()dqRpenzoLeKdvR_NiAkewOtosKK7g)Jd=jv3&%;xBAuS6ohh}|ENQ3Fcii)R zjO!aQG2@q6HuRZ00_*&)1FAY<15@Afm&`k+n$GKLTjIkYeV?d$)qR}r`~VIKFaNGG z{rSLF{0p%!tr>}a`ut>+9nFtS?(TeHBK7Mh%t=_KLhq#+Gd#|LB-lkfN@1<&xzqp{Apia^2$@F_(p*3(Pyhe` From 2f1f9107f82dc1a3ff02d5b134afb3228979d96f Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 11:12:19 +0000 Subject: [PATCH 16/66] vault: add fsGroupChangePolicy=OnRootMismatch + 2026-04-22 post-mortem MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The 2026-04-22 Vault outage caught kubelet in a 2-minute chown loop that never exited because the default fsGroupChangePolicy (Always) walks every file on the NFS-backed data PVC. With retrans=3,timeo=30 NFS options and a 1GB audit log, the recursive chown outlasted the deadline and restarted forever — blocking raft quorum recovery. OnRootMismatch makes chown a no-op when the volume root is already correct, which it always is after initial setup. The breakglass fix was applied live via kubectl patch at 10:54 UTC; this commit persists it in Terraform so the next apply doesn't revert. The post-mortem also documents the upstream raft stuck-leader pattern, NFS kernel client corruption after force-kill, and the path to migrate Vault off NFS to proxmox-lvm-encrypted. --- .../2026-04-22-vault-raft-leader-deadlock.md | 142 ++++++++++++++++++ stacks/vault/main.tf | 11 ++ 2 files changed, 153 insertions(+) create mode 100644 docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md diff --git a/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md b/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md new file mode 100644 index 00000000..1be0ab20 --- /dev/null +++ b/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md @@ -0,0 +1,142 @@ +# Post-Mortem: Vault Raft Leader Deadlock + NFS Kernel Client Corruption Cascade + +| Field | Value | +|-------|-------| +| **Date** | 2026-04-22 | +| **Duration** | External endpoint 503 from ~09:00 UTC to 11:03 UTC (~2h). Full cluster recovery ~12:30 UTC after node4 reboot. | +| **Severity** | SEV1 (Vault — single source of secrets for 40+ services) | +| **Affected Services** | All ESO-backed services (password rotation paused). CronJobs that read plan-time secrets (14 stacks). Woodpecker CI (blocked pipeline `d39770b3`). Everything with `ExternalSecret` refresh interval ≤ 2h. | +| **Status** | Resolved for user traffic; vault-0 pod replacement pending node4 reboot. Terraform not yet reapplied. | + +## Summary + +A Vault raft leader (`vault-2`) entered a stuck goroutine state where its cluster port (8201) accepted TCP but never completed msgpack RPC. Standbys could not detect leader death because the TCP layer looked healthy, so no re-election fired. The only recovery was to kill the leader. During recovery, abrupt `kubectl delete --force` of the stuck Vault pods left kernel-side NFS client state on k8s-node1/node3/node4 in a corrupted state — **all new NFS mounts from those nodes timed out at 110s**, while existing mounts kept working. This created a cascade: the stuck leader blocked quorum, killing the leader broke NFS on the destination node for the recreated pod, force-killing the stuck pods left zombie `containerd-shim` processes kubelet couldn't clean up, and the resulting volume-manager loops pegged kubelet into 2-minute timeouts. Recovery required a VM hard-reset for node2 and node3 (kubelet was zombie on both). vault-0 remains down pending node4 reboot. + +## Impact + +- **User-facing**: `vault.viktorbarzin.me` returned HTTP 503 for ~2h. Any service that needed a Vault token during that window was degraded; Woodpecker CI pipeline blocked. +- **Blast radius**: 3/3 Vault pods affected (raft deadlock blocked re-election even with standbys up). Three k8s nodes degraded simultaneously with kernel NFS client stuck state (node1, node3, node4). Two nodes required VM hard-reset to recover kubelet (node2, node3). +- **Duration**: Degraded ~2h; resolution required sequential hard reboots. +- **Data loss**: None. Raft data integrity preserved on NFS. vault-1 came up with index 2475732, caught up to 2476009+ once leader was elected. +- **Observability gap**: No alert fired for the stuck raft leader. Standbys report `HA Mode: standby, Active Node Address: ` as if healthy even when leader is hung. + +## Timeline (UTC) + +| Time | Event | +|------|-------| +| **~09:00** | `vault-2` (original raft leader) enters hung state — port 8201 open but msgpack RPCs hang. Its own logs go silent. Standbys continue heartbeat/appendEntries with `msgpack decode error [pos 0]: i/o timeout`. Neither standby triggers re-election because raft transport does not distinguish "TCP open + silent" from "TCP open + healthy". | +| **~09:15** | External endpoint starts serving 503. Woodpecker CI pipeline `d39770b3` blocks waiting for Vault. | +| **09:59** | Operator force-deletes `vault-2` pod — replacement comes up on node3 and enters candidate loop (term=32), cannot get quorum because DNS for `vault-0` is NXDOMAIN (ContainerCreating) and vault-1 does not respond (its raft goroutine also hung). | +| **10:07** | Operator force-deletes `vault-1` — new `vault-1` gets scheduled to node2. Its raft would be fine, but kubelet on node2 hangs in the pod cleanup path for the old pod's NFS mount. Concurrently, a new `vault-0` pod is attempted on node4, but **NFS mount from node4 times out at 110s** — the host kernel NFS client is in a degraded state that blocks all new mounts (including to completely different NFS paths like `/srv/nfs/ytdlp`). | +| **10:09** | Diagnostic test: from node1 and node4 CSI pods, `mount -t nfs -o nfsvers=4 192.168.1.127:/srv/nfs/ytdlp /tmp/test` times out. From node2 and node3 the same mount succeeds. NFS server is healthy (`showmount -e` works; `rpcinfo` shows all programs registered). The common factor on the broken nodes: they had a force-terminated Vault pod earlier in the session, leaving stuck `mount.nfs` processes in D-state. | +| **10:18** | Manual unmount of stale NFS mount from the force-deleted old vault-0 pod on node4. New mount attempts from CSI still time out — clearing the old mount did not recover kernel NFS client state. | +| **10:22** | Workaround discovered: mounting with `nfsvers=4.0` or `nfsvers=4.1` (instead of default `nfsvers=4` which negotiates to 4.2) succeeds on broken nodes. Confirms the stuck state is version-specific (NFSv4.2 session state), not a general NFS issue. Decision: rather than change CSI mount options cluster-wide (risk of remounting existing 48+ PVs), fix the nodes directly. | +| **10:31** | Investigated node2 kubelet state: old `vault-1` container shows `vault` process in **Z (zombie)** state with its `sh` wrapper stuck in `do_wait` in kernel (`zap_pid_ns_processes`). Containerd-shim PID killed manually — `sh` and zombie reparented to init but remained stuck (uninterruptible kernel wait tied to NFS). | +| **10:34** | Attempted `systemctl restart kubelet` on node2 — kubelet itself went into Z (zombie) with 2 tasks still attached. Classic NFS-related kernel deadlock. | +| **10:42** | **Decision: hard-reset node2 VM** (`qm reset 202`). Disruption: 22 pods evicted. | +| **10:43** | node2 back up (Ready). CSI registered. New `vault-1` scheduled to node2. NFS mount succeeded (fresh kernel state). Kubelet began chowning volume — **extremely slow, ~3 files per minute over NFS**. | +| **10:48** | `vault-1` (2/2 Running) unsealed. **Raft leader elected: `vault-2` wins term 32, election tally=2** (vault-1 voted yes once it came up, vault-0 unreachable). However vault-2's vault-layer (HA active/standby) never transitioned to active — raft leader with `active_time: 0001-01-01T00:00:00Z` and `/sys/ha-status` returning 500. | +| **10:50** | Restarted `vault-2` pod to force clean leader transition. New `vault-2` stuck in chown loop on node3 (same pattern as node2 earlier). | +| **10:54** | Patched the Vault `StatefulSet` with `fsGroupChangePolicy: OnRootMismatch` so subsequent recreations skip the recursive chown. | +| **10:57** | Force-deleted `vault-2` and `06fa940b` pod directory on node3. New pod spawned but kubelet again stuck on phantom state from the old pod. | +| **11:01** | **Hard-reset node3 VM** (`qm reset 203`). | +| **11:03** | **External endpoint returns 200.** vault-1 elected leader, vault-2 standby, both 2/2 Running. | + +## Root Cause Chain + +``` +[1] Vault-2 raft goroutine hang (root cause — upstream Vault bug or infra-induced) + └─> Cluster port 8201 accepts TCP but never responds to msgpack RPCs + └─> Standbys' appendEntries calls return `msgpack decode error [pos 0]: i/o timeout` + └─> Raft protocol: no re-election because leader is heartbeating at the TCP level + └─> External endpoint returns 503 because HA layer has no active leader + +[2] Recovery complication — abrupt pod termination + └─> `kubectl delete --force --grace-period=0` on vault-0/1/2 + └─> containerd-shim fails to kill container cleanly (NFS I/O in D-state) + └─> vault process ends as zombie; sh wrapper stuck in do_wait + └─> Kubelet retries forever, cannot tear down old pod volumes + └─> NFS-CSI unmount requests succeed at the NFS layer but kubelet's + volume state-machine never marks the volume as unmounted + (stale 0000-mode mount directory blocks teardown completion) + +[3] Kernel NFS client corruption on node1/node4 + └─> Force-terminated Vault pod left stuck `mount.nfs` processes in D-state + └─> Kernel NFS4.2 client session state corrupted (held open mount slot) + └─> All subsequent mount syscalls for nfsvers=4 block 110s+ waiting for + session slot that will never be freed + └─> Manual workaround: nfsvers=4.1 bypasses the corrupted session state + +[4] Kubelet starvation + └─> Combination of (2) and (3) means kubelet is stuck in a 2-minute volume-setup + context deadline loop — each iteration times out, new iteration restarts, + infinite loop + └─> Hard VM reset is the only exit + └─> After reset, kubelet starts clean, CSI re-registers, mounts succeed + +[5] Slow recursive chown amplifies impact + └─> Default fsGroupChangePolicy: Always (Vault Helm chart 0.29.1 default) + └─> Kubelet walks every file on NFS setting gid=1000 + └─> Over a 1GB audit log and a 47MB raft.db on NFS with timeo=30,retrans=3, + each chown syscall takes seconds; kubelet 2-minute deadline runs out + before the walk finishes + └─> Loop never exits even when ownership is already correct +``` + +## Why This Failed + +1. **Raft transport does not detect stuck leaders.** If TCP is open and the process is alive enough to hold the port, standbys assume the leader is healthy. A stuck goroutine that never responds to RPCs appears to raft as "leader with high RTT" and does not trigger re-election. This is an upstream Vault bug (or at least a missing liveness check). + +2. **Abrupt pod termination + NFS = kernel-level zombie.** When a Vault pod holding an NFS mount is force-killed before it cleanly closes file handles, the kernel's NFS4.2 client session state enters a corrupted state. This blocks all new mounts from that node — not just to the same NFS path, but to ANY NFS path on the same server. The fix is a kernel reboot; there is no userspace recovery. + +3. **Vault data on NFS violates the documented rule.** `infra/.claude/CLAUDE.md` explicitly states: *"Critical services MUST NOT use NFS storage — circular dependency risk."* Vault currently uses `nfs-proxmox` for both `dataStorage` and `auditStorage`. If Vault had been on `proxmox-lvm-encrypted`, none of the NFS corruption cascade would have happened. + +4. **fsGroupChangePolicy: Always is the Helm default.** Every pod restart walks every file over NFS. On a 1GB audit log with degraded NFS RTT, this takes longer than kubelet's internal 2-minute deadline, causing infinite restart loops. `OnRootMismatch` makes chown a no-op when the root is already correct (which it always is after first setup). + +5. **No alert for this failure mode.** Prometheus alerts exist for `VaultSealed`, `VaultDown` (`up` metric), and backup staleness, but none for "raft leader has been running without advancing commit index" or "standby reports leader but leader's `/sys/ha-status` returns 500". + +## Remediation (Applied) + +- [x] Hard-reset node2 and node3 VMs to clear kernel NFS state and kubelet zombies. +- [x] Manually patched live `StatefulSet vault/vault` with `fsGroupChangePolicy: OnRootMismatch` to stop the chown loop. +- [x] Lazy-unmounted stale NFS mounts from force-deleted pod directories on node2 and node3. +- [x] Removed stale kubelet pod directories (`/var/lib/kubelet/pods/`) that had 0000-mode mount subdirectories blocking teardown. +- [x] Updated `stacks/vault/main.tf` with the `fsGroupChangePolicy` setting so the next `scripts/tg apply vault` makes it durable. + +## Remediation (Pending) + +- [ ] **Hard-reset node4** to recover vault-0 (same NFS kernel corruption pattern). +- [ ] **Run `scripts/tg apply` on the vault stack** to persist the fsGroupChangePolicy change. +- [ ] **Add Prometheus alert `VaultRaftLeaderStuck`** — fire when `vault_raft_last_index_gauge` (or derivation from `vault_runtime_total_gc_runs`) stops advancing for >2 minutes while `vault_core_active` is 1. +- [ ] **Add Prometheus alert `VaultHAStatusUnavailable`** — fire when `vault_core_active{}` reports 0 across all pods but `up{job="vault"}` reports 1 (HA layer broken but pods alive). +- [ ] **Migrate Vault to `proxmox-lvm-encrypted` block storage** — eliminates the entire NFS failure class. This follows the rule already documented in `infra/.claude/CLAUDE.md`. Tracked as beads task (open after Dolt is back up; currently down on node4). +- [ ] **Consider raising kubelet volume-manager deadline** for large-volume chown scenarios, or document the `fsGroupChangePolicy: OnRootMismatch` requirement for all NFS-backed StatefulSets. +- [ ] **Runbook**: `docs/runbooks/vault-raft-leader-deadlock.md` — how to detect stuck leader, safe force-restart procedure that avoids zombie pods, NFS kernel state recovery. + +## Contributing Factors + +1. **NFS mount options use bare `nfsvers=4`**. This negotiates to the highest version the server supports (NFSv4.2). When 4.2 session state corrupts, mounts fail; 4.1 works. Pinning to `nfsvers=4.1` in the `nfs-proxmox` StorageClass would make the failure mode recoverable without node reboot, but would also require recreating 48+ existing PVs (volumeAttributes are immutable). Deferred. + +2. **`kubectl delete --force` is the default for stuck pods**. Operators reach for force-delete when a pod won't terminate, but this leaves containerd in an inconsistent state when the underlying storage is hung. Better approach: identify the stuck process (typically `mount.nfs` or a kernel NFS callback) and fix the root cause before force-deleting. + +3. **Beads / Dolt server was on node4**, so beads task tracking went offline during this incident and couldn't be used to log progress cross-session. + +4. **node1 was cordoned mid-incident** to prevent rescheduling to a node with confirmed NFS issues, but this reduced the scheduling surface for anti-affinity-sensitive StatefulSets. + +## Learnings + +1. **NFS for stateful critical services is structurally unsafe.** When NFS breaks, the recovery involves killing pods → which can break NFS further → until a reboot. The rule exists for a reason; Vault should never have been on NFS. + +2. **Raft liveness needs application-layer probing, not TCP.** Every time we've seen a "stuck leader" issue in the homelab, TCP was fine and the app was unresponsive. A lightweight RPC probe with a short timeout and Prometheus alert would catch this in minutes instead of hours. + +3. **kubelet volume-manager is fragile against stuck NFS.** Once kubelet enters a chown loop with a context deadline shorter than the chown duration, it cannot make progress — even when the filesystem is otherwise healthy. `OnRootMismatch` is effectively mandatory for any pod with `fsGroup` and a volume >100MB. + +4. **VM hard-reset is cheap but disruptive.** The two reboots took ~60 seconds each but evicted 22+44 = 66 pods. Doing this twice in one session is a lot of churn. A post-mortem-driven improvement: pre-prepare "hot-standby" capacity so we can cordon+drain instead of hard-reset when kubelet zombies appear. + +5. **Documentation of this rule is worth more than the rule itself.** The CLAUDE.md already says "critical services must not use NFS". The vault stack violates it. The rule without enforcement (validation, linting, CI) is ignored during the rush to ship. + +## References + +- Related: `docs/post-mortems/2026-04-14-nfs-fsid0-dns-vault-outage.md` — previous Vault+NFS incident (different root cause, similar blast pattern). +- Vault helm chart 0.29.1 default `fsGroupChangePolicy` is unset (behaves as `Always`). +- Upstream Vault HA layer: raft leader → vault-active transition is in `vault/external_tests/raft`. Stuck goroutine pattern not documented as a known issue. diff --git a/stacks/vault/main.tf b/stacks/vault/main.tf index 0b8ef993..4fd47595 100644 --- a/stacks/vault/main.tf +++ b/stacks/vault/main.tf @@ -117,6 +117,17 @@ resource "helm_release" "vault" { } } + # fsGroupChangePolicy=OnRootMismatch skips recursive chown on restart. + # Without this, kubelet walks every file over NFS each restart; during + # 2026-04-22 outage this looped for 10m+ and blocked quorum recovery. + statefulSet = { + securityContext = { + pod = { + fsGroupChangePolicy = "OnRootMismatch" + } + } + } + # Mount unseal key secret extraVolumes = [{ type = "secret" From 4cb2c157da6e6967b6153e6b4630de176171c34f Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 11:44:56 +0000 Subject: [PATCH 17/66] =?UTF-8?q?post-mortem=202026-04-22:=20full=20timeli?= =?UTF-8?q?ne=20=E2=80=94=20second=20regression=20+=20node4=20reboot?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The initial recovery at 11:03 was premature; vault-1's audit writes over NFS started hanging ~15 min later and the cluster regressed to 503. Full recovery required rebooting node4 (to free vault-0's stuck NFS mount and shed PVE NFS thread contention) and a second reboot of node3 (to clear another round of kernel NFS client degradation). Final recovery at 11:43:28 UTC with vault-2 as active leader on the quorum vault-0 + vault-2. vault-1 remains stuck in ContainerCreating on node2 — a third node2 reboot is required for full 3/3 quorum, but 2/3 is operationally sufficient, so that's deferred. --- .../2026-04-22-vault-raft-leader-deadlock.md | 13 ++++++++++--- 1 file changed, 10 insertions(+), 3 deletions(-) diff --git a/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md b/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md index 1be0ab20..ee66c054 100644 --- a/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md +++ b/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md @@ -3,10 +3,10 @@ | Field | Value | |-------|-------| | **Date** | 2026-04-22 | -| **Duration** | External endpoint 503 from ~09:00 UTC to 11:03 UTC (~2h). Full cluster recovery ~12:30 UTC after node4 reboot. | +| **Duration** | External endpoint 503 from ~09:00 UTC to ~11:43 UTC (~2h 43m). vault-2 became active leader 11:43:28 UTC. | | **Severity** | SEV1 (Vault — single source of secrets for 40+ services) | | **Affected Services** | All ESO-backed services (password rotation paused). CronJobs that read plan-time secrets (14 stacks). Woodpecker CI (blocked pipeline `d39770b3`). Everything with `ExternalSecret` refresh interval ≤ 2h. | -| **Status** | Resolved for user traffic; vault-0 pod replacement pending node4 reboot. Terraform not yet reapplied. | +| **Status** | Vault HA operational with vault-0 + vault-2 quorum. vault-1 still stuck ContainerCreating on node2 (third node2 reboot pending; workload can accept 2/3 quorum). Terraform fix committed as `2f1f9107`; apply pending. | ## Summary @@ -40,7 +40,14 @@ A Vault raft leader (`vault-2`) entered a stuck goroutine state where its cluste | **10:54** | Patched the Vault `StatefulSet` with `fsGroupChangePolicy: OnRootMismatch` so subsequent recreations skip the recursive chown. | | **10:57** | Force-deleted `vault-2` and `06fa940b` pod directory on node3. New pod spawned but kubelet again stuck on phantom state from the old pod. | | **11:01** | **Hard-reset node3 VM** (`qm reset 203`). | -| **11:03** | **External endpoint returns 200.** vault-1 elected leader, vault-2 standby, both 2/2 Running. | +| **11:03** | First 200 response: vault-1 elected leader, vault-2 standby. Premature celebration — vault-1's audit log on node2 NFS starts timing out; `/sys/ha-status` returns 500 even though raft thinks vault-1 is active. | +| **~11:18** | Service regresses. `vault-1` audit writes hanging (`event not processed by enough 'sink' nodes, context deadline exceeded`). Readiness probe fails; pod goes 1/2; `vault-active` endpoint stays pointed at vault-1's IP but backend unresponsive → 503. | +| **11:22** | Force-restart `vault-1` to trigger re-election with new pod. Delete + containerd-shim cleanup leaves yet another zombie on node2. Same pattern: force-delete → zombie. | +| **11:29** | **Hard-reset node4 VM** (`qm reset 204`). Rationale: vault-0 was still blocked there; 74 pods on node4 contribute to NFS server load (load avg 16 on PVE). After reboot, vault-0 mounts its PVCs on fresh kernel state and comes up 2/2 Running 11:31. | +| **11:31** | Increased PVE NFS threads from 16 to 64 (`echo 64 > /proc/fs/nfsd/threads`). Did not help immediate mount failures — the stuck state is per-client kernel, not server capacity. | +| **11:38** | Discover DNS resolution issue: vault-2's Go resolver returns NXDOMAIN for short names `vault-0.vault-internal` even though glibc resolver works. CoreDNS restart issued earlier didn't fix. Restart vault-2 pod to force fresh resolver state. | +| **11:42** | **Second hard-reset of node3 VM** (`qm reset 203`). Kubelet+CSI re-register; vault-2 scheduled, NFS mounts finally succeed on fresh kernel state. | +| **11:43:28** | **vault-2 becomes active leader.** External endpoint returns 200 and stays there. vault-0 follower, catches up to index 2477632+. vault-1 still stuck on node2; left for later recovery. | ## Root Cause Chain From 134d6b9a829f55b0c17ceeceff5da51fc0e61549 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 12:44:46 +0000 Subject: [PATCH 18/66] vault runbook + raft/HA stuck-leader alerts MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Post-2026-04-22 Step 5 deliverables: - docs/runbooks/vault-raft-leader-deadlock.md — safe pod-restart sequence that avoids zombie containerd-shim + kernel NFS corruption, qm reset no-op gotcha, boot-order gotcha. - prometheus_chart_values.tpl — VaultRaftLeaderStuck + VaultHAStatusUnavailable. Silent until vault telemetry scraping lands (tracked as beads code-vkpn). Epic for moving vault off NFS tracked as beads code-gy7h. --- docs/runbooks/vault-raft-leader-deadlock.md | 217 ++++++++++++++++++ .../monitoring/prometheus_chart_values.tpl | 22 ++ 2 files changed, 239 insertions(+) create mode 100644 docs/runbooks/vault-raft-leader-deadlock.md diff --git a/docs/runbooks/vault-raft-leader-deadlock.md b/docs/runbooks/vault-raft-leader-deadlock.md new file mode 100644 index 00000000..5b4f1ece --- /dev/null +++ b/docs/runbooks/vault-raft-leader-deadlock.md @@ -0,0 +1,217 @@ +# Runbook: Vault Raft Leader Deadlock + Safe Pod Restart + +Captures the 2026-04-22 incident pattern. When a Vault raft leader enters a +stuck goroutine state (port 8201 accepts TCP but RPCs never return), the +recovery is *not* `kubectl delete --force`. Force-deleting a Vault pod that +holds a stuck NFS mount leaves kernel NFS client state corrupted, which +blocks all subsequent NFS mounts from the node and usually requires a VM +hard-reset to clear. + +**Related**: [post-mortems/2026-04-22-vault-raft-leader-deadlock.md](../post-mortems/2026-04-22-vault-raft-leader-deadlock.md). + +## Symptoms + +- `https://vault.viktorbarzin.me/v1/sys/health` returns HTTP 503. +- Standbys log `msgpack decode error [pos 0]: i/o timeout` every 2s. +- `kubectl exec` into a standby shows raft thinks the leader is alive + (peers list all `Voter`, leader address populated) but `vault operator + raft autopilot state` stalls or errors. +- The "leader" pod's logs go silent — no heartbeats, no audit writes, + nothing. TCP on 8201 still accepts connections. +- ESO-backed secrets stop refreshing (ExternalSecret `SecretSyncedError`). +- Woodpecker CI pipelines that read from Vault at plan time hang. + +## 0. Confirm the diagnosis (before touching anything) + +Don't jump to force-delete. Verify the leader is actually stuck, not just +slow: + +```sh +# 1. Who does raft think the leader is? +kubectl exec -n vault vault-0 -c vault -- vault status 2>&1 | \ + grep -E 'HA Mode|Active Node|Leader|Raft' + +# 2. Is the leader's port open but unresponsive? +LEADER_POD=vault-2 # or whichever vault status reports +kubectl exec -n vault $LEADER_POD -c vault -- sh -c \ + 'timeout 3 nc -zv 127.0.0.1 8200 2>&1; echo; timeout 3 vault status' + +# 3. Is the active vault service pointing at a real pod? +kubectl get endpoints -n vault vault-active -o yaml | \ + grep -E 'addresses|notReadyAddresses' -A2 + +# 4. What do standby logs say? +kubectl logs -n vault vault-0 -c vault --tail=40 | grep -iE 'msgpack|decode|rpc' +``` + +If (2) hangs and (4) shows repeated msgpack errors → stuck leader. + +## 1. Identify the stuck pod precisely + +```sh +# Find the pod whose vault_core_active would be 1 if it were scraping +# (currently no telemetry — use logs as proxy until telemetry is enabled). +for p in vault-0 vault-1 vault-2; do + echo "=== $p ===" + kubectl logs -n vault $p -c vault --tail=5 2>&1 | head -5 +done | grep -B1 'no recent output' +``` + +The pod whose logs have been silent for minutes while the others are +actively erroring is the stuck leader. + +## 2. The safe restart sequence (avoids zombie containers) + +**DO NOT** `kubectl delete pod --force --grace-period=0` as the first +step. On NFS-backed Vault that's the exact move that leaves the kernel +NFS client corrupted on the node where the stuck pod ran. + +Instead: + +### 2a. Graceful delete first (30s grace) + +```sh +kubectl delete pod -n vault vault-2 +``` + +Wait 30 seconds. Most of the time the TERM → SIGKILL path works and the +new pod schedules cleanly. The remaining leaders re-elect and the external +endpoint recovers. + +### 2b. If the pod is Terminating after 60s, find the stuck process + +```sh +NODE=$(kubectl get pod -n vault vault-2- -o jsonpath='{.spec.nodeName}') +POD_UID=$(kubectl get pod -n vault vault-2- -o jsonpath='{.metadata.uid}') + +ssh $NODE "sudo ps auxf | grep -A2 $POD_UID | head -20" +# Look for: mount.nfs (D-state), vault (Z-state), or the sh wrapper in do_wait +``` + +### 2c. Unmount stale NFS before force-deleting + +If the old pod's NFS mount is still present, lazy-unmount it FIRST so +the kernel can release NFS session state cleanly: + +```sh +ssh $NODE "sudo mount | grep $POD_UID | awk '{print \$3}' | xargs -I{} sudo umount -l {}" +``` + +Verify no mount.nfs processes are in D-state on the node: + +```sh +ssh $NODE "ps -eo state,pid,comm | grep '^D' | head -5" +``` + +### 2d. Only NOW force-delete if needed + +```sh +kubectl delete pod -n vault vault-2- --force --grace-period=0 +``` + +## 3. Recovery when the node is already stuck + +If you force-deleted before reading this runbook and NFS is now broken +on the node: + +**Diagnostic — confirm NFS client state is corrupted:** + +```sh +NODE=k8s-node2 # node where the force-delete happened +ssh $NODE "sudo mkdir -p /tmp/nfstest && sudo timeout 30 \ + mount -t nfs 192.168.1.127:/srv/nfs /tmp/nfstest && echo MOUNT_OK" +``` + +If the mount times out at 30-110s, kernel NFS client state is stuck. +No userspace recovery exists — only a VM reboot clears it. + +**Workaround before rebooting**: mounting with `nfsvers=4.1` succeeds +on broken nodes (the corruption is NFSv4.2 session-state specific). +This is useful for diagnostic mounts, but does NOT fix CSI pods — +their mount options come from the `nfs-proxmox` StorageClass and can't +be overridden per-pod. + +**Reboot the affected node VM:** + +```sh +# Find PVE VM ID — nodes numbered 201-204 for k8s-node1..4 +ssh root@192.168.1.127 "qm reset 20" + +# If qm reset leaves the VM PID unchanged (it didn't actually reboot), +# use qm stop/start: +ssh root@192.168.1.127 "qm stop 20 && qm start 20" +``` + +Wait for the node to become Ready (`kubectl get node k8s-node -w`) +and CSI driver to register (`kubectl get pods -n nfs-csi -o wide`). + +**Gotcha — `qm reset` can be a no-op.** On the 2026-04-22 incident, +`qm reset 201` returned exit 0 but did NOT restart the VM (same QEMU PID +before and after). `qm status` reported "running" throughout. Always +verify by checking the QEMU PID or VM uptime post-reset. If uptime is +unchanged, escalate to `qm stop && qm start`. + +**Gotcha — check boot order before stop/start.** Long-running VMs +(630+ day uptime) may have stale `bootdisk:` config that's been hidden +by never rebooting. On 2026-04-22, k8s-node1's config had `bootdisk: +scsi0` but the actual OS disk was on `scsi1`, so the first boot after +stop attempted iPXE and failed. Before stopping, verify: + +```sh +ssh root@192.168.1.127 "grep -E 'boot|scsi[0-9]+:' /etc/pve/qemu-server/20.conf" +``` + +If `bootdisk` references a disk ID that doesn't exist, fix it first +with `qm set 20 --boot "order=scsi"` (use the ID of the main +OS disk). + +## 4. Prevent re-infection — the chown loop + +After the node comes back, the vault pod's PV chown walk can still +peg kubelet. The durable fix is in `stacks/vault/main.tf`: + +```hcl +statefulSet = { + securityContext = { + pod = { + fsGroupChangePolicy = "OnRootMismatch" + } + } +} +``` + +This was applied in commit `2f1f9107` (2026-04-22). If you find +yourself editing this in a kubectl patch for live recovery, follow +up with a Terraform apply the same session — leaving the cluster +ahead of Terraform state is technical debt that re-triggers on the +next apply. + +## 5. Verify end-to-end + +```sh +# External endpoint — the user-facing health check +curl -sk -o /dev/null -w "%{http_code}\n" https://vault.viktorbarzin.me/v1/sys/health +# expect: 200 + +# Raft peers (needs VAULT_TOKEN with operator capability) +kubectl exec -n vault vault-0 -c vault -- vault operator raft list-peers + +# All pods 2/2 +kubectl get pods -n vault -l app.kubernetes.io/name=vault -o wide + +# No alerts fired (once VaultRaftLeaderStuck + VaultHAStatusUnavailable are live) +curl -s https://alertmanager.viktorbarzin.me/api/v2/alerts | \ + jq '.[] | select(.labels.alertname | test("Vault"))' +``` + +## Known limitations + +- **No alert for stuck leaders yet.** `VaultRaftLeaderStuck` and + `VaultHAStatusUnavailable` require Vault telemetry enabled + (`telemetry { unauthenticated_metrics_access = true }`) and a + scrape job. Alerts are defined in `prometheus_chart_values.tpl` + but stay silent until telemetry lands — tracked as a beads task. +- **Vault on NFS violates the documented rule.** `infra/.claude/CLAUDE.md` + says critical services must use `proxmox-lvm-encrypted`. The + `dataStorage`/`auditStorage` still use `nfs-proxmox`. Migration + tracked as an epic-level beads task. diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index ae5d6d6f..c90f2239 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -1157,6 +1157,28 @@ serverFiles: severity: critical annotations: summary: "Vault backup CronJob has never completed successfully" + - alert: VaultRaftLeaderStuck + expr: | + (vault_core_active == 1) + and on(instance) + (rate(vault_raft_last_index_gauge[5m]) == 0) + for: 2m + labels: + severity: critical + annotations: + summary: "Vault raft leader {{ $labels.instance }} is active but commit index has not advanced for >2m" + description: "The raft leader is reachable on TCP but its commit index has stalled — likely a stuck goroutine hang (see 2026-04-22 post-mortem). External /v1/sys/health will be 503. Recovery: graceful delete of the stuck pod (see docs/runbooks/vault-raft-leader-deadlock.md). NOTE: silent until vault telemetry + scrape job are enabled." + - alert: VaultHAStatusUnavailable + expr: | + (count(up{job="vault"} == 1) > 0) + and + (count(vault_core_active == 1) == 0) + for: 5m + labels: + severity: critical + annotations: + summary: "Vault pods are Up but no pod reports HA active leader" + description: "At least one Vault pod is scraping healthy, but no pod has vault_core_active=1. HA layer is broken — external endpoint will be 503 even though the pods themselves are alive. See docs/runbooks/vault-raft-leader-deadlock.md. NOTE: silent until vault telemetry + scrape job are enabled." - alert: VaultwardenBackupStale expr: (time() - kube_cronjob_status_last_successful_time{cronjob="vaultwarden-backup", namespace="vaultwarden"}) > 86400 for: 30m From e2146e69168c38fad87c10b4558a7d3cef965d2a Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 13:43:07 +0000 Subject: [PATCH 19/66] gpu: schedule off NFD label, not k8s-node1 hostname MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Remove every hardcoded reference to k8s-node1 that pinned GPU scheduling to a specific host: - GPU workload nodeSelectors: gpu=true -> nvidia.com/gpu.present=true (frigate, immich, whisper, piper, ytdlp, ebook2audiobook, audiblez, audiblez-web, nvidia-exporter, gpu-pod-exporter). The NFD label is auto-applied by gpu-feature-discovery on any node carrying an NVIDIA PCI device, so the selector follows the card. - null_resource.gpu_node_config: rewrite to enumerate NFD-labeled nodes (feature.node.kubernetes.io/pci-10de.present=true) and taint each with nvidia.com/gpu=true:PreferNoSchedule. Drop the manual 'kubectl label gpu=true' since NFD handles labeling. - MySQL anti-affinity: kubernetes.io/hostname NotIn [k8s-node1] -> nvidia.com/gpu.present NotIn [true]. Same intent (keep MySQL off the GPU node) but portable when the card relocates. Net effect: moving the GPU card between nodes no longer requires any Terraform edit. Verified no-op for current scheduling — both old and new labels resolve to node1 today. Docs updated to match: AGENTS.md, compute.md, overview.md, proxmox-inventory.md, k8s-portal agent-guidance string. --- .claude/reference/proxmox-inventory.md | 11 ++++---- AGENTS.md | 4 +-- docs/architecture/compute.md | 28 ++++++++++++------- docs/architecture/overview.md | 2 +- stacks/dbaas/modules/dbaas/main.tf | 4 +-- stacks/ebook2audiobook/main.tf | 6 ++-- stacks/frigate/main.tf | 2 +- stacks/immich/main.tf | 2 +- .../files/src/routes/agent/+server.ts | 2 +- stacks/nvidia/modules/nvidia/main.tf | 21 +++++++++----- stacks/whisper/main.tf | 4 +-- stacks/ytdlp/main.tf | 2 +- 12 files changed, 52 insertions(+), 36 deletions(-) diff --git a/.claude/reference/proxmox-inventory.md b/.claude/reference/proxmox-inventory.md index 1d1ab9bb..60dfab0b 100644 --- a/.claude/reference/proxmox-inventory.md +++ b/.claude/reference/proxmox-inventory.md @@ -122,8 +122,9 @@ Channel 3: A4 [32G] ──── A8 [32G] ──── A12[ 8G ] = 72 GB | `offsite-sync-backup.timer` | Timer | Daily 06:00 | Two-step rsync to Synology (sda + NFS via inotify) | | `nfs-change-tracker.service` | Service | Continuous | inotifywait on `/srv/nfs` + `/srv/nfs-ssd`, logs to `/mnt/backup/.nfs-changes.log` | -## GPU Node (k8s-node1) -- **VMID**: 201, **PCIe**: `0000:06:00.0` (NVIDIA Tesla T4) -- **Taint**: `nvidia.com/gpu=true:NoSchedule`, **Label**: `gpu=true` -- GPU workloads need: `node_selector = { "gpu": "true" }` + nvidia toleration -- Taint applied via `null_resource.gpu_node_taint` in `modules/kubernetes/nvidia/main.tf` +## GPU Node (currently k8s-node1) +- **VMID**: 201, **PCIe**: `0000:06:00.0` (NVIDIA Tesla T4) — physical passthrough, no Terraform pin +- **Taint**: `nvidia.com/gpu=true:PreferNoSchedule` (applied dynamically to every NFD-discovered GPU node) +- **Label**: `nvidia.com/gpu.present=true` (auto-applied by gpu-feature-discovery; also `feature.node.kubernetes.io/pci-10de.present=true` from NFD) +- GPU workloads need: `node_selector = { "nvidia.com/gpu.present" : "true" }` + nvidia toleration +- Taint applied via `null_resource.gpu_node_config` in `stacks/nvidia/modules/nvidia/main.tf`; node discovery keyed on the NFD `pci-10de.present` label so the taint follows the card to whichever host is carrying it diff --git a/AGENTS.md b/AGENTS.md index 0f1794f1..5f9c0839 100644 --- a/AGENTS.md +++ b/AGENTS.md @@ -163,10 +163,10 @@ lifecycle { ## Infrastructure - **Proxmox**: 192.168.1.127 (Dell R730, 22c/44t, 142GB RAM) - **Nodes**: k8s-master (10.0.20.100), node1 (GPU, Tesla T4), node2-4 -- **GPU**: `node_selector = { "gpu": "true" }` + toleration `nvidia.com/gpu` +- **GPU**: `node_selector = { "nvidia.com/gpu.present" : "true" }` + toleration `nvidia.com/gpu`. The label is auto-applied by NFD/gpu-feature-discovery on any node with an NVIDIA PCI device — nothing is hostname-pinned, so the GPU card can move between nodes without Terraform edits. - **Pull-through cache**: 10.0.20.10 — docker.io (:5000), ghcr.io (:5010) only. Caches stale manifests for :latest tags — use versioned tags or pre-pull with `ctr --hosts-dir ''` to bypass. - **pfSense**: 10.0.20.1 (gateway, firewall, DNS forwarding) -- **MySQL InnoDB Cluster**: 1 instance on proxmox-lvm (scaled from 3 — only Uptime Kuma + phpIPAM remain), PriorityClass `mysql-critical` + PDB, anti-affinity excludes k8s-node1 (GPU node) +- **MySQL InnoDB Cluster**: 1 instance on proxmox-lvm (scaled from 3 — only Uptime Kuma + phpIPAM remain), PriorityClass `mysql-critical` + PDB, anti-affinity excludes any GPU node (`nvidia.com/gpu.present=true`) so MySQL moves off the GPU host automatically if the card is relocated - **SMTP**: `var.mail_host` port 587 STARTTLS (not internal svc address — cert mismatch) ## Contributor Onboarding diff --git a/docs/architecture/compute.md b/docs/architecture/compute.md index bf456030..cc9c4786 100644 --- a/docs/architecture/compute.md +++ b/docs/architecture/compute.md @@ -18,7 +18,7 @@ graph TB subgraph Proxmox["Proxmox VE"] direction TB MASTER["VM 200: k8s-master
8c / 32GB
10.0.20.100"] - NODE1["VM 201: k8s-node1
16c / 32GB
GPU Passthrough
nvidia.com/gpu=true:NoSchedule"] + NODE1["VM 201: k8s-node1
16c / 32GB
GPU Passthrough
nvidia.com/gpu=true:PreferNoSchedule"] NODE2["VM 202: k8s-node2
8c / 32GB"] NODE3["VM 203: k8s-node3
8c / 32GB"] NODE4["VM 204: k8s-node4
8c / 32GB"] @@ -72,7 +72,7 @@ graph TB | VM | VMID | vCPUs | RAM | Network | Role | Taints | |----|------|-------|-----|---------|------|--------| | k8s-master | 200 | 8 | 32GB | vmbr1:vlan20 (10.0.20.100) | Control Plane | `node-role.kubernetes.io/control-plane:NoSchedule` | -| k8s-node1 | 201 | 16 | 32GB | vmbr1:vlan20 | GPU Worker | `nvidia.com/gpu=true:NoSchedule` | +| k8s-node1 | 201 | 16 | 32GB | vmbr1:vlan20 | GPU Worker | `nvidia.com/gpu=true:PreferNoSchedule` (applied dynamically to whichever node carries the GPU) | | k8s-node2 | 202 | 8 | 32GB | vmbr1:vlan20 | Worker | None | | k8s-node3 | 203 | 8 | 32GB | vmbr1:vlan20 | Worker | None | | k8s-node4 | 204 | 8 | 32GB | vmbr1:vlan20 | Worker | None | @@ -85,9 +85,9 @@ graph TB |-----------|-------| | Device | NVIDIA Tesla T4 (16GB GDDR6) | | PCIe Address | 0000:06:00.0 | -| Assigned VM | VMID 201 (k8s-node1) | -| Node Label | `gpu=true` | -| Node Taint | `nvidia.com/gpu=true:NoSchedule` | +| Assigned VM | VMID 201 (k8s-node1) — physical location only, no Terraform pin | +| Node Label | `nvidia.com/gpu.present=true` (auto-applied by gpu-feature-discovery; also `feature.node.kubernetes.io/pci-10de.present=true` from NFD) | +| Node Taint | `nvidia.com/gpu=true:PreferNoSchedule` (applied by `null_resource.gpu_node_config` to every NFD-tagged GPU node) | | Driver | NVIDIA GPU Operator | | Resource Name | `nvidia.com/gpu` | @@ -273,8 +273,8 @@ resources { ### GPU Resource Management **Node Selection**: GPU pods must: -1. Tolerate `nvidia.com/gpu=true:NoSchedule` taint -2. Select `gpu=true` label +1. Tolerate `nvidia.com/gpu=true:PreferNoSchedule` taint +2. Select `nvidia.com/gpu.present=true` label (auto-applied by gpu-feature-discovery wherever the card is) 3. Request `nvidia.com/gpu: 1` resource **Example**: @@ -286,7 +286,7 @@ spec: value: "true" effect: NoSchedule nodeSelector: - gpu: "true" + nvidia.com/gpu.present: "true" containers: - name: app resources: @@ -294,6 +294,14 @@ spec: nvidia.com/gpu: 1 ``` +**Portability**: No Terraform code references a specific hostname for +GPU scheduling. If the GPU card is physically moved to a different +node, gpu-feature-discovery moves the `nvidia.com/gpu.present=true` +label with it, and `null_resource.gpu_node_config` re-applies the +`nvidia.com/gpu=true:PreferNoSchedule` taint to the new host on the +next apply (discovery keyed on +`feature.node.kubernetes.io/pci-10de.present=true`). + **GPU Workloads**: - Ollama (LLM inference) - ComfyUI (Stable Diffusion workflows) @@ -529,7 +537,7 @@ kubectl describe pod -n ``` 0/5 nodes are available: 5 Insufficient nvidia.com/gpu. ``` - **Fix**: Verify GPU node (201) is Ready and labeled `gpu=true`. + **Fix**: Verify the GPU-carrying node is Ready and has the `nvidia.com/gpu.present=true` label. Check `kubectl get nodes -l nvidia.com/gpu.present=true` — if empty, gpu-feature-discovery hasn't labeled any node (operator not running, driver not loaded, or PCI passthrough broken). ### Pods OOMKilled repeatedly @@ -614,7 +622,7 @@ spec: value: "true" effect: NoSchedule nodeSelector: - gpu: "true" + nvidia.com/gpu.present: "true" containers: - name: app resources: diff --git a/docs/architecture/overview.md b/docs/architecture/overview.md index 9e0fe7be..cb0f8e6d 100644 --- a/docs/architecture/overview.md +++ b/docs/architecture/overview.md @@ -139,7 +139,7 @@ The Kubernetes cluster consists of 5 nodes: - **k8s-node1 (201)**: 16c/32GB GPU node with Tesla T4 passthrough, tainted for GPU workloads only - **k8s-node2-4 (202-204)**: 8c/32GB workers running general-purpose workloads -GPU passthrough on node1 uses PCIe device 0000:06:00.0, with Kubernetes taint `nvidia.com/gpu=true:NoSchedule` and label `gpu=true` to ensure only GPU-requesting pods schedule there. +GPU passthrough on node1 uses PCIe device 0000:06:00.0. The NVIDIA GPU Operator's gpu-feature-discovery auto-labels whichever node carries the card with `nvidia.com/gpu.present=true`; `null_resource.gpu_node_config` taints the same set of nodes with `nvidia.com/gpu=true:PreferNoSchedule`. No hostname is hardcoded — moving the card to a different node requires no Terraform edits. ### Service Organization diff --git a/stacks/dbaas/modules/dbaas/main.tf b/stacks/dbaas/modules/dbaas/main.tf index 8389aa93..d3e33617 100644 --- a/stacks/dbaas/modules/dbaas/main.tf +++ b/stacks/dbaas/modules/dbaas/main.tf @@ -157,9 +157,9 @@ resource "kubernetes_stateful_set_v1" "mysql_standalone" { required_during_scheduling_ignored_during_execution { node_selector_term { match_expressions { - key = "kubernetes.io/hostname" + key = "nvidia.com/gpu.present" operator = "NotIn" - values = ["k8s-node1"] + values = ["true"] } } } diff --git a/stacks/ebook2audiobook/main.tf b/stacks/ebook2audiobook/main.tf index f9871882..8492991f 100644 --- a/stacks/ebook2audiobook/main.tf +++ b/stacks/ebook2audiobook/main.tf @@ -72,7 +72,7 @@ resource "kubernetes_deployment" "ebook2audiobook" { spec { node_selector = { - "gpu" : "true" + "nvidia.com/gpu.present" : "true" } toleration { key = "nvidia.com/gpu" @@ -290,7 +290,7 @@ resource "kubernetes_deployment" "audiblez" { } spec { node_selector = { - "gpu" : "true" + "nvidia.com/gpu.present" : "true" } toleration { key = "nvidia.com/gpu" @@ -356,7 +356,7 @@ resource "kubernetes_deployment" "audiblez-web" { } spec { node_selector = { - "gpu" : "true" + "nvidia.com/gpu.present" : "true" } toleration { key = "nvidia.com/gpu" diff --git a/stacks/frigate/main.tf b/stacks/frigate/main.tf index 31079be9..489daa63 100644 --- a/stacks/frigate/main.tf +++ b/stacks/frigate/main.tf @@ -87,7 +87,7 @@ resource "kubernetes_deployment" "frigate" { } spec { node_selector = { - "gpu" : true + "nvidia.com/gpu.present" : "true" } toleration { key = "nvidia.com/gpu" diff --git a/stacks/immich/main.tf b/stacks/immich/main.tf index b17e7d55..8cf5162a 100644 --- a/stacks/immich/main.tf +++ b/stacks/immich/main.tf @@ -559,7 +559,7 @@ resource "kubernetes_deployment" "immich-machine-learning" { spec { priority_class_name = "gpu-workload" node_selector = { - "gpu" : "true" + "nvidia.com/gpu.present" : "true" } toleration { key = "nvidia.com/gpu" diff --git a/stacks/k8s-portal/modules/k8s-portal/files/src/routes/agent/+server.ts b/stacks/k8s-portal/modules/k8s-portal/files/src/routes/agent/+server.ts index f96f4d56..21405a94 100644 --- a/stacks/k8s-portal/modules/k8s-portal/files/src/routes/agent/+server.ts +++ b/stacks/k8s-portal/modules/k8s-portal/files/src/routes/agent/+server.ts @@ -138,7 +138,7 @@ Kyverno auto-generates LimitRange + ResourceQuota per namespace based on tier la - **Proxmox**: 192.168.1.127 (Dell R730, 22c/44t, 142GB RAM) - **Nodes**: k8s-master (10.0.20.100), node1 (GPU, Tesla T4), node2-4 -- **GPU workloads**: \`node_selector = { "gpu": "true" }\` + toleration \`nvidia.com/gpu\` +- **GPU workloads**: \`node_selector = { "nvidia.com/gpu.present" : "true" }\` + toleration \`nvidia.com/gpu\` (label auto-applied by gpu-feature-discovery, no hostname pins) - **Pull-through cache**: 10.0.20.10 — use versioned image tags (cache serves stale :latest manifests) - **MySQL InnoDB Cluster**: 3 instances on iSCSI - **SMTP**: \`var.mail_host\` port 587 STARTTLS diff --git a/stacks/nvidia/modules/nvidia/main.tf b/stacks/nvidia/modules/nvidia/main.tf index f11bd2c3..720f6daf 100644 --- a/stacks/nvidia/modules/nvidia/main.tf +++ b/stacks/nvidia/modules/nvidia/main.tf @@ -63,18 +63,25 @@ resource "kubernetes_resource_quota" "nvidia_quota" { } } -# Apply GPU taint and label to ensure only GPU workloads run on GPU node +# Apply GPU taint dynamically based on NFD-discovered GPU nodes. The +# NFD label `feature.node.kubernetes.io/pci-10de.present=true` is +# auto-applied on any node with an NVIDIA PCI device (vendor 0x10de), +# so the taint follows the card if it moves between nodes. Workload +# nodeSelectors key off `nvidia.com/gpu.present=true` (applied by +# gpu-feature-discovery once the operator is up). resource "null_resource" "gpu_node_config" { provisioner "local-exec" { command = <<-EOT - kubectl taint nodes k8s-node1 nvidia.com/gpu=true:PreferNoSchedule --overwrite - kubectl label nodes k8s-node1 gpu=true --overwrite + set -euo pipefail + for node in $(kubectl get nodes -l feature.node.kubernetes.io/pci-10de.present=true -o jsonpath='{.items[*].metadata.name}'); do + kubectl taint nodes "$node" nvidia.com/gpu=true:PreferNoSchedule --overwrite + done EOT } - # Re-run if namespace changes (proxy for cluster changes) triggers = { - namespace = kubernetes_namespace.nvidia.metadata[0].name + namespace = kubernetes_namespace.nvidia.metadata[0].name + command_hash = "dynamic-taint-v1" } } @@ -141,7 +148,7 @@ resource "kubernetes_deployment" "nvidia-exporter" { } spec { node_selector = { - "gpu" : "true" + "nvidia.com/gpu.present" : "true" } toleration { key = "nvidia.com/gpu" @@ -604,7 +611,7 @@ resource "kubernetes_daemonset" "gpu_pod_exporter" { service_account_name = kubernetes_service_account.gpu_pod_exporter.metadata[0].name node_selector = { - "gpu" : "true" + "nvidia.com/gpu.present" : "true" } toleration { diff --git a/stacks/whisper/main.tf b/stacks/whisper/main.tf index 2858d680..27096f86 100644 --- a/stacks/whisper/main.tf +++ b/stacks/whisper/main.tf @@ -73,7 +73,7 @@ resource "kubernetes_deployment" "whisper" { } spec { node_selector = { - "gpu" : "true" + "nvidia.com/gpu.present" : "true" } toleration { key = "nvidia.com/gpu" @@ -195,7 +195,7 @@ resource "kubernetes_deployment" "piper" { } spec { node_selector = { - "gpu" : "true" + "nvidia.com/gpu.present" : "true" } toleration { key = "nvidia.com/gpu" diff --git a/stacks/ytdlp/main.tf b/stacks/ytdlp/main.tf index a73f434a..d8dcfcc6 100644 --- a/stacks/ytdlp/main.tf +++ b/stacks/ytdlp/main.tf @@ -227,7 +227,7 @@ resource "kubernetes_deployment" "yt_highlights" { } spec { node_selector = { - "gpu" : "true" + "nvidia.com/gpu.present" : "true" } toleration { key = "nvidia.com/gpu" From a4eafafe49be45f018eda59ce254be0aa194c0e4 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 14:05:12 +0000 Subject: [PATCH 20/66] =?UTF-8?q?[monitoring]=20Add=20GPUNodeUnschedulable?= =?UTF-8?q?=20alert=20=E2=80=94=20fires=20when=20GPU=20node=20is=20cordone?= =?UTF-8?q?d?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit After k8s-node1 was silently cordoned and broke Frigate camera streams, existing alerts (NvidiaExporterDown, PodUnschedulable) didn't catch the root cause proactively. This alert fires within 5m of the GPU node being cordoned, before any pod restart attempts to schedule and fails. Co-Authored-By: Claude Opus 4.6 --- .../modules/monitoring/prometheus_chart_values.tpl | 8 ++++++++ 1 file changed, 8 insertions(+) diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index c90f2239..a293fee8 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -750,6 +750,14 @@ serverFiles: severity: critical annotations: summary: "NVIDIA GPU exporter is down - no GPU metrics available" + - alert: GPUNodeUnschedulable + expr: kube_node_spec_unschedulable{node="k8s-node1"} == 1 + for: 5m + labels: + severity: critical + subsystem: gpu + annotations: + summary: "GPU node {{ $labels.node }} is cordoned — Frigate and GPU workloads cannot schedule" - name: Power rules: - alert: OnBattery From dc05c440bc83e651c7d0522774887e11fac6535a Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 14:31:50 +0000 Subject: [PATCH 21/66] =?UTF-8?q?[hermes-agent]=20disable=20deployment=20?= =?UTF-8?q?=E2=80=94=20PVC=20permission=20mismatch?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Main container crashes with "mkdir: cannot create directory '/opt/data': Permission denied". Init container writes fine but main container runs with different fsGroup/runAsUser. Scaling to 0 until the PVC permission model is reworked. Co-Authored-By: Claude Opus 4.7 --- stacks/hermes-agent/main.tf | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/stacks/hermes-agent/main.tf b/stacks/hermes-agent/main.tf index 89de6d6b..0881932f 100644 --- a/stacks/hermes-agent/main.tf +++ b/stacks/hermes-agent/main.tf @@ -220,7 +220,8 @@ resource "kubernetes_deployment" "hermes_agent" { strategy { type = "Recreate" } - replicas = 1 + # Disabled 2026-04-22 — main container fails with "mkdir: cannot create directory '/opt/data': Permission denied" (fsGroup/runAsUser mismatch vs init container). Re-enable after fixing PVC permissions. + replicas = 0 selector { match_labels = { app = "hermes-agent" From fdced7577bc1a6649ac4bf0e560809b7b425f1e9 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 14:52:23 +0000 Subject: [PATCH 22/66] [monitoring] HomeAssistantCriticalSensorUnavailable alert --- .../modules/monitoring/prometheus_chart_values.tpl | 8 ++++++++ 1 file changed, 8 insertions(+) diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index a293fee8..ac28733e 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -1081,6 +1081,14 @@ serverFiles: severity: warning annotations: summary: "Home Assistant down: {{ $labels.instance }}" + - alert: HomeAssistantCriticalSensorUnavailable + expr: haos_entity_available{entity=~"sensor\\.(tesla_t4_gpu_(temperature|power_usage|utilization|memory_used)|r730_(cpu_temperature|power_consumption|power_supply_input_voltage_[12]|system_board_(exhaust|inlet)_temperature)|ups_(input_voltage|output_voltage|load|battery_remaining|output_source))"} == 0 + for: 15m + labels: + severity: critical + annotations: + summary: "HA sensor unavailable: {{ $labels.friendly_name }} ({{ $labels.entity }})" + description: "{{ $labels.entity }} on {{ $labels.instance }} has been unavailable for 15+ minutes. Common cause: REST sensor needs HA restart (reload_all doesn't rebuild rest: platform). Verify exporter endpoint from HA: `ssh vbarzin@192.168.1.8` → `curl -sk `. Fix: `curl -X POST -H \"Authorization: Bearer $HOME_ASSISTANT_SOFIA_TOKEN\" $HOME_ASSISTANT_SOFIA_URL/api/services/homeassistant/restart`." - alert: CoreDNSErrors expr: rate(coredns_dns_responses_total{rcode="SERVFAIL"}[5m]) > 1 and on() (time() - process_start_time_seconds{job="prometheus"}) > 900 for: 10m From 7dfe89a6e054e3ac4e9b746aa8c007e3ab20482f Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 15:59:00 +0000 Subject: [PATCH 23/66] =?UTF-8?q?[redis]=20stabilise=20against=20node-cras?= =?UTF-8?q?h=20flap=20cascade=20=E2=80=94=20RC1-RC5=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Five compounding factors produced the 2026-04-22 flap cascade: soft anti-affinity let 2/3 pods co-locate on k8s-node3 (which bounced NotReady→Ready at 11:42Z and took quorum), aggressive sentinel/probe timing amplified LUKS-encrypted LVM I/O stalls into spurious +switch-master loops, HAProxy's 1s polling raced sentinel failovers and routed writes to demoted masters, publish_not_ready_addresses=true fed not-yet-ready pods into HAProxy DNS, and realestate-crawler-celery CrashLoopBackOff closed the feedback loop. Changes: - Anti-affinity: preferred → required (one redis pod per node, hard) - Sentinel down-after-ms 5000→15000, failover-timeout 30000→60000 - Redis + sentinel liveness: timeout 3→10, failure_threshold 3→5 - HAProxy: check inter 1s→2s / fall 2→3, timeout check 3s→5s - Headless svc: publish_not_ready_addresses true→false Post-rollout verification clean: 0 flaps, 0 +switch-master events, 0 celery ReadOnlyError in the 60s window after settle. Docs updated. --- docs/architecture/databases.md | 6 ++++- stacks/redis/modules/redis/main.tf | 39 ++++++++++++++---------------- 2 files changed, 23 insertions(+), 22 deletions(-) diff --git a/docs/architecture/databases.md b/docs/architecture/databases.md index 810fe85c..c47fcb3d 100644 --- a/docs/architecture/databases.md +++ b/docs/architecture/databases.md @@ -127,9 +127,13 @@ Single shared cluster for all 17 consumers (Immich, Authentik, Nextcloud, Paperl 3 pods in StatefulSet `redis-v2`, each co-locating redis + sentinel + redis_exporter, using `docker.io/library/redis:8-alpine` (8.6.2). HAProxy (3 replicas, PDB minAvailable=2) routes clients to the current master via 1s `INFO replication` tcp-checks. Full context behind the April 2026 rework in beads `code-v2b`. - 3 redis pods + 3 co-located sentinels (quorum=2). Odd sentinel count eliminates split-brain. +- **Pod anti-affinity is `required` (hard)** — each redis pod must land on a distinct node. Soft anti-affinity previously let the scheduler co-locate 2/3 pods on the same node; when that node (`k8s-node3`) went `NotReady→Ready` at 11:42 UTC on 2026-04-22 it took 2 redis pods with it and the cluster lost quorum. Cluster-wide PV `nodeAffinity` matches one zone (`topology.kubernetes.io/region=pve, zone=pve`), so PVCs rebind freely on reschedule. - `podManagementPolicy=Parallel` + init container that regenerates `sentinel.conf` on every boot by probing peer sentinels for consensus master (priority: sentinel vote → peer role:master with slaves → deterministic pod-0 fallback). No persistent sentinel runtime state — can't drift out of sync with reality (root cause of 2026-04-19 PM incident). - redis.conf has `include /shared/replica.conf`; the init container writes either an empty file (master) or `replicaof 6379` (replicas), so pods come up already in the right role — no bootstrap race. - **Sentinel hostname persistence**: `sentinel resolve-hostnames yes` + `sentinel announce-hostnames yes` in the init-generated sentinel.conf are mandatory — without them, sentinel stores resolved IPs in its rewritten config, and pod-IP churn on restart breaks failover. The MONITOR command itself must be issued with a hostname and the flags must be active before MONITOR, otherwise sentinel stores an IP that goes stale the next time the pod is deleted. +- **Failover timing (tuned 2026-04-22)**: `sentinel down-after-milliseconds=15000` + `sentinel failover-timeout=60000`. Redis liveness probe `timeout_seconds=10, failure_threshold=5`; sentinel liveness probe same. LUKS-encrypted LVM + BGSAVE fork can briefly stall master I/O >5s, which under the old 5s/30s sentinel timings + 3s/3 probes induced spurious `+sdown`→`+odown`→`+switch-master` cycles every 1-2 minutes. The new values absorb normal BGSAVE pauses without triggering failover. +- **HAProxy check smoothing (tuned 2026-04-22)**: `check inter 2s fall 3 rise 2` (was `1s / 2 / 2`) + `timeout check 5s` (was `3s`). The aggressive 1s polling used to race sentinel failovers — during a legitimate promote, HAProxy could catch the old master serving `role:slave` in the 1-3s window before re-probing the new master, leaving the backend empty and clients receiving `ReadOnlyError`. +- **Headless service `publish_not_ready_addresses=false`** (flipped 2026-04-22). Previously `true` meant HAProxy's DNS resolver saw not-yet-ready pods during rollouts, compounding the check-race above. Sentinel peer discovery is unaffected because sentinels announce to each other explicitly via `sentinel announce-hostnames yes`. - Memory: master + replicas `requests=limits=768Mi`. Concurrent BGSAVE + AOF-rewrite fork can double RSS via COW, so headroom must cover it. `auto-aof-rewrite-percentage=200` + `auto-aof-rewrite-min-size=128mb` tune down rewrite frequency. - Persistence: RDB (`save 900 1 / 300 100 / 60 10000`) + AOF `appendfsync=everysec`. Disk-wear analysis on 2026-04-19 (sdb Samsung 850 EVO 1TB, 150 TBW): Redis contributes <1 GB/day cluster-wide → 40+ year runway at the 20% TBW budget. - `maxmemory=640mb` (83% of 768Mi limit), `maxmemory-policy=allkeys-lru`. @@ -138,7 +142,7 @@ Single shared cluster for all 17 consumers (Immich, Authentik, Nextcloud, Paperl **Observability** (redis-v2 only): `oliver006/redis_exporter:v1.62.0` sidecar per pod on port 9121, auto-scraped via Prometheus pod annotation. Alerts: `RedisDown`, `RedisMemoryPressure`, `RedisEvictions`, `RedisReplicationLagHigh`, `RedisForkLatencyHigh`, `RedisAOFRewriteLong`, `RedisReplicasMissing`, `RedisBackupStale`, `RedisBackupNeverSucceeded`. -**Why this design** — three incidents in April 2026 drove the rework: (a) 2026-04-04 service selector routed reads+writes to master+replica causing `READONLY` errors; (b) 2026-04-19 AM master OOMKilled during BGSAVE+PSYNC with the 256Mi limit too tight for a 204 MB working set under COW amplification; (c) 2026-04-19 PM sentinel runtime state drifted (only 2 sentinels, no majority) and routed writes to a slave. See beads epic `code-v2b` for the full plan and linked challenger analyses. +**Why this design** — four incidents in April 2026 drove the rework: (a) 2026-04-04 service selector routed reads+writes to master+replica causing `READONLY` errors; (b) 2026-04-19 AM master OOMKilled during BGSAVE+PSYNC with the 256Mi limit too tight for a 204 MB working set under COW amplification; (c) 2026-04-19 PM sentinel runtime state drifted (only 2 sentinels, no majority) and routed writes to a slave; (d) 2026-04-22 five-factor flap cascade — soft anti-affinity let 2/3 pods co-locate on `k8s-node3`, node bounced NotReady→Ready and took quorum with it; aggressive sentinel/probe timing (5s/30s + 3s/3) amplified disk-I/O stalls under LUKS-encrypted LVM into spurious `+switch-master` loops; HAProxy's 1s polling raced sentinel failovers and routed writes to demoted masters; `publish_not_ready_addresses=true` fed not-yet-ready pods into HAProxy DNS; downstream `realestate-crawler-celery` CrashLoopBackOff closed the feedback loop. See beads epic `code-v2b` for the full plan and linked challenger analyses. ### SQLite (Per-App) diff --git a/stacks/redis/modules/redis/main.tf b/stacks/redis/modules/redis/main.tf index 91a938bc..c7eb9245 100644 --- a/stacks/redis/modules/redis/main.tf +++ b/stacks/redis/modules/redis/main.tf @@ -43,7 +43,7 @@ resource "kubernetes_config_map" "haproxy" { timeout connect 5s timeout client 30s timeout server 30s - timeout check 3s + timeout check 5s # Dynamic DNS resolution via cluster CoreDNS. Without this, haproxy # resolves server hostnames once at startup and caches forever, so @@ -82,9 +82,9 @@ resource "kubernetes_config_map" "haproxy" { tcp-check expect rstring role:master tcp-check send "QUIT\r\n" tcp-check expect string +OK - server redis-v2-0 redis-v2-0.redis-v2-headless.redis.svc.cluster.local:6379 check inter 1s fall 2 rise 2 resolvers kubernetes init-addr last,libc,none - server redis-v2-1 redis-v2-1.redis-v2-headless.redis.svc.cluster.local:6379 check inter 1s fall 2 rise 2 resolvers kubernetes init-addr last,libc,none - server redis-v2-2 redis-v2-2.redis-v2-headless.redis.svc.cluster.local:6379 check inter 1s fall 2 rise 2 resolvers kubernetes init-addr last,libc,none + server redis-v2-0 redis-v2-0.redis-v2-headless.redis.svc.cluster.local:6379 check inter 2s fall 3 rise 2 resolvers kubernetes init-addr last,libc,none + server redis-v2-1 redis-v2-1.redis-v2-headless.redis.svc.cluster.local:6379 check inter 2s fall 3 rise 2 resolvers kubernetes init-addr last,libc,none + server redis-v2-2 redis-v2-2.redis-v2-headless.redis.svc.cluster.local:6379 check inter 2s fall 3 rise 2 resolvers kubernetes init-addr last,libc,none backend redis_sentinel balance roundrobin @@ -362,8 +362,8 @@ resource "kubernetes_config_map" "redis_v2_sentinel_bootstrap" { sentinel resolve-hostnames yes sentinel announce-hostnames yes sentinel monitor mymaster $MASTER_HOST 6379 2 - sentinel down-after-milliseconds mymaster 5000 - sentinel failover-timeout mymaster 30000 + sentinel down-after-milliseconds mymaster 15000 + sentinel failover-timeout mymaster 60000 sentinel parallel-syncs mymaster 1 EOF @@ -396,7 +396,7 @@ resource "kubernetes_service" "redis_v2_headless" { } spec { cluster_ip = "None" - publish_not_ready_addresses = true + publish_not_ready_addresses = false selector = { app = "redis-v2" } @@ -451,18 +451,15 @@ resource "kubernetes_stateful_set_v1" "redis_v2" { affinity { pod_anti_affinity { - preferred_during_scheduling_ignored_during_execution { - weight = 100 - pod_affinity_term { - label_selector { - match_expressions { - key = "app" - operator = "In" - values = ["redis-v2"] - } + required_during_scheduling_ignored_during_execution { + label_selector { + match_expressions { + key = "app" + operator = "In" + values = ["redis-v2"] } - topology_key = "kubernetes.io/hostname" } + topology_key = "kubernetes.io/hostname" } } } @@ -535,8 +532,8 @@ resource "kubernetes_stateful_set_v1" "redis_v2" { } initial_delay_seconds = 15 period_seconds = 10 - timeout_seconds = 3 - failure_threshold = 3 + timeout_seconds = 10 + failure_threshold = 5 } readiness_probe { exec { @@ -580,8 +577,8 @@ resource "kubernetes_stateful_set_v1" "redis_v2" { } initial_delay_seconds = 20 period_seconds = 10 - timeout_seconds = 3 - failure_threshold = 3 + timeout_seconds = 10 + failure_threshold = 5 } readiness_probe { exec { From f1f723be83fdcaa174627ebec4ea16890076c8f4 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 17:47:18 +0000 Subject: [PATCH 24/66] [technitium] zone-sync now reconciles primaryNameServerAddresses MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit When a zone is created against a stale primary IP (e.g. the old primary pod IP 10.10.36.189 before the technitium-primary ClusterIP service existed), AXFR refresh keeps failing forever while every other zone on the same replica refreshes fine from 10.110.37.186. The resync-only branch didn't touch zone options, so the bad IP was pinned indefinitely. This surfaced as rpi-sofia.viktorbarzin.lan returning 192.168.1.16 (pre-move) on secondaries while primary had the correct .10 from 2026-04-22 morning — Uptime Kuma Sofia RPI monitor DOWN, cluster cluster_healthcheck FAIL. The sync loop now re-applies primaryNameServerAddresses on every run for existing zones. Idempotent — Technitium accepts identical values — and self-heals any drift within 30 min. Env renamed PRIMARY_IP → PRIMARY_HOST for consistency with the reconcile semantics. Hostname form (technitium-primary.technitium.svc.cluster.local) was tried but Technitium's own resolver doesn't forward svc.cluster.local, so the field must stay a literal IP. Terraform tracks the ClusterIP on every apply and the reconcile loop propagates it to replicas. --- stacks/technitium/modules/technitium/ha.tf | 18 +++++++++++++++--- 1 file changed, 15 insertions(+), 3 deletions(-) diff --git a/stacks/technitium/modules/technitium/ha.tf b/stacks/technitium/modules/technitium/ha.tf index bd90cbfa..71097afe 100644 --- a/stacks/technitium/modules/technitium/ha.tf +++ b/stacks/technitium/modules/technitium/ha.tf @@ -434,12 +434,17 @@ resource "kubernetes_cron_job_v1" "technitium_zone_sync" { while read -r zone; do if grep -qx "$zone" /tmp/replica_zones.txt; then - # Zone exists — just resync + # Zone exists — reconcile primaryNameServerAddresses to the + # stable FQDN before resync. Without this, a zone created + # against an old pod IP (pre-service-ClusterIP era) stays + # pinned to that dead IP forever and zone transfers fail + # silently. Idempotent — Technitium accepts identical values. + curl -sf "$REPLICA/api/zones/options/set?token=$R_TOKEN&zone=$zone&primaryNameServerAddresses=$PRIMARY_HOST" > /dev/null || true curl -sf "$REPLICA/api/zones/resync?token=$R_TOKEN&zone=$zone" > /dev/null || true else # New zone — create as Secondary and validate response echo "NEW: Creating $zone on $REPLICA" - RESP=$(curl -sf "$REPLICA/api/zones/create?token=$R_TOKEN&zone=$zone&type=Secondary&primaryNameServerAddresses=$PRIMARY_IP" || echo '{"status":"error"}') + RESP=$(curl -sf "$REPLICA/api/zones/create?token=$R_TOKEN&zone=$zone&type=Secondary&primaryNameServerAddresses=$PRIMARY_HOST" || echo '{"status":"error"}') if echo "$RESP" | grep -q '"status":"ok"'; then SYNCED=$((SYNCED + 1)) else @@ -486,7 +491,14 @@ resource "kubernetes_cron_job_v1" "technitium_zone_sync" { value = var.technitium_password } env { - name = "PRIMARY_IP" + # Service ClusterIP — Terraform tracks it on every apply, and the + # reconcile loop below re-applies it to every existing zone on + # every run (*/30m), so any drift (e.g. service recreate → new + # ClusterIP, or historical pod-IP values still pinned on replicas) + # self-heals within a sync cycle. Hostname form was tried but + # Technitium's own resolver doesn't forward svc.cluster.local, + # so `primaryNameServerAddresses` must be a literal IP. + name = "PRIMARY_HOST" value = kubernetes_service.technitium_primary.spec[0].cluster_ip } } From 344fce3692d6fc218d75519a510435b50f616fc1 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 18:32:29 +0000 Subject: [PATCH 25/66] [monitoring][poison-fountain] pushgateway persistence + cronjob uid-0 MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Two independent root-cause fixes surfaced by the 2026-04-22 cluster health check: 1. Pushgateway lost all in-memory metrics when node3 kubelet hiccuped at 11:42 UTC, hiding backup_last_success_timestamp{job="offsite- backup-sync"} until the next 06:01 UTC push — a ~18h false-negative window. Enable persistence on a 2Gi proxmox-lvm-encrypted PVC with --persistence.interval=1m. Chart note: values key is `prometheus-pushgateway:` (subchart alias), not `pushgateway:`. 2. poison-fountain-fetcher CronJob runs curlimages/curl as UID 100 but the NFS mount /srv/nfs/poison-fountain is root:root 755 and the main Deployment runs as root, so mkdir /data/cache fails every 6h. Set run_as_user=0 on the CronJob container (no_root_squash is set on the export). Closes the backup_offsite_sync FAIL on the next 06:01 UTC offsite sync; closes the recurring poison-fountain evicted-pod noise on the next 00:00 UTC cron tick. Co-Authored-By: Claude Opus 4.7 (1M context) --- docs/architecture/backup-dr.md | 10 +++++++++ .../monitoring/prometheus_chart_values.tpl | 21 +++++++++++++++++++ stacks/poison-fountain/main.tf | 7 +++++++ stacks/poison-fountain/providers.tf | 4 ++++ 4 files changed, 42 insertions(+) diff --git a/docs/architecture/backup-dr.md b/docs/architecture/backup-dr.md index eb1d11d7..5d4ebf64 100644 --- a/docs/architecture/backup-dr.md +++ b/docs/architecture/backup-dr.md @@ -692,6 +692,16 @@ module "nfs_backup" { - ~~CloudSync monitor~~: Removed (TrueNAS decommissioned) - Vaultwarden integrity: Pushes `vaultwarden_sqlite_integrity_ok` hourly +**Pushgateway persistence**: The Pushgateway is configured with +`--persistence.file=/data/pushgateway.bin --persistence.interval=1m` +on a 2Gi `proxmox-lvm-encrypted` PVC (helm values: +`prometheus-pushgateway.persistentVolume`). Without this, every pod +restart drops in-memory metrics. Once-per-day pushers (offsite-sync, +weekly backup) are otherwise invisible for up to 24h if the +Pushgateway restarts between pushes — which is exactly what triggered +the 2026-04-22 backup_offsite_sync FAIL (node3 kubelet hiccup at +11:42 UTC terminated the Pushgateway 8h after the 03:12 UTC push). + **Alert routing**: - All backup alerts → Slack `#infra-alerts` - Vaultwarden integrity fail → Slack `#infra-critical` (immediate action required) diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index ac28733e..777ec1df 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -160,6 +160,27 @@ prometheus-node-exporter: memory: 100Mi limits: memory: 100Mi +# NOTE: The parent chart forwards subchart values under `prometheus-pushgateway:`, +# not `pushgateway:` — using the wrong key silently no-ops. +prometheus-pushgateway: + # Without persistence the pushgateway's in-memory metrics are lost on restart. + # Once-per-day pushers (offsite-backup-sync) stay invisible until their next run, + # which is why backup_last_success_timestamp{job="offsite-backup-sync"} vanished + # after the 2026-04-22 node3 kubelet hiccup. + persistentVolume: + enabled: true + size: 2Gi + storageClass: proxmox-lvm-encrypted + mountPath: /data + extraArgs: + - --persistence.file=/data/pushgateway.bin + - --persistence.interval=1m + resources: + requests: + cpu: 10m + memory: 64Mi + limits: + memory: 256Mi server: # Enable me to delete metrics extraFlags: diff --git a/stacks/poison-fountain/main.tf b/stacks/poison-fountain/main.tf index 64e7ae21..639d504f 100644 --- a/stacks/poison-fountain/main.tf +++ b/stacks/poison-fountain/main.tf @@ -252,6 +252,13 @@ resource "kubernetes_cron_job_v1" "poison_fetcher" { name = "poison-fountain-fetcher" } spec { + security_context { + # curlimages/curl defaults to uid 100, but the NFS mount at /data is + # owned root:root 755 (writes from the main Deployment which runs as + # root). Align the CronJob with the Deployment so mkdir /data/cache + # succeeds. no_root_squash is set on the /srv/nfs export. + run_as_user = 0 + } container { name = "fetcher" image = "curlimages/curl:latest" diff --git a/stacks/poison-fountain/providers.tf b/stacks/poison-fountain/providers.tf index b337a2e9..012af700 100644 --- a/stacks/poison-fountain/providers.tf +++ b/stacks/poison-fountain/providers.tf @@ -9,6 +9,10 @@ terraform { source = "cloudflare/cloudflare" version = "~> 4" } + authentik = { + source = "goauthentik/authentik" + version = "~> 2024.10" + } } } From 8e55c4357a1275a4d43abc81bd5ac65d915c6a0b Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Wed, 22 Apr 2026 21:24:22 +0000 Subject: [PATCH 26/66] [poison-fountain] opt ingress out of Uptime Kuma external monitor Deployment is scaled to replicas=0 to silence ExternalAccessDivergence, but the ingress at poison.viktorbarzin.me was still auto-annotated `external-monitor=true` by ingress_factory (dns_type=non-proxied path), so external-monitor-sync kept creating `[External] poison` which probed a backend with no endpoints and flagged DOWN. Setting `external_monitor = false` emits the explicit opt-out annotation; next sync run deleted the orphaned monitor. Co-Authored-By: Claude Opus 4.7 (1M context) --- stacks/poison-fountain/main.tf | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/stacks/poison-fountain/main.tf b/stacks/poison-fountain/main.tf index 639d504f..870a1675 100644 --- a/stacks/poison-fountain/main.tf +++ b/stacks/poison-fountain/main.tf @@ -219,6 +219,10 @@ module "ingress" { skip_default_rate_limit = true exclude_crowdsec = true anti_ai_scraping = false + # Deployment is scaled to 0 (see replicas above). Opt the ingress out of + # Uptime Kuma external monitoring so the sync CronJob deletes the orphaned + # `[External] poison` monitor instead of flapping DOWN. + external_monitor = false extra_annotations = { "gethomepage.dev/enabled" = "true" "gethomepage.dev/name" = "Poison Fountain" From 5ebd3a81c327a9a2b5116ecabc74e465fc4fcb07 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Thu, 23 Apr 2026 07:47:41 +0000 Subject: [PATCH 27/66] tuya-bridge: liveness probe hits /health so k8s restarts silently-hung bridge MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The bridge was down 10h 40m on 2026-04-22 without being restarted — the liveness probe hit `/` (trivial Flask handler) which passed while the actual Tuya-cloud call path was stuck. /health now reports Tuya cloud reachability via a background probe in the app; point both probes at it. Liveness: 60s grace + 6x30s = 3min of 503s before restart; readiness: 2x15s = 30s before removal from service. Co-Authored-By: Claude Opus 4.7 (1M context) --- stacks/tuya-bridge/main.tf | 20 ++++++++++++++++++++ 1 file changed, 20 insertions(+) diff --git a/stacks/tuya-bridge/main.tf b/stacks/tuya-bridge/main.tf index 4d87f8aa..574ed95d 100644 --- a/stacks/tuya-bridge/main.tf +++ b/stacks/tuya-bridge/main.tf @@ -118,6 +118,26 @@ resource "kubernetes_deployment" "tuya-bridge" { } } } + liveness_probe { + http_get { + path = "/health" + port = 8080 + } + initial_delay_seconds = 60 + period_seconds = 30 + timeout_seconds = 5 + failure_threshold = 6 + } + readiness_probe { + http_get { + path = "/health" + port = 8080 + } + initial_delay_seconds = 10 + period_seconds = 15 + timeout_seconds = 5 + failure_threshold = 2 + } resources { requests = { cpu = "10m" From a5e4db9af81db4dfb1c960772bef9c30f0c49a64 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Thu, 23 Apr 2026 09:59:48 +0000 Subject: [PATCH 28/66] [monitoring] Tuya Cloud root-cause alert + cascade suppression MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit New alert TuyaCloudDown fires when any *_tuya_cloud_up gauge == 0 (i.e., the Tuya Cloud API rejects scrape calls — the symptom during last night's iot.tuya.com trial expiry, code=28841002). 5m for-duration beats the 15m window of the seven downstream *MetricsMissing alerts, so the new Alertmanager inhibit rule suppresses the per-device noise and only TuyaCloudDown pages. Also flips helm_release.prometheus.force_update from true to false: force_update was tripping on the pushgateway PVC added in rev 188 (commit e51c104) — Helm's --force path tried to reset spec.volumeName on a bound PVC. Disabled here; re-enable temporarily when a StatefulSet volumeClaimTemplate change actually needs --force. Bundled with pre-existing working-tree additions for Fuse/Thermostat threshold alerts and expanded PowerOutage inhibit regex (landed in the same Helm revision 190). Verified: rule loaded, value=7 (all 7 tuya-bridge devices report cloud_up=0 right now), TuyaCloudDown moved pending→firing after 5m, 3 *MetricsMissing alerts currently suppressed in Alertmanager with inhibitedBy=1 (thermostat alerts still pending their 15m window, will be suppressed on transition). --- .../modules/monitoring/prometheus.tf | 7 +- .../monitoring/prometheus_chart_values.tpl | 171 +++++++++++++++++- 2 files changed, 175 insertions(+), 3 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/prometheus.tf b/stacks/monitoring/modules/monitoring/prometheus.tf index 7e998b91..c317775e 100644 --- a/stacks/monitoring/modules/monitoring/prometheus.tf +++ b/stacks/monitoring/modules/monitoring/prometheus.tf @@ -40,8 +40,11 @@ resource "helm_release" "prometheus" { # version = "15.0.2" version = "25.8.2" - timeout = 900 # 15 min — Recreate strategy + iSCSI reattach is slow - force_update = true # Required for StatefulSet volumeClaimTemplate changes (immutable field) + timeout = 900 # 15 min — Recreate strategy + iSCSI reattach is slow + # force_update disabled 2026-04-23: caused Helm to try replacing the bound + # pushgateway PVC (added in rev 188, see commit e51c104), which is immutable. + # Re-enable temporarily only when a StatefulSet volumeClaimTemplate change needs --force. + force_update = false values = [templatefile("${path.module}/prometheus_chart_values.tpl", { alertmanager_mail_pass = var.alertmanager_account_password, alertmanager_slack_api_url = var.alertmanager_slack_api_url, tuya_api_key = var.tiny_tuya_service_secret, haos_api_token = var.haos_api_token })] } diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index 777ec1df..d0bbf25b 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -98,7 +98,7 @@ alertmanager: - source_matchers: - alertname = PowerOutage target_matchers: - - alertname =~ "NodeDown|NFSServerUnresponsive|NodeExporterDown|CloudflaredDown|MetalLBSpeakerDown|MetalLBControllerDown|UPSMetricsMissing|iDRACRedfishMetricsMissing|iDRACSNMPMetricsMissing|ATSMetricsMissing|HomeAssistantMetricsMissing|FuseMainMetricsMissing|FuseGarageMetricsMissing|ProxmoxMetricsMissing|iDRACSystemUnhealthy|iDRACServerPoweredOff|ProxmoxExporterDown" + - alertname =~ "NodeDown|NFSServerUnresponsive|NodeExporterDown|CloudflaredDown|MetalLBSpeakerDown|MetalLBControllerDown|UPSMetricsMissing|iDRACRedfishMetricsMissing|iDRACSNMPMetricsMissing|ATSMetricsMissing|HomeAssistantMetricsMissing|FuseMainMetricsMissing|FuseGarageMetricsMissing|ThermostatHolMetricsMissing|ThermostatMasterBedroomMetricsMissing|ThermostatOfficeMetricsMissing|ThermostatKidsRoomMetricsMissing|ProxmoxMetricsMissing|iDRACSystemUnhealthy|iDRACServerPoweredOff|ProxmoxExporterDown" # iDRAC system-level unhealthy suppresses component-level alerts - source_matchers: - alertname = iDRACSystemUnhealthy @@ -113,6 +113,11 @@ alertmanager: - alertname = FuseGarageFault target_matchers: - alertname = FuseGarageMetricsMissing + # Tuya Cloud API down suppresses all per-device metrics-missing alerts + - source_matchers: + - alertname = TuyaCloudDown + target_matchers: + - alertname =~ "ATSMetricsMissing|FuseMainMetricsMissing|FuseGarageMetricsMissing|ThermostatHolMetricsMissing|ThermostatMasterBedroomMetricsMissing|ThermostatOfficeMetricsMissing|ThermostatKidsRoomMetricsMissing" # Containerd broken suppresses downstream pod alerts - source_matchers: - alertname = KubeletImagePullErrors @@ -945,6 +950,83 @@ serverFiles: severity: critical annotations: summary: "Garage fuse panel fault detected" + - alert: FuseMainHighLeakage + expr: fuse_main_leakage_current > 30 + for: 5m + labels: + severity: critical + annotations: + summary: "Main fuse leakage current: {{ $value }}mA (threshold: 30mA)" + - alert: FuseGarageHighLeakage + expr: fuse_garage_leakage_current > 30 + for: 5m + labels: + severity: critical + annotations: + summary: "Garage fuse leakage current: {{ $value }}mA (threshold: 30mA)" + - alert: FuseMainOvertemperature + expr: fuse_main_temperature > 70 + for: 5m + labels: + severity: warning + annotations: + summary: "Main fuse temperature: {{ $value }}°C (threshold: 70°C)" + - alert: FuseGarageOvertemperature + expr: fuse_garage_temperature > 70 + for: 5m + labels: + severity: warning + annotations: + summary: "Garage fuse temperature: {{ $value }}°C (threshold: 70°C)" + - alert: FuseMainVoltageAbnormal + expr: fuse_main_voltage < 200 or fuse_main_voltage > 260 + for: 5m + labels: + severity: critical + annotations: + summary: "Main fuse voltage: {{ $value }}V (expected 200-260V)" + - alert: FuseGarageVoltageAbnormal + expr: fuse_garage_voltage < 200 or fuse_garage_voltage > 260 + for: 5m + labels: + severity: critical + annotations: + summary: "Garage fuse voltage: {{ $value }}V (expected 200-260V)" + - name: Thermostats + rules: + - alert: ThermostatOverheating + expr: > + thermostat_hol_temp_current > 400 + or thermostat_master_bedroom_temp_current > 400 + or thermostat_office_temp_current > 400 + or thermostat_kids_room_temp_current > 400 + for: 10m + labels: + severity: warning + annotations: + summary: "Thermostat temperature {{ $value | printf \"%.1f\" }} (x10 °C) exceeds 40°C" + - alert: ThermostatFreezing + expr: > + thermostat_hol_temp_current < 50 + or thermostat_master_bedroom_temp_current < 50 + or thermostat_office_temp_current < 50 + or thermostat_kids_room_temp_current < 50 + for: 15m + labels: + severity: critical + annotations: + summary: "Thermostat temperature {{ $value | printf \"%.1f\" }} (x10 °C) below 5°C — risk of freezing" + - alert: ThermostatHumidityHigh + expr: > + thermostat_hol_humidity > 80 + or thermostat_master_bedroom_humidity > 80 + or thermostat_office_humidity > 80 + or thermostat_kids_room_humidity > 80 + for: 30m + labels: + severity: warning + annotations: + summary: "Thermostat humidity {{ $value }}% exceeds 80%" - name: Metric Staleness rules: - alert: UPSMetricsMissing @@ -989,6 +1071,41 @@ serverFiles: severity: warning annotations: summary: "Fuse garage panel metrics missing for 15m - check tuya-bridge pod" + - alert: ThermostatHolMetricsMissing + expr: absent(thermostat_hol_temp_current) + for: 15m + labels: + severity: warning + annotations: + summary: "Thermostat hol metrics missing for 15m - check tuya-bridge pod" + - alert: ThermostatMasterBedroomMetricsMissing + expr: absent(thermostat_master_bedroom_temp_current) + for: 15m + labels: + severity: warning + annotations: + summary: "Thermostat master bedroom metrics missing for 15m - check tuya-bridge pod" + - alert: ThermostatOfficeMetricsMissing + expr: absent(thermostat_office_temp_current) + for: 15m + labels: + severity: warning + annotations: + summary: "Thermostat office metrics missing for 15m - check tuya-bridge pod" + - alert: ThermostatKidsRoomMetricsMissing + expr: absent(thermostat_kids_room_temp_current) + for: 15m + labels: + severity: warning + annotations: + summary: "Thermostat kids room metrics missing for 15m - check tuya-bridge pod" + - alert: TuyaCloudDown + expr: count(({__name__=~".*_tuya_cloud_up"}) == 0) > 0 + for: 5m + labels: + severity: warning + annotations: + summary: "Tuya Cloud API rejecting calls ({{ $value }} devices affected) — renew subscription at iot.tuya.com (code 28841002 = expired trial) or rotate TINYTUYA_API_KEY" - alert: ProxmoxMetricsMissing expr: absent(pve_up) for: 10m @@ -2409,6 +2526,58 @@ extraScrapeConfigs: | action: replace regex: '(.*)' replacement: 'fuse_main_$${1}' + - job_name: 'thermostat-hol' + static_configs: + - targets: + - "tuya-bridge.tuya-bridge.svc.cluster.local:80" + metrics_path: '/metrics/bf7efce9519bd508df431s' + params: + api-key: ['${tuya_api_key}'] + metric_relabel_configs: + - source_labels: [ __name__ ] + target_label: '__name__' + action: replace + regex: '(.*)' + replacement: 'thermostat_hol_$${1}' + - job_name: 'thermostat-master-bedroom' + static_configs: + - targets: + - "tuya-bridge.tuya-bridge.svc.cluster.local:80" + metrics_path: '/metrics/bf70e80159641f61a5lzho' + params: + api-key: ['${tuya_api_key}'] + metric_relabel_configs: + - source_labels: [ __name__ ] + target_label: '__name__' + action: replace + regex: '(.*)' + replacement: 'thermostat_master_bedroom_$${1}' + - job_name: 'thermostat-office' + static_configs: + - targets: + - "tuya-bridge.tuya-bridge.svc.cluster.local:80" + metrics_path: '/metrics/bf9597a0064f0349d4b09x' + params: + api-key: ['${tuya_api_key}'] + metric_relabel_configs: + - source_labels: [ __name__ ] + target_label: '__name__' + action: replace + regex: '(.*)' + replacement: 'thermostat_office_$${1}' + - job_name: 'thermostat-kids-room' + static_configs: + - targets: + - "tuya-bridge.tuya-bridge.svc.cluster.local:80" + metrics_path: '/metrics/bfe64da91577117e0annt5' + params: + api-key: ['${tuya_api_key}'] + metric_relabel_configs: + - source_labels: [ __name__ ] + target_label: '__name__' + action: replace + regex: '(.*)' + replacement: 'thermostat_kids_room_$${1}' - job_name: 'haos' static_configs: - targets: From d231615ebb77129ef345d7fc297f62d1a704ec91 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Fri, 24 Apr 2026 11:12:56 +0000 Subject: [PATCH 29/66] =?UTF-8?q?[monitoring]=20Fix=20fuse=20voltage=20ale?= =?UTF-8?q?rts=20=E2=80=94=20divide=20raw=20deciVolt=20reading=20by=2010?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The tuya-bridge exporter reports `fuse_main_voltage` and `fuse_garage_voltage` as raw uint16 from the Tuya protocol, which encodes voltage in deciVolts (e.g. 2352 = 235.2V). The 200/260V thresholds were comparing against the raw integer, so both FuseMainVoltageAbnormal and FuseGarageVoltageAbnormal fired continuously during normal mains conditions. Dividing in the expression also makes `{{ $value }}V` render the correct human-readable value in the alert summary. Root fix would be in tuya-bridge `_decode_value()` where `name.startswith("voltage")` returns `int.from_bytes(...)` without the /10 scaling that `decode_voltage_threshold` applies. Leaving that alone to avoid breaking the automatic_transfer_switch scrape which uses a different code path (`parse_voltage_string`). --- .../monitoring/modules/monitoring/prometheus_chart_values.tpl | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl index d0bbf25b..0051982e 100755 --- a/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl +++ b/stacks/monitoring/modules/monitoring/prometheus_chart_values.tpl @@ -979,14 +979,14 @@ serverFiles: annotations: summary: "Garage fuse temperature: {{ $value }}°C (threshold: 70°C)" - alert: FuseMainVoltageAbnormal - expr: fuse_main_voltage < 200 or fuse_main_voltage > 260 + expr: fuse_main_voltage / 10 < 200 or fuse_main_voltage / 10 > 260 for: 5m labels: severity: critical annotations: summary: "Main fuse voltage: {{ $value }}V (expected 200-260V)" - alert: FuseGarageVoltageAbnormal - expr: fuse_garage_voltage < 200 or fuse_garage_voltage > 260 + expr: fuse_garage_voltage / 10 < 200 or fuse_garage_voltage / 10 > 260 for: 5m labels: severity: critical From 4315ed5c2a4cc280749605a23b23ccbadd651209 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 14:30:58 +0000 Subject: [PATCH 30/66] [backup] Fix lvm-pvc-snapshot Pushgateway push (stdout pollution in cmd_prune_count) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit cmd_prune_count's `log " Pruned: ..."` wrote to stdout, which the caller captures via `pruned=$(cmd_prune_count)`. From 2026-04-16 onward (7d retention kicked in), pruned snapshots polluted the captured value with multi-line log text, breaking the Prometheus exposition format on the metric push (`lvm_snapshot_pruned_total ${pruned}` → 400 from Pushgateway). Snapshots themselves were always fine; only the metric push silently failed for ~9 nights, eventually triggering LVMSnapshotNeverRun (alert has 48h `for:`). Fix: redirect the inner log call to stderr so cmd_prune_count's stdout contains only the count. Also adopts `infra/scripts/lvm-pvc-snapshot.sh` as the source-of-truth (was edited only on the PVE host) and updates backup-dr.md to point at the .sh and document the scp deploy. Deploy: scp infra/scripts/lvm-pvc-snapshot.sh root@192.168.1.127:/usr/local/bin/lvm-pvc-snapshot Co-Authored-By: Claude Opus 4.7 (1M context) --- docs/architecture/backup-dr.md | 4 +- scripts/lvm-pvc-snapshot.sh | 469 +++++++++++++++++++++++++++++++++ 2 files changed, 471 insertions(+), 2 deletions(-) create mode 100755 scripts/lvm-pvc-snapshot.sh diff --git a/docs/architecture/backup-dr.md b/docs/architecture/backup-dr.md index 5d4ebf64..b307ec6c 100644 --- a/docs/architecture/backup-dr.md +++ b/docs/architecture/backup-dr.md @@ -217,7 +217,7 @@ graph LR Native LVM thin snapshots provide crash-consistent point-in-time recovery for 62 Proxmox CSI PVCs. These are CoW snapshots — instant creation, minimal overhead, sharing the thin pool's free space. -**Script**: `/usr/local/bin/lvm-pvc-snapshot` on PVE host (source: `infra/scripts/lvm-pvc-snapshot`) +**Script**: `/usr/local/bin/lvm-pvc-snapshot` on PVE host (source: `infra/scripts/lvm-pvc-snapshot.sh`). Deploy: `scp infra/scripts/lvm-pvc-snapshot.sh root@192.168.1.127:/usr/local/bin/lvm-pvc-snapshot` **Schedule**: Daily 03:00 via systemd timer, 7-day retention **Discovery**: Auto-discovers PVC LVs matching `vm-*-pvc-*` pattern in VG `pve` thin pool `data` @@ -234,7 +234,7 @@ Native LVM thin snapshots provide crash-consistent point-in-time recovery for 62 **Backup disk**: sda (1.1TB RAID1 SAS) → VG `backup` → LV `data` → ext4 → mounted at `/mnt/backup` on PVE host. Dedicated backup disk, independent of live storage. -**Script**: `/usr/local/bin/daily-backup` on PVE host (source: `infra/scripts/daily-backup`) +**Script**: `/usr/local/bin/daily-backup` on PVE host (source: `infra/scripts/daily-backup.sh`) **Schedule**: Daily 05:00 via systemd timer **Retention**: 4 weekly versions (weeks 0-3 via `--link-dest` hardlink dedup) diff --git a/scripts/lvm-pvc-snapshot.sh b/scripts/lvm-pvc-snapshot.sh new file mode 100755 index 00000000..6ec5dc34 --- /dev/null +++ b/scripts/lvm-pvc-snapshot.sh @@ -0,0 +1,469 @@ +#!/usr/bin/env bash +# lvm-pvc-snapshot — LVM thin snapshot management for Proxmox CSI PVCs +# Deploy to PVE host at /usr/local/bin/lvm-pvc-snapshot +set -euo pipefail + +# --- Configuration --- +VG="pve" +THINPOOL="data" +SNAP_SUFFIX_FORMAT="%Y%m%d_%H%M" +RETENTION_DAYS=7 +MIN_FREE_PCT=10 +PUSHGATEWAY="${LVM_SNAP_PUSHGATEWAY:-http://10.0.20.100:30091}" +PUSHGATEWAY_JOB="lvm-pvc-snapshot" +LOCKFILE="/run/lvm-pvc-snapshot.lock" +KUBECONFIG="${KUBECONFIG:-/root/.kube/config}" +export KUBECONFIG + +# Namespaces to exclude from snapshots (high-churn, have app-level dumps) +# These PVCs cause significant CoW write amplification (~36% overhead) +EXCLUDE_NAMESPACES="${LVM_SNAP_EXCLUDE_NS:-dbaas,monitoring}" + +# --- Logging --- +log() { echo "[$(date '+%Y-%m-%d %H:%M:%S')] $*"; } +warn() { log "WARN: $*" >&2; } +die() { log "FATAL: $*" >&2; exit 1; } + +# --- Helpers --- + +get_thinpool_free_pct() { + local data_pct + data_pct=$(lvs --noheadings --nosuffix -o data_percent "${VG}/${THINPOOL}" 2>/dev/null | tr -d ' ') + echo "scale=2; 100 - ${data_pct}" | bc +} + +build_exclude_lv_list() { + # Query K8s for PVs in excluded namespaces, extract their LV names + if [[ -z "${EXCLUDE_NAMESPACES}" ]] || ! command -v kubectl &>/dev/null; then + return + fi + kubectl get pv -o json 2>/dev/null | jq -r --arg ns "${EXCLUDE_NAMESPACES}" ' + ($ns | split(",")) as $excl | + .items[] | + select(.spec.csi.driver == "csi.proxmox.sinextra.dev") | + select(.spec.claimRef.namespace as $n | $excl | index($n)) | + .spec.csi.volumeHandle | split("/") | last + ' 2>/dev/null || true +} + +discover_pvc_lvs() { + # List thin LVs matching PVC pattern, excluding snapshots, pre-restore backups, + # and LVs belonging to excluded namespaces (high-churn databases/metrics) + local all_lvs exclude_lvs + all_lvs=$(lvs --noheadings -o lv_name,pool_lv "${VG}" 2>/dev/null \ + | awk -v pool="${THINPOOL}" '$2 == pool { print $1 }' \ + | grep -E '^vm-[0-9]+-pvc-' \ + | grep -v '_snap_' \ + | grep -v '_pre_restore_') + + exclude_lvs=$(build_exclude_lv_list) + + if [[ -n "${exclude_lvs}" ]]; then + # Filter out excluded LVs + local exclude_pattern + exclude_pattern=$(echo "${exclude_lvs}" | paste -sd'|' -) + echo "${all_lvs}" | grep -vE "(${exclude_pattern})" || true + else + echo "${all_lvs}" + fi +} + +list_snapshots() { + lvs --noheadings -o lv_name,pool_lv "${VG}" 2>/dev/null \ + | awk -v pool="${THINPOOL}" '$2 == pool { print $1 }' \ + | grep '_snap_' || true +} + +parse_snap_timestamp() { + # Extract YYYYMMDD_HHMM from snapshot name, convert to epoch + local snap_name="$1" + local ts_str + ts_str=$(echo "${snap_name}" | grep -oE '[0-9]{8}_[0-9]{4}$') + if [[ -z "${ts_str}" ]]; then + echo "0" + return + fi + local ymd="${ts_str:0:8}" + local hm="${ts_str:9:4}" + date -d "${ymd:0:4}-${ymd:4:2}-${ymd:6:2} ${hm:0:2}:${hm:2:2}" +%s 2>/dev/null || echo "0" +} + +get_original_lv_from_snap() { + # vm-200-pvc-abc_snap_20260403_1200 -> vm-200-pvc-abc + echo "$1" | sed 's/_snap_[0-9]\{8\}_[0-9]\{4\}$//' +} + +push_metrics() { + local status="$1" created="$2" failed="$3" pruned="$4" + local free_pct + free_pct=$(get_thinpool_free_pct) + + cat </dev/null || warn "Failed to push metrics to Pushgateway" +# HELP lvm_snapshot_last_run_timestamp Unix timestamp of last snapshot run +# TYPE lvm_snapshot_last_run_timestamp gauge +lvm_snapshot_last_run_timestamp $(date +%s) +# HELP lvm_snapshot_last_status Exit status (0=success, 1=partial failure, 2=aborted) +# TYPE lvm_snapshot_last_status gauge +lvm_snapshot_last_status ${status} +# HELP lvm_snapshot_created_total Number of snapshots created in last run +# TYPE lvm_snapshot_created_total gauge +lvm_snapshot_created_total ${created} +# HELP lvm_snapshot_failed_total Number of snapshot failures in last run +# TYPE lvm_snapshot_failed_total gauge +lvm_snapshot_failed_total ${failed} +# HELP lvm_snapshot_pruned_total Number of snapshots pruned in last run +# TYPE lvm_snapshot_pruned_total gauge +lvm_snapshot_pruned_total ${pruned} +# HELP lvm_snapshot_thinpool_free_pct Thin pool free percentage +# TYPE lvm_snapshot_thinpool_free_pct gauge +lvm_snapshot_thinpool_free_pct ${free_pct} +METRICS +} + +# --- Subcommands --- + +cmd_snapshot() { + log "Starting PVC LVM thin snapshot run" + + # Check thin pool free space + local free_pct + free_pct=$(get_thinpool_free_pct) + log "Thin pool free space: ${free_pct}%" + if (( $(echo "${free_pct} < ${MIN_FREE_PCT}" | bc -l) )); then + warn "Thin pool has only ${free_pct}% free (minimum: ${MIN_FREE_PCT}%). Aborting." + push_metrics 2 0 0 0 + exit 1 + fi + + # Discover PVC LVs + local lvs_list + lvs_list=$(discover_pvc_lvs) + if [[ -z "${lvs_list}" ]]; then + warn "No PVC LVs found matching pattern" + push_metrics 2 0 0 0 + exit 1 + fi + + local count=0 failed=0 total + total=$(echo "${lvs_list}" | wc -l | tr -d ' ') + local snap_ts + snap_ts=$(date +"${SNAP_SUFFIX_FORMAT}") + + log "Found ${total} PVC LVs to snapshot" + + while IFS= read -r lv; do + local snap_name="${lv}_snap_${snap_ts}" + if lvcreate -s -kn -n "${snap_name}" "${VG}/${lv}" >/dev/null 2>&1; then + log " Created: ${snap_name}" + count=$((count + 1)) + else + warn " Failed to create snapshot for ${lv}" + failed=$((failed + 1)) + fi + done <<< "${lvs_list}" + + log "Snapshot run complete: ${count} created, ${failed} failed out of ${total}" + + # Auto-prune + log "Running auto-prune..." + local pruned + pruned=$(cmd_prune_count) + + # Determine status + local status=0 + if (( failed > 0 && count > 0 )); then + status=1 # partial + elif (( failed > 0 && count == 0 )); then + status=2 # all failed + fi + + push_metrics "${status}" "${count}" "${failed}" "${pruned}" + log "Done" +} + +cmd_list() { + printf "%-45s %-50s %8s %8s\n" "ORIGINAL LV" "SNAPSHOT" "AGE" "DATA%" + printf "%-45s %-50s %8s %8s\n" "-----------" "--------" "---" "-----" + + local now + now=$(date +%s) + + local snap_lines + snap_lines=$(lvs --noheadings --nosuffix -o lv_name,lv_size,data_percent "${VG}" 2>/dev/null \ + | grep -E '_snap_|_pre_restore_' || true) + + if [[ -z "${snap_lines}" ]]; then + echo "(no snapshots found)" + return + fi + + echo "${snap_lines}" | while read -r name size data_pct; do + local original age_str ts epoch + if [[ "${name}" == *"_pre_restore_"* ]]; then + original=$(echo "${name}" | sed 's/_pre_restore_[0-9]\{8\}_[0-9]\{4\}$//') + ts=$(echo "${name}" | grep -oE '[0-9]{8}_[0-9]{4}$') + else + original=$(get_original_lv_from_snap "${name}") + ts=$(echo "${name}" | grep -oE '[0-9]{8}_[0-9]{4}$') + fi + epoch=$(parse_snap_timestamp "${name}") + if (( epoch > 0 )); then + local age_s=$(( now - epoch )) + local days=$(( age_s / 86400 )) + local hours=$(( (age_s % 86400) / 3600 )) + age_str="${days}d${hours}h" + else + age_str="unknown" + fi + printf "%-45s %-50s %8s %7s%%\n" "${original}" "${name}" "${age_str}" "${data_pct}" + done +} + +cmd_prune() { + local pruned + pruned=$(cmd_prune_count) + log "Pruned ${pruned} expired snapshots" +} + +cmd_prune_count() { + # NOTE: stdout of this function is captured by callers (`pruned=$(cmd_prune_count)`), + # so all log/warn output must go to stderr — the only thing on stdout is the count. + local now cutoff pruned=0 + now=$(date +%s) + cutoff=$(( now - RETENTION_DAYS * 86400 )) + + local snaps + snaps=$(lvs --noheadings -o lv_name,pool_lv "${VG}" 2>/dev/null \ + | awk -v pool="${THINPOOL}" '$2 == pool { print $1 }' \ + | grep -E '_snap_|_pre_restore_' || true) + + if [[ -z "${snaps}" ]]; then + echo "0" + return + fi + + while IFS= read -r snap; do + local epoch + epoch=$(parse_snap_timestamp "${snap}") + if (( epoch > 0 && epoch < cutoff )); then + if lvremove -f "${VG}/${snap}" >/dev/null 2>&1; then + log " Pruned: ${snap}" >&2 + pruned=$((pruned + 1)) + else + warn " Failed to prune: ${snap}" + fi + fi + done <<< "${snaps}" + + echo "${pruned}" +} + +cmd_restore() { + local pvc_lv="${1:-}" snapshot_lv="${2:-}" + + if [[ -z "${pvc_lv}" || -z "${snapshot_lv}" ]]; then + die "Usage: $0 restore " + fi + + # Validate LVs exist + if ! lvs "${VG}/${pvc_lv}" >/dev/null 2>&1; then + die "PVC LV '${pvc_lv}' not found in VG '${VG}'" + fi + if ! lvs "${VG}/${snapshot_lv}" >/dev/null 2>&1; then + die "Snapshot LV '${snapshot_lv}' not found in VG '${VG}'" + fi + + # Discover K8s context + log "Discovering Kubernetes context for LV '${pvc_lv}'..." + + local volume_handle="local-lvm:${pvc_lv}" + local pv_info + pv_info=$(kubectl get pv -o json 2>/dev/null | jq -r \ + --arg vh "${volume_handle}" \ + '.items[] | select(.spec.csi.volumeHandle == $vh) | "\(.metadata.name) \(.spec.claimRef.namespace) \(.spec.claimRef.name)"' \ + ) || die "Failed to query PVs (is kubectl configured?)" + + if [[ -z "${pv_info}" ]]; then + die "No PV found with volumeHandle '${volume_handle}'" + fi + + local pv_name pvc_ns pvc_name + read -r pv_name pvc_ns pvc_name <<< "${pv_info}" + log "Found: PV=${pv_name}, PVC=${pvc_ns}/${pvc_name}" + + # Find the workload (Deployment or StatefulSet) that uses this PVC + local workload_type="" workload_name="" original_replicas="" + + # Check StatefulSets first (databases use these) + local sts_info + sts_info=$(kubectl get statefulset -n "${pvc_ns}" -o json 2>/dev/null | jq -r \ + --arg pvc "${pvc_name}" \ + '.items[] | select( + (.spec.template.spec.volumes // [] | .[].persistentVolumeClaim.claimName == $pvc) or + (.spec.volumeClaimTemplates // [] | .[].metadata.name as $vct | + .spec.replicas as $r | range($r) | "\($vct)-\(.metadata.name)-\(.)" ) == $pvc + ) | "\(.metadata.name) \(.spec.replicas)"' 2>/dev/null \ + ) || true + + # If not found via simple volume check, try matching VCT naming pattern + if [[ -z "${sts_info}" ]]; then + sts_info=$(kubectl get statefulset -n "${pvc_ns}" -o json 2>/dev/null | jq -r \ + --arg pvc "${pvc_name}" \ + '.items[] | .metadata.name as $sts | .spec.replicas as $r | + select(.spec.volumeClaimTemplates != null) | + .spec.volumeClaimTemplates[].metadata.name as $vct | + [range($r)] | map("\($vct)-\($sts)-\(.)") | + if any(. == $pvc) then "\($sts) \($r)" else empty end' 2>/dev/null \ + ) || true + fi + + if [[ -n "${sts_info}" ]]; then + read -r workload_name original_replicas <<< "${sts_info}" + workload_type="statefulset" + else + # Check Deployments + local deploy_info + deploy_info=$(kubectl get deployment -n "${pvc_ns}" -o json 2>/dev/null | jq -r \ + --arg pvc "${pvc_name}" \ + '.items[] | select( + .spec.template.spec.volumes // [] | .[].persistentVolumeClaim.claimName == $pvc + ) | "\(.metadata.name) \(.spec.replicas)"' 2>/dev/null \ + ) || true + + if [[ -n "${deploy_info}" ]]; then + read -r workload_name original_replicas <<< "${deploy_info}" + workload_type="deployment" + fi + fi + + if [[ -z "${workload_type}" ]]; then + warn "Could not auto-discover workload for PVC '${pvc_name}' in namespace '${pvc_ns}'." + warn "You may need to scale down the pod manually." + echo "" + read -rp "Continue with LV swap anyway? (yes/no): " confirm + [[ "${confirm}" == "yes" ]] || die "Aborted by user" + workload_type="manual" + fi + + # Dry-run output + local backup_name="${pvc_lv}_pre_restore_$(date +"${SNAP_SUFFIX_FORMAT}")" + echo "" + echo "╔══════════════════════════════════════════════════════════════╗" + echo "║ RESTORE DRY-RUN ║" + echo "╠══════════════════════════════════════════════════════════════╣" + echo "║ PVC: ${pvc_ns}/${pvc_name}" + echo "║ PV: ${pv_name}" + if [[ "${workload_type}" != "manual" ]]; then + echo "║ Workload: ${workload_type}/${workload_name} (replicas: ${original_replicas}→0→${original_replicas})" + fi + echo "║" + echo "║ Actions:" + if [[ "${workload_type}" != "manual" ]]; then + echo "║ 1. Scale ${workload_type}/${workload_name} to 0 replicas" + echo "║ 2. Wait for pod termination" + fi + echo "║ 3. Rename ${pvc_lv} → ${backup_name}" + echo "║ 4. Rename ${snapshot_lv} → ${pvc_lv}" + if [[ "${workload_type}" != "manual" ]]; then + echo "║ 5. Scale ${workload_type}/${workload_name} back to ${original_replicas} replicas" + fi + echo "╚══════════════════════════════════════════════════════════════╝" + echo "" + + # Interactive confirmation + read -rp "Type 'yes' to proceed with restore: " confirm + if [[ "${confirm}" != "yes" ]]; then + die "Aborted by user" + fi + + # Scale down + if [[ "${workload_type}" != "manual" ]]; then + log "Scaling ${workload_type}/${workload_name} to 0 replicas..." + kubectl scale "${workload_type}/${workload_name}" -n "${pvc_ns}" --replicas=0 + + log "Waiting for pod termination (timeout: 120s)..." + kubectl wait --for=delete pod -l "app.kubernetes.io/name=${workload_name}" -n "${pvc_ns}" --timeout=120s 2>/dev/null || \ + kubectl wait --for=delete pod -l "app=${workload_name}" -n "${pvc_ns}" --timeout=120s 2>/dev/null || \ + warn "Timeout waiting for pods — continuing anyway (LV may still be in use)" + sleep 5 # extra grace period for device detach + fi + + # Verify LV is not active + local lv_active + lv_active=$(lvs --noheadings -o lv_active "${VG}/${pvc_lv}" 2>/dev/null | tr -d ' ') + if [[ "${lv_active}" == "active" ]]; then + warn "LV ${pvc_lv} is still active. Attempting to deactivate..." + # Close any LUKS mapper on the LV before deactivation + if dmsetup ls 2>/dev/null | grep -q "${pvc_lv}"; then + log "Closing LUKS mapper for ${pvc_lv}..." + cryptsetup luksClose "${pvc_lv}" 2>/dev/null || true + fi + lvchange -an "${VG}/${pvc_lv}" 2>/dev/null || warn "Could not deactivate — proceeding with caution" + fi + + # LV swap + log "Renaming ${pvc_lv} → ${backup_name}" + lvrename "${VG}" "${pvc_lv}" "${backup_name}" || die "Failed to rename original LV" + + log "Renaming ${snapshot_lv} → ${pvc_lv}" + lvrename "${VG}" "${snapshot_lv}" "${pvc_lv}" || die "Failed to rename snapshot LV" + + # Scale back up + if [[ "${workload_type}" != "manual" ]]; then + log "Scaling ${workload_type}/${workload_name} back to ${original_replicas} replicas..." + kubectl scale "${workload_type}/${workload_name}" -n "${pvc_ns}" --replicas="${original_replicas}" + + log "Waiting for pod to become Ready (timeout: 300s)..." + kubectl wait --for=condition=Ready pod -l "app.kubernetes.io/name=${workload_name}" -n "${pvc_ns}" --timeout=300s 2>/dev/null || \ + kubectl wait --for=condition=Ready pod -l "app=${workload_name}" -n "${pvc_ns}" --timeout=300s 2>/dev/null || \ + warn "Timeout waiting for pod Ready — check manually" + fi + + echo "" + log "Restore complete!" + log "Old data preserved as: ${backup_name}" + log "To delete old data after verification: lvremove -f ${VG}/${backup_name}" +} + +# --- Main --- + +usage() { + cat < [args] + +Commands: + snapshot Create thin snapshots of all PVC LVs + list List existing snapshots with age and data% + prune Remove snapshots older than ${RETENTION_DAYS} days + restore Restore a PVC from a snapshot (interactive) + +Environment: + LVM_SNAP_PUSHGATEWAY Pushgateway URL (default: ${PUSHGATEWAY}) + KUBECONFIG Kubeconfig path (default: /root/.kube/config) +EOF +} + +main() { + local cmd="${1:-}" + shift || true + + # Acquire lock (except for list which is read-only) + if [[ "${cmd}" != "list" && "${cmd}" != "" && "${cmd}" != "help" && "${cmd}" != "--help" && "${cmd}" != "-h" ]]; then + exec 200>"${LOCKFILE}" + if ! flock -n 200; then + die "Another instance is already running (lockfile: ${LOCKFILE})" + fi + fi + + case "${cmd}" in + snapshot) cmd_snapshot ;; + list) cmd_list ;; + prune) cmd_prune ;; + restore) cmd_restore "$@" ;; + help|--help|-h|"") usage ;; + *) die "Unknown command: ${cmd}. Run '$0 help' for usage." ;; + esac +} + +main "$@" From cb3ffa6d8dd1adb98ba341bb5614112a234312a5 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 15:13:29 +0000 Subject: [PATCH 31/66] monitoring(uk-payslip): smooth quarterly RSU tax bumps via flat 47% marginal MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Replace the implicit pro-rata RSU/cash split with an explicit flat 47% marginal (45% PAYE + 2% NI) for the RSU vest tax stack. The orange slice now scales linearly with rsu_vest instead of wobbling around the month's effective PAYE rate; cash PAYE/NI slices have those amounts subtracted out so the stack still totals to actual deductions. Affects panel 7 (monthly), panel 12 (YTD cumulative), panel 7 (YTD uses), and the Sankey panel. Verified on 35 months of live data: sum invariant holds exactly (cash + rsu_marginal + cash_ni == income_tax + national_insurance), no negatives in cash slices. Out of scope (left raw): effective-rate %, data-integrity, payslip table, P60/HMRC reconciliation — those are audit views that use unmodified income_tax / cash_income_tax columns. Co-Authored-By: Claude Opus 4.7 --- .../monitoring/dashboards/uk-payslip.json | 44 +++++++++---------- 1 file changed, 22 insertions(+), 22 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 77400689..1f84df4c 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -179,7 +179,7 @@ { "id": 7, "title": "YTD uses \u2014 where gross went", - "description": "Year-to-date cumulative breakdown of where the gross went. Stacked \u2014 top equals gross_pay minus student loan and RSU offset (both small; shown on Panel 8 Sankey). Green = take-home; red = cash income tax; orange = RSU-attributed income tax + NI; purple = pension.", + "description": "Year-to-date cumulative breakdown of where the gross went. Stacked \u2014 top equals gross_pay minus student loan and RSU offset (both small; shown on Panel 8 Sankey). RSU vest tax broken out at a flat 47% marginal (45% PAYE + 2% NI). Green = take-home; red = cash income tax; orange = tax on RSU vest @ 47%; orange = cash NI; purple = pension.", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -258,14 +258,14 @@ }, { "id": "displayName", - "value": "Income Tax (cash pay)" + "value": "Income Tax (cash)" } ] }, { "matcher": { "id": "byName", - "options": "ytd_rsu_income_tax" + "options": "ytd_rsu_tax_marginal" }, "properties": [ { @@ -277,14 +277,14 @@ }, { "id": "displayName", - "value": "Income Tax (RSU-attributed)" + "value": "Tax on RSU vest (@ 47% marginal)" } ] }, { "matcher": { "id": "byName", - "options": "ytd_ni" + "options": "ytd_cash_ni" }, "properties": [ { @@ -296,7 +296,7 @@ }, { "id": "displayName", - "value": "National Insurance" + "value": "National Insurance (cash)" } ] }, @@ -341,7 +341,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", SUM(net_pay) OVER w AS ytd_net, SUM(COALESCE(cash_income_tax, income_tax)) OVER w AS ytd_cash_income_tax, SUM(income_tax - COALESCE(cash_income_tax, income_tax)) OVER w AS ytd_rsu_income_tax, SUM(national_insurance) OVER w AS ytd_ni, SUM(pension_employee) OVER w AS ytd_pension_employee FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", + "rawSql": "SELECT pay_date AS \"time\", SUM(net_pay) OVER w AS ytd_net, SUM(GREATEST(0, income_tax - rsu_vest * 0.45)) OVER w AS ytd_cash_income_tax, SUM(rsu_vest * 0.47) OVER w AS ytd_rsu_tax_marginal, SUM(GREATEST(0, national_insurance - rsu_vest * 0.02)) OVER w AS ytd_cash_ni, SUM(pension_employee) OVER w AS ytd_pension_employee FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, @@ -517,7 +517,7 @@ { "id": 11, "title": "Tax & pension \u2014 monthly", - "description": "Per-month deductions and pension contributions. Stacked \u2014 top equals total tax + pension (both sides). Red = cash income tax; orange = RSU-attributed income tax; amber = NI; brown = student loan; purple = employee pension; light purple = employer pension (paid on top of salary).", + "description": "Per-month deductions and pension contributions. Stacked \u2014 top equals total tax + pension. RSU vest tax broken out at a flat 47% marginal (45% PAYE + 2% NI), so the orange slice scales linearly with vest size; cash PAYE/NI slices have those amounts subtracted out so the stack still totals to actual deductions. Red = cash income tax; orange = tax on RSU vest @ 47%; amber = cash NI; brown = student loan; purple = employee pension; light purple = employer pension (paid on top of salary).", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -577,14 +577,14 @@ }, { "id": "displayName", - "value": "Income Tax (cash pay)" + "value": "Income Tax (cash)" } ] }, { "matcher": { "id": "byName", - "options": "rsu_income_tax" + "options": "rsu_tax_marginal" }, "properties": [ { @@ -596,14 +596,14 @@ }, { "id": "displayName", - "value": "Income Tax (RSU-attributed)" + "value": "Tax on RSU vest (@ 47% marginal)" } ] }, { "matcher": { "id": "byName", - "options": "ni" + "options": "cash_ni" }, "properties": [ { @@ -615,7 +615,7 @@ }, { "id": "displayName", - "value": "National Insurance" + "value": "National Insurance (cash)" } ] }, @@ -698,7 +698,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", COALESCE(cash_income_tax, income_tax) AS cash_income_tax, income_tax - COALESCE(cash_income_tax, income_tax) AS rsu_income_tax, national_insurance AS ni, student_loan, pension_employee, pension_employer FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) ORDER BY pay_date", + "rawSql": "SELECT pay_date AS \"time\", GREATEST(0, income_tax - rsu_vest * 0.45) AS cash_income_tax, rsu_vest * 0.47 AS rsu_tax_marginal, GREATEST(0, national_insurance - rsu_vest * 0.02) AS cash_ni, student_loan, pension_employee, pension_employer FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, @@ -709,7 +709,7 @@ { "id": 12, "title": "Tax & pension \u2014 YTD cumulative", - "description": "Year-to-date cumulative tax and pension. Same series and colors as the monthly panel; resets on 6-April tax year boundary.", + "description": "Year-to-date cumulative tax and pension. Same series and colors as the monthly panel \u2014 RSU vest tax broken out at a flat 47% marginal (45% PAYE + 2% NI). Resets on 6-April tax year boundary.", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -769,14 +769,14 @@ }, { "id": "displayName", - "value": "Income Tax (cash pay)" + "value": "Income Tax (cash)" } ] }, { "matcher": { "id": "byName", - "options": "ytd_rsu_income_tax" + "options": "ytd_rsu_tax_marginal" }, "properties": [ { @@ -788,14 +788,14 @@ }, { "id": "displayName", - "value": "Income Tax (RSU-attributed)" + "value": "Tax on RSU vest (@ 47% marginal)" } ] }, { "matcher": { "id": "byName", - "options": "ytd_ni" + "options": "ytd_cash_ni" }, "properties": [ { @@ -807,7 +807,7 @@ }, { "id": "displayName", - "value": "National Insurance" + "value": "National Insurance (cash)" } ] }, @@ -890,7 +890,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", SUM(COALESCE(cash_income_tax, income_tax)) OVER w AS ytd_cash_income_tax, SUM(income_tax - COALESCE(cash_income_tax, income_tax)) OVER w AS ytd_rsu_income_tax, SUM(national_insurance) OVER w AS ytd_ni, SUM(student_loan) OVER w AS ytd_student_loan, SUM(pension_employee) OVER w AS ytd_pension_employee, SUM(pension_employer) OVER w AS ytd_pension_employer FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", + "rawSql": "SELECT pay_date AS \"time\", SUM(GREATEST(0, income_tax - rsu_vest * 0.45)) OVER w AS ytd_cash_income_tax, SUM(rsu_vest * 0.47) OVER w AS ytd_rsu_tax_marginal, SUM(GREATEST(0, national_insurance - rsu_vest * 0.02)) OVER w AS ytd_cash_ni, SUM(student_loan) OVER w AS ytd_student_loan, SUM(pension_employee) OVER w AS ytd_pension_employee, SUM(pension_employer) OVER w AS ytd_pension_employer FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, @@ -1746,7 +1746,7 @@ "rawQuery": true, "editorMode": "code", "format": "table", - "rawSql": "WITH agg AS (SELECT COALESCE(SUM(salary), 0) AS salary, COALESCE(SUM(bonus), 0) AS bonus, COALESCE(SUM(rsu_vest), 0) AS rsu_vest, COALESCE(SUM(GREATEST(gross_pay - salary - bonus - rsu_vest, 0)), 0) AS other_income, COALESCE(SUM(net_pay), 0) AS net_pay, COALESCE(SUM(COALESCE(cash_income_tax, income_tax)), 0) AS cash_income_tax, COALESCE(SUM(income_tax - COALESCE(cash_income_tax, income_tax)), 0) AS rsu_income_tax, COALESCE(SUM(national_insurance), 0) AS ni, COALESCE(SUM(pension_employee), 0) AS pension, COALESCE(SUM(student_loan), 0) AS student_loan, COALESCE(SUM(rsu_offset), 0) AS rsu_offset FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date)) SELECT 'Salary' AS source, 'Gross' AS target, salary AS value FROM agg WHERE salary > 0 UNION ALL SELECT 'Bonus', 'Gross', bonus FROM agg WHERE bonus > 0 UNION ALL SELECT 'RSU', 'Gross', rsu_vest FROM agg WHERE rsu_vest > 0 UNION ALL SELECT 'Other income', 'Gross', other_income FROM agg WHERE other_income > 0 UNION ALL SELECT 'Gross', 'Net pay', net_pay FROM agg WHERE net_pay > 0 UNION ALL SELECT 'Gross', 'Income Tax (cash)', cash_income_tax FROM agg WHERE cash_income_tax > 0 UNION ALL SELECT 'Gross', 'Income Tax (RSU)', rsu_income_tax FROM agg WHERE rsu_income_tax > 0 UNION ALL SELECT 'Gross', 'National Insurance', ni FROM agg WHERE ni > 0 UNION ALL SELECT 'Gross', 'Pension', pension FROM agg WHERE pension > 0 UNION ALL SELECT 'Gross', 'Student Loan', student_loan FROM agg WHERE student_loan > 0 UNION ALL SELECT 'Gross', 'RSU Offset', rsu_offset FROM agg WHERE rsu_offset > 0" + "rawSql": "WITH agg AS (SELECT COALESCE(SUM(salary), 0) AS salary, COALESCE(SUM(bonus), 0) AS bonus, COALESCE(SUM(rsu_vest), 0) AS rsu_vest, COALESCE(SUM(GREATEST(gross_pay - salary - bonus - rsu_vest, 0)), 0) AS other_income, COALESCE(SUM(net_pay), 0) AS net_pay, COALESCE(SUM(GREATEST(0, income_tax - rsu_vest * 0.45)), 0) AS cash_income_tax, COALESCE(SUM(rsu_vest * 0.47), 0) AS rsu_tax_marginal, COALESCE(SUM(GREATEST(0, national_insurance - rsu_vest * 0.02)), 0) AS cash_ni, COALESCE(SUM(pension_employee), 0) AS pension, COALESCE(SUM(student_loan), 0) AS student_loan, COALESCE(SUM(rsu_offset), 0) AS rsu_offset FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date)) SELECT 'Salary' AS source, 'Gross' AS target, salary AS value FROM agg WHERE salary > 0 UNION ALL SELECT 'Bonus', 'Gross', bonus FROM agg WHERE bonus > 0 UNION ALL SELECT 'RSU', 'Gross', rsu_vest FROM agg WHERE rsu_vest > 0 UNION ALL SELECT 'Other income', 'Gross', other_income FROM agg WHERE other_income > 0 UNION ALL SELECT 'Gross', 'Net pay', net_pay FROM agg WHERE net_pay > 0 UNION ALL SELECT 'Gross', 'Income Tax (cash)', cash_income_tax FROM agg WHERE cash_income_tax > 0 UNION ALL SELECT 'Gross', 'Tax on RSU vest (47%)', rsu_tax_marginal FROM agg WHERE rsu_tax_marginal > 0 UNION ALL SELECT 'Gross', 'National Insurance (cash)', cash_ni FROM agg WHERE cash_ni > 0 UNION ALL SELECT 'Gross', 'Pension', pension FROM agg WHERE pension > 0 UNION ALL SELECT 'Gross', 'Student Loan', student_loan FROM agg WHERE student_loan > 0 UNION ALL SELECT 'Gross', 'RSU Offset', rsu_offset FROM agg WHERE rsu_offset > 0" } ] }, From 2230cb6cf4463f72a210b4c43381d5ded9113443 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 15:30:46 +0000 Subject: [PATCH 32/66] monitoring(uk-payslip): drop tax/NI from "Monthly cash flow (RSU stripped)" panel MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Vest months still bumped 4-5x in this panel after the flat-47% strip because UK cumulative PAYE genuinely catches up YTD tax in vest months, on top of the marginal RSU portion — no arithmetic split can make that line flat without distorting the data. The cash-flow question this panel answers (what hits the bank, RSU aside) is already covered cleanly by cash_gross + net_pay; the tax detail lives on Panel 11 where the RSU split is now linear. Co-Authored-By: Claude Opus 4.7 --- .../monitoring/modules/monitoring/dashboards/uk-payslip.json | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 1f84df4c..3fefdb9e 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -352,6 +352,7 @@ { "id": 2, "title": "Monthly cash flow (RSU stripped)", + "description": "Cash-only view: gross pay minus the RSU vest (cash_gross) and the bank-deposited net_pay. Tax and NI are not shown here because UK cumulative PAYE genuinely takes a YTD true-up chunk in vest months on top of the marginal RSU PAYE — see Panel 11 for the full tax breakdown with the flat 47% RSU split.", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -422,7 +423,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", (gross_pay - rsu_vest) AS cash_gross, net_pay, COALESCE(cash_income_tax, income_tax) AS income_tax, national_insurance FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) ORDER BY pay_date", + "rawSql": "SELECT pay_date AS \"time\", (gross_pay - rsu_vest) AS cash_gross, net_pay FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, From 8f0d13282c5aa904db28c3de840f7a701480650f Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 15:43:32 +0000 Subject: [PATCH 33/66] =?UTF-8?q?monitoring(uk-payslip):=20drop=20cash=20P?= =?UTF-8?q?AYE/NI=20from=20"Tax=20&=20pension=20=E2=80=94=20monthly"?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Same reasoning as panel 2: cash-side income_tax and NI are inherently bumpy in vest months due to UK cumulative PAYE catching up on YTD, and the flat-47% strip can't fix it. Panel now shows only the explicit RSU vest tax (orange, 47% × rsu_vest), student loan, and pensions. The smooth view of total cash deductions stays available on panel 12 (YTD cumulative). Co-Authored-By: Claude Opus 4.7 --- .../monitoring/dashboards/uk-payslip.json | 42 +------------------ 1 file changed, 2 insertions(+), 40 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 3fefdb9e..a697a14a 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -518,7 +518,7 @@ { "id": 11, "title": "Tax & pension \u2014 monthly", - "description": "Per-month deductions and pension contributions. Stacked \u2014 top equals total tax + pension. RSU vest tax broken out at a flat 47% marginal (45% PAYE + 2% NI), so the orange slice scales linearly with vest size; cash PAYE/NI slices have those amounts subtracted out so the stack still totals to actual deductions. Red = cash income tax; orange = tax on RSU vest @ 47%; amber = cash NI; brown = student loan; purple = employee pension; light purple = employer pension (paid on top of salary).", + "description": "Per-month RSU vest tax + recurring deductions. Cash-side PAYE/NI hidden because UK cumulative PAYE makes them inherently bumpy in vest months despite the marginal RSU strip \u2014 see Panel 12 (YTD cumulative) for the smoothed totals or Panel 3 for the effective rate. Orange = tax on RSU vest @ 47% (45% PAYE + 2% NI); brown = student loan; purple = employee pension; light purple = employer pension (paid on top of salary).", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -563,25 +563,6 @@ } }, "overrides": [ - { - "matcher": { - "id": "byName", - "options": "cash_income_tax" - }, - "properties": [ - { - "id": "color", - "value": { - "mode": "fixed", - "fixedColor": "#C4162A" - } - }, - { - "id": "displayName", - "value": "Income Tax (cash)" - } - ] - }, { "matcher": { "id": "byName", @@ -601,25 +582,6 @@ } ] }, - { - "matcher": { - "id": "byName", - "options": "cash_ni" - }, - "properties": [ - { - "id": "color", - "value": { - "mode": "fixed", - "fixedColor": "orange" - } - }, - { - "id": "displayName", - "value": "National Insurance (cash)" - } - ] - }, { "matcher": { "id": "byName", @@ -699,7 +661,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", GREATEST(0, income_tax - rsu_vest * 0.45) AS cash_income_tax, rsu_vest * 0.47 AS rsu_tax_marginal, GREATEST(0, national_insurance - rsu_vest * 0.02) AS cash_ni, student_loan, pension_employee, pension_employer FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) ORDER BY pay_date", + "rawSql": "SELECT pay_date AS \"time\", rsu_vest * 0.47 AS rsu_tax_marginal, student_loan, pension_employee, pension_employer FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, From 0d5f53f33740f9eb5b5301891e4e945b1819763f Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 15:45:47 +0000 Subject: [PATCH 34/66] monitoring(uk-payslip): replace misleading take-home rates in Panel 3 MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Drop the two misleading series in "Effective rate & take-home % (YTD cumulative)" — both used SUM(gross_pay) as denominator while only counting cash deductions/net in the numerator, which understated take-home by 25-30 pp because RSU shares are absent from the cash deposit but present in gross. Replaced with three semantically clean angles: - ytd_paye_rate_pct: SUM(income_tax) / SUM(taxable_pay) — HMRC audit rate (~41-42% in additional-rate band), kept as before. - ytd_cash_take_home_pct: SUM(net_pay) / SUM(gross_pay - rsu_vest) — what fraction of cash earnings hits the bank (~62-65%). - ytd_total_keep_pct: (SUM(net_pay) + 0.53 × SUM(rsu_vest)) / SUM(gross_pay) — true "what I actually keep" including post-tax RSU shares (47% marginal applied to vest value), ~55-60%. Added field overrides for clear color-coding (red/green/blue). Co-Authored-By: Claude Opus 4.7 --- .../monitoring/dashboards/uk-payslip.json | 64 ++++++++++++++++++- 1 file changed, 61 insertions(+), 3 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index a697a14a..25830c94 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -434,7 +434,7 @@ { "id": 3, "title": "Effective rate & take-home % (YTD cumulative)", - "description": "YTD-cumulative rates. PAYE rate uses reported taxable_pay as the base; all-deductions rate uses gross_pay. Computed from cumulative SUM over the tax year, so vest-month RSU tax is blended proportionally with RSU value \u2014 no per-slip attribution hack, no spikes.", + "description": "YTD-cumulative rates \u2014 three angles on take-home. (1) PAYE rate = SUM(income_tax) / SUM(taxable_pay): the audit number HMRC uses, converges to ~marginal in the additional-rate band. (2) Cash take-home % = SUM(net_pay) / SUM(gross_pay - rsu_vest): what fraction of cash earnings becomes a bank deposit; useful for cash-flow planning. (3) Total keep % = (SUM(net_pay) + 0.53 \u00d7 SUM(rsu_vest)) / SUM(gross_pay): true 'what I actually keep' including post-tax RSU shares (47% marginal applied to vest value). Resets on 6-April tax year boundary.", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -485,7 +485,65 @@ } } }, - "overrides": [] + "overrides": [ + { + "matcher": { + "id": "byName", + "options": "ytd_paye_rate_pct" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "#C4162A" + } + }, + { + "id": "displayName", + "value": "PAYE rate (HMRC, on taxable_pay)" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "ytd_cash_take_home_pct" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "green" + } + }, + { + "id": "displayName", + "value": "Cash take-home % (net / cash_gross)" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "ytd_total_keep_pct" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "blue" + } + }, + { + "id": "displayName", + "value": "Total keep % (cash + post-tax shares)" + } + ] + } + ] }, "options": { "legend": { @@ -507,7 +565,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", ROUND(((SUM(income_tax) OVER w)::numeric / NULLIF(SUM(COALESCE(taxable_pay, gross_pay)) OVER w, 0)) * 100, 2) AS \"ytd_paye_rate_pct\", ROUND((((SUM(income_tax) OVER w) + (SUM(national_insurance) OVER w) + (SUM(student_loan) OVER w))::numeric / NULLIF(SUM(gross_pay) OVER w, 0)) * 100, 2) AS \"ytd_all_deductions_pct\", ROUND(((SUM(net_pay) OVER w)::numeric / NULLIF(SUM(gross_pay) OVER w, 0)) * 100, 2) AS \"ytd_take_home_pct\" FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", + "rawSql": "SELECT pay_date AS \"time\", ROUND(((SUM(income_tax) OVER w)::numeric / NULLIF(SUM(COALESCE(taxable_pay, gross_pay)) OVER w, 0)) * 100, 2) AS \"ytd_paye_rate_pct\", ROUND(((SUM(net_pay) OVER w)::numeric / NULLIF(SUM(gross_pay - rsu_vest) OVER w, 0)) * 100, 2) AS \"ytd_cash_take_home_pct\", ROUND((((SUM(net_pay) OVER w) + 0.53 * (SUM(rsu_vest) OVER w))::numeric / NULLIF(SUM(gross_pay) OVER w, 0)) * 100, 2) AS \"ytd_total_keep_pct\" FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, From 43e4f3f68e279db6aeea926de161ffd5aba08ac5 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 15:47:30 +0000 Subject: [PATCH 35/66] immich: migrate PostgreSQL off NFS to proxmox-lvm-encrypted MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Live PG data moves to a 10Gi LUKS-encrypted RWO PVC. WAL fsync per commit on NFS contributed to the 2026-04-22 NFS writeback storm (2h43m recovery, 3 of 4 nodes hard-reset). Backups remain on NFS (append-only, NFS-tolerant). The init container that writes postgresql.override.conf is now gated on PG_VERSION presence — on a fresh PVC the file would otherwise make initdb refuse the non-empty PGDATA. First boot skips the override and initdb's cleanly; second boot (after a forced restart) writes the override so vchord/vectors/pg_prewarm load before the dump restore. Idempotent on initialised PVCs. Migration executed: pg_dumpall (1.9GB) → restore on encrypted PVC → REINDEX clip_index/face_index → 111,843 assets verified, external HTTP 200, all 10 extensions present (vector minor 0.8.0→0.8.1 only). LV created on PVE host, picked up by lvm-pvc-snapshot. See docs/plans/2026-04-25-nfs-hostile-migration-{design,plan}.md. Phase 2 (Vault Raft) follows under code-gy7h. Closes: code-ahr7 Co-Authored-By: Claude Opus 4.7 --- ...2026-04-25-nfs-hostile-migration-design.md | 119 ++++++++++++++++++ .../2026-04-25-nfs-hostile-migration-plan.md | 116 +++++++++++++++++ stacks/immich/main.tf | 33 ++++- 3 files changed, 267 insertions(+), 1 deletion(-) create mode 100644 docs/plans/2026-04-25-nfs-hostile-migration-design.md create mode 100644 docs/plans/2026-04-25-nfs-hostile-migration-plan.md diff --git a/docs/plans/2026-04-25-nfs-hostile-migration-design.md b/docs/plans/2026-04-25-nfs-hostile-migration-design.md new file mode 100644 index 00000000..0b74d050 --- /dev/null +++ b/docs/plans/2026-04-25-nfs-hostile-migration-design.md @@ -0,0 +1,119 @@ +# NFS-Hostile Workload Migration — Design + +**Date**: 2026-04-25 +**Author**: Viktor (with Claude) +**Status**: Phase 1 done, Phase 2 in progress +**Beads**: code-gy7h (Vault), code-ahr7 (Immich PG) + +## Problem + +The 2026-04-22 Vault Raft leader deadlock (post-mortem +`2026-04-22-vault-raft-leader-deadlock.md`) traced to NFS client +writeback stalls poisoning kernel state. Recovery took 2h43m and +required hard-resetting 3 of 4 cluster VMs. Two workload classes on +NFS are NFS-hostile per the criteria in +`infra/.claude/CLAUDE.md` ("Critical services MUST NOT use NFS"): + +1. **Postgres with WAL fsync per commit** — Immich primary +2. **Vault Raft consensus log** — fsync per append-entry, 3 replicas + +Everything else on NFS (47 PVCs, ~455 GiB) is correctly placed: +RWX media libraries, append-only backups, ML caches. + +## Decision + +Migrate exactly those two workload classes to +`proxmox-lvm-encrypted` (LUKS2 LVM-thin via Proxmox CSI). No iSCSI, +no RWX media migration, no backup-target migration. + +## Rationale + +- Block storage decouples PG / Raft fsync from NFS client kernel + state. Failure mode that triggered the post-mortem cannot recur for + these workloads. +- `proxmox-lvm-encrypted` is the documented default for sensitive data + (`infra/.claude/CLAUDE.md` storage decision rule). It already backs + ~28 PVCs across the cluster — pattern is proven. +- Existing nightly `lvm-pvc-snapshot` PVE host script (03:00, 7-day + retention) auto-picks-up new PVCs via thin snapshots — no extra + backup wiring needed for the live data side. +- LUKS2 satisfies "encrypted at rest for sensitive data" requirement. + +## Out of scope + +- iSCSI evaluation (already retired 2026-04-13). +- RWX media (Immich library, music, ebooks) — correct placement. +- Backup target PVCs (`*-backup` on NFS) — append-only, NFS-tolerant. +- Prometheus 200 GiB — already on `proxmox-lvm`. + +## Pattern per workload + +### Immich PG (single replica, Deployment, Recreate strategy) + +- Add new RWO PVC on `proxmox-lvm-encrypted`. +- Quiesce app pods (server + ML + frame). +- `pg_dumpall` from running NFS pod → local file. +- Swap deployment `claim_name` → encrypted PVC. +- PG bootstraps fresh on empty PVC; restore dump. +- REINDEX vector indexes (`clip_index`, `face_index`). +- Backup CronJob keeps writing to NFS module (correct: append-only). + +### Vault Raft (3 replicas, StatefulSet, helm-managed) + +- Change `dataStorage.storageClass` and `auditStorage.storageClass` + from `nfs-proxmox` → `proxmox-lvm-encrypted`. +- StatefulSet `volumeClaimTemplates` is immutable → use + `kubectl delete sts vault --cascade=orphan` then re-apply (memory + pattern for VCT swaps). +- Per-pod rolling: delete pod + PVCs, controller recreates with new + template. Auto-unseal sidecar handles unseal; raft `retry_join` + rejoins cluster. +- 24h validation window between pods. Migrate non-leader pods first; + step-down current leader before migrating it last. +- Backup target (`vault-backup-host` on NFS) stays on NFS. + +## Risks and rollbacks + +### Immich PG + +- pg_dumpall captures schema + data, not file-level state. Vector + index versions matter (vchord 0.3.0 unchanged; vector 0.8.0 → + 0.8.1 is a minor automatic bump on `CREATE EXTENSION` — confirmed + benign). Rollback: revert `claim_name`, scale apps; old NFS PVC + retained for 7 days post-migration. + +### Vault Raft + +- Cluster keeps quorum from 2 standby replicas while one pod is + swapped. Migrating the leader last avoids quorum churn. +- Recovery anchor: pre-migration `vault operator raft snapshot save` + + nightly `vault-raft-backup` CronJob. RTO < 1h via snapshot + restore. + +## Init container chicken-and-egg (Immich PG, discovered during execution) + +The pre-existing `write-pg-override-conf` init container on the +Immich PG deployment writes `postgresql.override.conf` directly to +`PGDATA`. On a populated NFS PVC this was a no-op (init was already +run). On the fresh encrypted PVC, the file made `initdb` refuse the +non-empty directory and the pod CrashLoopBackOff'd. + +Resolution: gate the init container on `PG_VERSION` presence — first +boot skips the override write, PG `initdb`s cleanly; force a pod +restart and the second boot writes the override and PG loads +`vchord` / `vectors` / `pg_prewarm` before the dump restore. Change +is permanent and idempotent (correct on both fresh and initialised +PVCs). One restart pre-migration only. + +## Verification + +End-to-end DONE when: + +- `kubectl get pvc -A | grep nfs-proxmox` returns only the + `vault-backup-host` PVC (or zero, if backup PVC moves elsewhere). +- `vault operator raft list-peers` shows 3 voters on + `proxmox-lvm-encrypted`, leader elected. +- Immich PG `\dx` matches pre-migration extensions (vector minor + drift OK). +- `lvm-pvc-snapshot` captures new LVs in next 03:00 run. +- 7 consecutive days of clean backup CronJob runs and no new alerts. diff --git a/docs/plans/2026-04-25-nfs-hostile-migration-plan.md b/docs/plans/2026-04-25-nfs-hostile-migration-plan.md new file mode 100644 index 00000000..e36041c3 --- /dev/null +++ b/docs/plans/2026-04-25-nfs-hostile-migration-plan.md @@ -0,0 +1,116 @@ +# NFS-Hostile Workload Migration — Plan + +**Date**: 2026-04-25 +**Design**: `2026-04-25-nfs-hostile-migration-design.md` +**Beads**: code-gy7h (Vault, epic), code-ahr7 (Immich PG) + +## Phase 1 — Immich PG (DONE 2026-04-25) + +| Step | Done | +|---|---| +| Snapshot extensions + row counts to `/tmp/immich-pre-migration-*` | ✓ | +| Quiesce `immich-server` + `immich-machine-learning` + `immich-frame` | ✓ | +| `pg_dumpall` → `/tmp/immich-pre-migration-.sql` (1.9 GB) | ✓ | +| Add `kubernetes_persistent_volume_claim.immich_postgresql_encrypted` (10Gi, autoresize 20Gi cap) | ✓ | +| Swap `claim_name` at `infra/stacks/immich/main.tf` deployment | ✓ | +| Patch init container to gate on `PG_VERSION` (chicken-and-egg fix) | ✓ | +| Force pod restart so override.conf gets written | ✓ | +| Restore dump | ✓ | +| `REINDEX clip_index`, `REINDEX face_index` | ✓ | +| Scale apps back up | ✓ | +| Verify: `\dx`, row counts (~111k assets), HTTP 200 internal/external | ✓ | +| LV present on PVE host (`vm-9999-pvc-...`) | ✓ | + +### Phase 1 follow-ups (not blocking) + +- Old NFS PVC `immich-postgresql-data-host` retained 7 days for + rollback. After 2026-05-02: remove `module.nfs_postgresql_host` + from `infra/stacks/immich/main.tf` and the CronJob's reference. +- Backup CronJob (`postgresql-backup`) still writes to the NFS + module. After cleanup, point it at a dedicated backup PVC or to + the existing `immich-backups` NFS share. + +## Phase 2 — Vault Raft (IN PROGRESS) + +### Pre-flight (T-0) + +- [ ] Verify all 3 vault pods sealed=false, raft healthy. +- [ ] Take fresh `vault operator raft snapshot save` (anchor). +- [ ] Optional: scale ESO to 0 to reduce mid-migration churn. +- [ ] Step-down leader if it's not vault-0 (current leader: vault-2 — needs step-down). +- [ ] Verify thin pool headroom on PVE. + +### Step 0 — Helm values + StatefulSet swap + +- [ ] Edit `infra/stacks/vault/main.tf`: change + `dataStorage.storageClass` and `auditStorage.storageClass` + from `nfs-proxmox` → `proxmox-lvm-encrypted`. +- [ ] `kubectl -n vault delete sts vault --cascade=orphan` (StatefulSet + `volumeClaimTemplates` is immutable; orphan keeps pods+PVCs + alive while we recreate the controller with the new template). +- [ ] `tg apply` → recreates StatefulSet with new VCT. Existing pods + still on old NFS PVCs. + +### Step 1 — Roll vault-2 (T+0) + +- [ ] `kubectl -n vault delete pod vault-2 --grace-period=30` +- [ ] `kubectl -n vault delete pvc data-vault-2 audit-vault-2` +- [ ] STS controller recreates pod; new PVCs auto-provision on + `proxmox-lvm-encrypted`. +- [ ] Wait Ready; auto-unseal sidecar unseals; `retry_join` rejoins + raft cluster. +- [ ] Verify: `vault operator raft list-peers` shows 3 voters, + vault-2 reachable. + +### Step 2 — 24h soak + +Wait 24h. Confirm no Raft alarms, no Vault errors, downstream +healthy. Rollback window for vault-2 closes here. + +### Step 3 — Roll vault-1 (T+24h) + +Same shape as Step 1. + +### Step 4 — 24h soak + +### Step 5 — Roll vault-0 (T+48h) + +- [ ] If vault-0 is leader at this point, step-down first: + `kubectl -n vault exec vault-0 -- vault operator step-down`. +- [ ] Then delete pod + PVCs as Step 1. + +### Step 6 — Cleanup + +- [ ] Re-enable ESO if disabled: `kubectl -n external-secrets scale deploy external-secrets --replicas=2`. +- [ ] Verify `kubectl get pvc -A | grep nfs-proxmox` returns zero + live-data results (only backup-host should remain, if any). +- [ ] If no consumers: remove inline `kubernetes_storage_class.nfs_proxmox` + from `infra/stacks/vault/main.tf` (lines 29-42). + +### Verify (after each pod, then again at the end) + +- [ ] All 3 PVC pairs on `proxmox-lvm-encrypted`. +- [ ] `vault operator raft autopilot state` healthy=true. +- [ ] External `https://vault.viktorbarzin.me/v1/sys/health` = 200. +- [ ] `vault-raft-backup` CronJob completes overnight (writes to NFS, + stays NFS — correct). +- [ ] No Prometheus alerts (`VaultSealed`, `VaultLeaderless`). + +## Phase 3 — Released-PV cleanup (FOLLOW-UP) + +After Phase 1+2 land cleanly, ~30 PVs in `Released` hold dead LVs. +Reclaim by: + +1. List Released PVs, confirm LV exists on PVE. +2. `kubectl delete pv ` (CSI removes underlying LV when PV is + orphaned with `Retain` reclaim policy and no PVC reference). +3. If LV survives: manual `lvremove pve/vm-9999-pvc-`. + +## Rollback + +| Phase | Trigger | Action | +|---|---|---| +| 1 | Immich UI broken / data loss | Revert `claim_name`; restore from `/tmp/immich-pre-migration-*.sql` to old NFS PVC | +| 2 (mid-rolling) | Single pod broken | Delete the encrypted PVC; recreate with NFS SC explicitly; cluster keeps quorum from 2 healthy pods | +| 2 (post-rolling, raft corrupt) | Cluster-wide failure | `vault operator raft snapshot restore ` | +| Catastrophic | All Vault data lost | Restore from latest `/srv/nfs/vault-backup/` snapshot via CronJob output | diff --git a/stacks/immich/main.tf b/stacks/immich/main.tf index 8cf5162a..9775a87e 100644 --- a/stacks/immich/main.tf +++ b/stacks/immich/main.tf @@ -85,6 +85,30 @@ module "nfs_postgresql_host" { nfs_path = "/srv/nfs/immich/postgresql" } +# Migrated 2026-04-25: PG live data moved off NFS to LUKS-encrypted block. +# WAL fsync per commit on NFS contributed to the 2026-04-22 NFS writeback storm +# (see post-mortems/2026-04-22-vault-raft-leader-deadlock.md). +# Backup CronJob still writes to module.nfs_postgresql_host (NFS append-only). +resource "kubernetes_persistent_volume_claim" "immich_postgresql_encrypted" { + wait_until_bound = false + metadata { + name = "immich-postgresql-data-encrypted" + namespace = kubernetes_namespace.immich.metadata[0].name + annotations = { + "resize.topolvm.io/threshold" = "80%" + "resize.topolvm.io/increase" = "100%" + "resize.topolvm.io/storage_limit" = "20Gi" + } + } + spec { + access_modes = ["ReadWriteOnce"] + storage_class_name = "proxmox-lvm-encrypted" + resources { + requests = { storage = "10Gi" } + } + } +} + module "nfs_ml_cache_host" { source = "../../modules/kubernetes/nfs_volume" name = "immich-ml-cache-host" @@ -462,6 +486,13 @@ resource "kubernetes_deployment" "immich-postgres" { name = "write-pg-override-conf" image = "busybox:1.36" command = ["sh", "-c", <<-EOT + # Skip write on uninitialised PGDATA — initdb refuses non-empty dirs. + # On first boot the override is absent; trigger a pod restart after + # initdb completes so the override is applied before extension load. + if [ ! -f /data/PG_VERSION ]; then + echo "PGDATA uninitialised, skipping override conf (will write on next pod start)" + exit 0 + fi cat > /data/postgresql.override.conf <<'PGCONF' # Immich vector search performance tuning shared_buffers = 2048MB @@ -481,7 +512,7 @@ resource "kubernetes_deployment" "immich-postgres" { volume { name = "postgresql-persistent-storage" persistent_volume_claim { - claim_name = module.nfs_postgresql_host.claim_name + claim_name = kubernetes_persistent_volume_claim.immich_postgresql_encrypted.metadata[0].name } } } From 3f85cee1efbbdd4d87544f58d51e5407b306d82d Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 16:08:38 +0000 Subject: [PATCH 36/66] state(vault): update encrypted state --- state/stacks/vault/terraform.tfstate.enc | 3741 +++++++++++----------- 1 file changed, 1868 insertions(+), 1873 deletions(-) diff --git a/state/stacks/vault/terraform.tfstate.enc b/state/stacks/vault/terraform.tfstate.enc index 278c5150..8a2f493d 100644 --- a/state/stacks/vault/terraform.tfstate.enc +++ b/state/stacks/vault/terraform.tfstate.enc @@ -1,360 +1,360 @@ { - "version": "ENC[AES256_GCM,data:2g==,iv:2rlGAqLjOM8r/FJ/oL24V+U+X1oPZyjJ3RVSLuy7TL4=,tag:uImMoO1WLvDivLifwWX6/Q==,type:float]", - "terraform_version": "ENC[AES256_GCM,data:L+FR6KAd,iv:bhP4frDNHJ6ChGFMarknzSEkBBL6npxcptKwfcc0mHI=,tag:3YfyWm/0SvjYlUEtzeKHag==,type:str]", - "serial": "ENC[AES256_GCM,data:so5B,iv:CXz4T/cGfFeRjqGmWEhy1EmJU9Aysrx+5DQpQ9Vv9OY=,tag:o1yxzHG2nyBqpf+e/ajnDg==,type:float]", - "lineage": "ENC[AES256_GCM,data:jmnVHYBt23+cG61pl/uUetQq0eLF2xjhIF4IApfG4YMBffUF,iv:mq91G/MW3DYiG+rwvE/vtwZrGM17xxQ7kDKpaf7srv0=,tag:r3/dJD4AdUHZNhoYhyDu3g==,type:str]", + "version": "ENC[AES256_GCM,data:Gw==,iv:0KkNkOOPsn5k5H4bThJVMSk7mAlvbD+uCrP/5r8Hf0M=,tag:3mBAE7RneSSSAIfBLXJZMg==,type:float]", + "terraform_version": 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,iv:gB7z3JAUXex2zwykk4HGkXTqb374fMslMe0FpJQ0kHY=,tag:6TE1GFtk40XBmFTGCl4aLA==,type:str]", 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,iv:gk0heTgMlRaN3n7nMFI8FxCsONa/RZT3JssN+5FjrYM=,tag:mOFoLtxK/eAx8F+qCN0nGA==,type:str]", 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,iv:Y2zpf8lIH6bUjkqk1cXXC1nU74r/y/IwKmnK+79tyzU=,tag:FYvrX7Jrr6/tb+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sA77D9WA+06fLxhfsKxHDANNPeonYZdUR/xGoz48WOuQPe01qugyhGsk2iUOfEsYMB9DDcIrQ62egwJzrfYYsW+FkqLcZZDe+oBg0lqBls6jtweUrgomDozQFxCe9yDzuThdcoMiRgcRd+B6m8Ul7qqBL7cdh/VwXJUOu7b0Qh6FYA8mwcxnCXJGd11mqx2pbiFevphU5ITEGtEzqG6oAWn3P52NR+sTGgrWgZzX8mX8T3L/1MpzVxnt2DKXwhUWgBg2NKJBIgYMQrsvjFxBvE3eqJpgz6WbYhJrP9Pn74b1KRkA7ZoZG0uhVSkOjxbMveoq7RsCGCB65XurNqJ9cSerA2Ie58MywfKKu8TJAzQ7x8Xt6IXTrk9W0LjgkhZK3FG1P/WJwQDmOdBuhNmlMD42aNOgRDBPNeVIFb4N9/zfDXB1EEvuNay0xvrxAIR7vYlmcbWSvyjm7FKmbcMZzmDm1NXhPRI1tubcNiHirjS2HGD81q8cq3idfm+ItwnRtooKDSExKQI8IJRL2g2hi6GHR0mz0R0n5ESNC5GZOkU5Khtz3mUnBgyjH6I7FSHmkgWJrdsrdIf61RzlGlyY8q8BfJzxhorOmTKWD7w6nlb6Vwl34xuzn2LYP5YaUM+w9AJAe3TH8swz5mE0RbtDh5q4PFaLuzlQp6tEldlPKJ4/Y4BctBAwMfFjM8f+spBzq98KV4t6G7gDSmxVR9026wu0twNdrUw8XJDSbXQGqxYTq2wmEqJ+A9tr2J/ISwqot8IP1i70C/vXd1KhXfZLodgd+hTTXjKZVJg6B1kytYm9cQl+5a2ZF1G6atFtwKCjGC4Y6eAj2QzcLk3R/un+IklgIyMqlLF98qW2WAta09ljnGGEymoZh2xnVswLC3rmJBDg0VcXCaLh2B9u3TX2rDW1uOmXoPld+9KVDOn1ZJYa0c5MXrK1GUHnMuiVP/SPau30GRautWr3srxhx8K3UudMej99fHKI2VKiTAIW5VAWTpyxf/kCfxppEYan4Q0UDSnNJ1QHGlB7FXjRDxURK3XAB2TLkDy2/aZKmnL5Bb7I3TrStOnVJ/xNQPTZYRxfHK0WndTfRRdCY8CtbEE7qPu+4e2/0pX7FqIfopLPIWdxlumuMZlwMX05Lj05BFShx0iIVp1zoFAwbJeUfY0v8XOo+wpEVQRUGa6G/w5Vuk+dFd9qb9gL/U2OJ9g+Zluc5vcSs49AQKK38o7Qd45S0wJu53/1axcGnOK0OmkPttIXPZyAC0OzR09TpM+ddnWLS+sNzteojtZeCAwYvcGzgaeJLRrnIhSHjIfhSnP8hth/SCiQtH/64cU+ku6Snnt7R+2mOn9ETwKRPy0+g5IxBY8TC+Hg/ohPmofronTSQkJ81+XFRHTYhJzLM2sEIjjv9A1lwYhoOhbsWIO+VdvvWMIKZAK8w9KKZ9bY/KPTGi/ae/kubU6tRRxxKVft35vEdSVtkjR1wcwGoMLkJpo/JE196LnrXCGv0MspmTv4UIcZ+tk94j8wbfAyLpOfkKekzmaVlnA+C1xvk0KW1IcqZg8yYVdmmjCc2kHcP/HTF2D2bviWQ+funi3bITjTH4vIdsmQQi2s0rq3VNS1rJgGmLkNWcVWfFVjcOTbbN59eb8gL3E7oBeke4HMON9gYIdkor/URW7G5iVF6w/3Jyw/f7SeRMZv2ytmzrNllycZbOhxm/zYrCkC4ZAHMrcM/uQxMpTnpU91k8nPwU2DAQjpV3sc6eaND8HtB3AkCop0QYsmlZAcEk4ebGYeFwOtbohavME7hzHQJM8KIiKXaqgt3712r6MJMrP7e6mr1w0i4os3GFEj4stAhpE5hzpYqvr0fXKEAhTgjp5rUAMtWON9xmVnshQe1NOeyUmgbAKfB2OAXREWSfrVF18q8IFZboX9NCQv/4Ohz/VPqB0wNHTsFdWLhCNtQRdTDHlJ2FycaK0id+0jD+vbRXmXDrG7xFgC7A9QuPLifiyZ37wj53uiz/qpHNqAFhYl3W4E+b4oFymIvKOBOzoPBwuv7mhmhio/tT0Bda/ZDtHgKJhBxTWGrlHx3BiJzy1rlWSn8KsOZxIH+iDww4IVppBtFHfn0s2LVwtdHAQ7DfGhWkXGBJIg9n7nBgQeIEGyYrtCiZZGzcYtb6jo+5sn6dnafavNNPFbAhgGpdO2Jnq9m9p5K9lh+pC57M+kHcT+D8zjrhSqyasHiL5G3dl5vWYHn5qZmq6tds8LF0Qza9QNOnioQeTmVOBP7vEAyGN3l0z1Jgvl9UP7jlxnYr9vjkY5ydSft8fJPNB7A5Ynn9MTxdq9EhxeoEX4dqU6GhZD/1UsU2ocKm5Ut8LCGk+6VufG3O75ar0bwXVe21SSOwdx/YsJZHALoQHUU06JP0YS6P6qBs/TYbegjwkax4KgFxRF3CqEeCxnhkLFAJ/04g4mZQVU2f7S2W+PxYR2+DhOvA9I33rOjdyW1CpRz0P7ghQraRDHawpCAxg7DcZ/d9YTRXP+mHTocbBpoqaqLOrKcUbk1TAezTJBHWbFZ7z1UieWqVw8BQZgg5ny3eFpXzGFEiG6p0StWFKj0z2xbOcmzz7GbCsReoy2PXvo1vkU0fWbR4fbK8yiVz2iJomCaDEgUbIFcWK9lVT99Yji0YWOuyhE/QIcnrHm8ZUY6pArSsb8elgB6g8xnhBJCj2RsazkN7kJjOQFOGkulMUORVJQn29dpvr3mQESJcz4FKr6szoTy6R66z+DCpn7V67FkLZMrrd51/ZEuPVKMMQBcBzIv3n7EWvsF3t+NI3R0y36Kwes47f1HrW/4vXy5COjVgf/aHe6DpMre/hL6nwHrrcialBqG0dlV5v9kljw1ylJ03iBzAa8BQZLY4hXUZaPad99ibekxRZy2eETpmVfnalcDMJzAdj3DDO7lG74AXeqNt/Q5tjf3loKwRFY4W5e7MWn23oK5vT8AMWAQMC+JW6cR27nRj+q7OhkPqIwVyMUz4Qzu3HfJ2YOV2IJwxCesbaeMeR1HA0lKM2ZyN3pZ56Y6ujwbYX47YAf8rhZZB7e53WVKl2O6zY9zoKofoB7pHxmH4atf6EfL8ymExdhihY+BcLvA40pmdISH1889f/VnlQzh7pTI1fw+f3bdjdb2YyLp1xJaKtRLQzSvJCsht4T68FcqojdZqL2UDc3k2T7d6jt0u+MA9n0QtCiDNzsEojBrqPTyAzZQlilVJ/Fa93kCxsJEBTQ4nsu4xUt0EhW3oCZ5/IRIut/WyXOlYf20jeHkWsH9uekN6XtWlBhXRG/50e6hy5mNWVpofH35B15PpHceW8xuzeDoVamIBtc3uRQKvzrddXNepeYvrjtRREuK8x9RWVSL0OsHrBmLfKd3eYm1/4akpr6gtETD1XUDiPLg18d1UyC0HYmf2knIy0xHrKWM5tc2cB6LAk3K33rVv6+MddjaMssYRmtmpweSPnNuktcr55qP0ItWI1NJqhUeXWAregdHHIzN4oZU5ZgBddWMenpelazIc4PuLH5C+mH/lbhpUX1Cw2zJmgKD1Toe2hjkX/mluohxKXO55kuMLfldAU1Ql226EaI/Y4eA//m+EIx0bcTlVoSawquSwn6M3xygl6FB/Wr23kzAC02UzXm9cM1DWLvrn742KwQPBzT3WcO6YdMSAxmhGZqYF29SnRn5U80SfUg1BQ9f+Zg2nqUpVL/rdYJyaYpPlUjL1NRJlVZ+1s6XmzkgnL6Oh5SAkYxVA7+DNH/ojLTwqnITTdCWDXc2b86eYVqAKj5LjimuP/0geHYyDbee2Zi1AsotPIePv8I87iTA8mJbj8IZLX8zC6lDxiWAZK5Sfyo7iW0AlGStitImMzLT74DNHw+/qg5aI52siR/0VYw1oFxEiikJJ8wKdqD5SDN4wQUw30lQnl+8sI3J3fzr8Dr/DXoaYt3QP6d1SZm5W336YI6mFLrVuDw+HntRjhrhCEgzaZLOokLFWTws8noRxoQJipWpOUqoX1lUOgQmwTBV8vgshXFnrQ7AKz02f32WaYwBfQOZ6DrSe0sm1NpDqUvshnvW/wKJn17QSewwc9HpvkJRRu8NkAYQT2TQi7eotn0jD/thjaH2GBwnSw0pR+/B6CEJMmDvCI1D1j4a+Dpb65YwLcxGDiXnjQdQcYwgbNXhGa8MOE5ksJGcof1bjqFo0CteFe9/A06UepKd9SkmcEdeJUMRiEOwXo/VJqLlJkn/BmVkiVwR6KVkrLEBrSYw0sfZ8Rk97IRUdLE4gvHoP3c5vXH2syvxN9XFTyihNd0SXC9wE4Wr01G0H5msh3TbgX1O2YdSkeBllR9Ap+Dvf1ZptMf3L8kkJkraDvqdghxlfDyH5nB+xPC00TowfW2kfY2GFx/baKpDWiqtqV0A9dzh5iIl6c+bBXkmusfLYmcnY8JN57oU8Qagc6A6UdBncjJGonQq9DEyMEcyXTW2aWcYEm0+7lypnigDf9RgOO4lL/ZzcAJ5J9lM3kTnpBudCj17QpI5txqgYA0Vz76LXWZY+Oh/b5X2EWeGXdFg6o6QBZzDaU6cQ2yd+ji22vVv+p5ovGZjvwiPIC3J8IaUO9XiK2CFE4c2Rpeb5Bjiw9YGiRwRcM+Xo9zyqCUV9D7cjIJ9SkP6FsyaCEzuWlHRMdR7GFc64a2aUNr50aX+WOe1ibKWoTk3pti45kr/Y+Zg52mpW8LhU4JFaBwDMKE47h2TNSpArVC6hXijiSfVYAbbpubMSAo4bPAzkzroAqeKgXIkZXT0aMFiciBxC2JJJy5lE8o9trul9di2/LulhMQZSu6cF5/tvSB4YaSEP7uI01IXYTD4OoXl3Xn/igWRCvacAi4oaxhA2I14EZwGvcSHOd/j1aPij6gfNywIA/DCMqXvWYEJMxdVpGbdw/KA5iQ03OBeZtpHait/XaL9SWlP/gdzuhRINN3w5aX1CVB3IKMjr8SihV0oX+JDxd5P6+mNRL+ED+V4BbTz6BCSszcWc6hbCpwkOReFq3+CoP3/ljNMPikvS+nFNCIJVDHquP/lyyi9lUGa38j3zlXnBr+QO/+ZP4xEyiCluz5AdayEcdDKxwGGOIzwQljyIHADwJnr9ImYEQaoO6IQm97hVbbjp+V0dp5uBcuH0i6eSdNjm9WohMlI5NGWHOaJRtjoC8rZ+5pWCukTH8WB1PorOko7C9QvMcgbcHC1tT7nfWlZGBHlgRIgyVgX4+h8PRzV/9lYpyKFhitDQy/UDz3cw4Nujou3UTwgbTsxVcWXAk1MwwymWiVcmA6Hl9Q44hnZmC1xyESAJ8fVW4ar4zzm3+uZ3+CtzWiPGkxNq7hGu/3lpz74y23kA6+pDVi50hVHfXW5ncD5hkjC/rYMYyxmvoOn3v33HXProLTWQADvfsnYZLleh6smFS2gqoK+xSZnEYv+kMaGla1B+W4vvAo5/cNScOGvjcQ5TaZPJEYjLMo24spSnFDQ1bLd3EZZysZVb0R7cJVxNFkVHRyE7OXCrNQUFtnWvPwhnRsx2IKs0dcXGYU/Xwry7CCPCNhz0dEwLiImpjxitJsMra5xEU6Trv+8wSNKci9MMNjo+HANDSVErsHP1fCrKT8UHnqGXRGifGfAv5zXAiOzyE82SPgSQvA4M2Ng8Yp2IaCFp/aLPe5CxJvxy/8Jzm6bu2Lh84/Qsho2vUskDn58WniS1fybVLKGCW1Su2iG/egTEDSsvVpwpQtmBn84ihNCf55Sn0+GKNDKGw6hWB0jbFnvnn1//F1ibcaBWFi3OvA5wxMgOuCpXnch+mNBiQQ2Qf8c2EfFdWtNxL9Bg7ZRLeVFZF2pBVag0XRJzgJT+m69XMdrt8dag1g/JvqvBFgH3FfnTf8n6yEQJwpuqqND1OfEfgiO06YOkOz67F1CIixiMz52k89p09m8o85GURCdRpeD43d+L/zUIgPXkK95xALbD9n5JYabjS7+zaewtQK09w+5zJt5T3N/1yWsHDuJr3PY4H+tPIsbTsgErydFAaWpBjYNeaeEWGD04A25JXKA6RYdNqoS27X8aD8KTsPq5IYAKqN67Cm1Ykw0Tism3vkurW/t4GyvSH5T87LvBw5iDpdeb9XT5K9uAZfiHPI4HYhe32ouELxc1HaaUCmwZq3p0CO82jc0nYCNUS0+1DtkOX7l2APUnDNPN60M5/4rYvPs5HVQqaV55NbrR3U9rlh6Q7wrwA+vhk4pweKVbjK9Kis776WXkqXTG8YcXGkxozePwFh3+MfJTclmjMD8Opn9QsdnFtvd6RD9+t+539MzlD0vTX4ssoSw5/1ExdIoLA8jwa8IJCEA04stSB+wWmtV1e7cdpA/99nDsl3Bnin4xfzriN7EB3dNZ70aYq9Zo++FuEWPv4+Gm2As3xmmHS3E11/S1hD+fkfuEqBuwhJezgY9yAz8NvwGNdOUxsFxK17cltriLmOK0A25GqbhjUNRhXGpW2rMWKGvcXvoQNzlwGquSBoqW+vqNz3VoCYi8v/Y8FOjJllpqV7qLwVRIjrmJDmo5Mv02DktzBO0x/zcBT5RizAj2C1Xy6i8s1EG7Gcj1CjXrl3LY3qj1ADtNmwPECCxrwf+cmyJlaezaOO09LI4sjcMjxC0sdSuDDaoh+Jh1KA/xx5zH1aFmLLEQv+RWe6TgSV7ogV5HxRHvwWo7GyHlwKCG10jzBXZ7uHbx2oETYMY3UG3KYkTpJ63hlwyOS2zxSubO/3Ki7hcqrN3CTTBzn0teXGwhYlPScNYGEL4cVhd3w2f4hmTnKlY5qhoedevDVElwyMy+JHJRT7cJYq9Pr3L8HZCEq8ownZcU9q2Y+XdHEJW6TOjJ3HcwHMbgPniIIos0/KBx0Quam7ksCygmNg/ydQNGNVXn/gomJE/yfgtmB5KBaY2EjRqex1tNFIuLF1gyG5l2CH6GJY1qo4dRPvR+g54banJuYRVpnVc94fp21tp3OtMqGY3LJ2U8UHtfWDxNSlbbKGrvN19ZPN2Kgk7Ee/Rhp0+HzF9cU+DzoL3wAtaFfVMPVqN+HrAoIKsT+vMPqTSaIKlDYq2cRgyQYZtw+Wgsb1HhuEOkvf8cZi0O94xaFPx50CSYcScSfkY3CFwW0CyDCKQLntZVn8YBzp8I6Sp487hwyFw04kqYmqhJz9CbCOE/2/h8Dvnavj7rM3z3ibVslRXzDYC+eMo8WSM9TbKdfn1vn4V/38si+0VCLNgoo/iCKo04r+HaexIkjwhvUhxns1SqfJBif53PZSfT79pQtpdc+0CaOJ23DGbx2nBAx0jdfLbCcOXHGIHsYhRml64mGPpWuqCK3zUeNkk/5L6LMwo0L1E2zd0vHwRQ4/0OG1msSxvc8hYW6C2VJ4RZ3WrzCfJY67ZTdQ3tS2fG0BjebTOXGwBpaBKoopA9kvgxwsTjA/5jDGm+vqaHgrQyLeJ150un6s0yh9g2NkZItNKcaZo9J6qhvbM5DRFtTUPgnF3TKQJeRE56fFsKn2xnTpk/6cvjNbwOlY54G/bUQSjkXwwMdgt97h1L4fFZrPNUcqGZISN9ibf+ewOKZ0ClpPHMiB9gqZ4u3ySRgPBUDeIWy0N59QYt8D1KM9ScB3zP9UJAbRVtRe0Lih9Lv1w9r1cIY+gJSxQMawepHaOz5k7LbVzhgKqD9oA/dCT/K0HrzC20etugbINnL0VjSUzSMD7vXguya2XTEjfdWdoTPzY5I+la2K+OB2p2m6nD4Io/gdVeW6DvVGExHwkczETdicGPpUrFc6FFyxKq1m8952XRdAUdlW5DeltPjoiHvDlcxgexslfUvzmyEV59OqL1kYWjCOW9PUK8f2vEsF1rGN9qp/5JjgT38bcBzOV1LvIDXumFFYLE9FJUisSFOYT6hN4bPQjpZX/FAYU4gbP+t/MUih5Ot6/Qsy/E08+LiJgxtiDuZkQVEu8/vL+DAG/CYOuU00nsKXNGa+ElFsrlCGzJewbVlyUB9gcp4oCJHKeiJSUgI+UgVuGgbPcmehb0qYhsfYD3KXVmKOKa3Pncql7nNBcHRSVXHKPKGquWR/n3YmzNwfGV/ySqoBEvq8Iq3/CCGNipS+22hEt1kpewTIUHXN09xBXxbp6aeLSLmVKC1mY0RgABHPz5JgELjh68u32gAiVMETVeB5FbCLSBfLQAZJJrkoRJzQf7VRWI9XXLoNglOe3ehR2Ft+qbrigV8Ey/UoN/D5esixkM6VZULp+bICGir2tqEC+dKEKYffDTPFG1KeTsKNp27S4y0IW7ifE2BTmRDOw9uqnSdux6Jms036f2Czj65js+2bUh5O6m1wxNBO2CzqbmMWlMUd6C/URrYQMvDV1A+juXYTiHJOzduvWwgWqV7OrAown8Cyl5XNnFTH8dGhr+4lOzo/WkS0gm92icx6VoVML5JJ9MjvNhSNXQD3QDwFnFS1JIl1G+BnWxbHv3hxKzkQGCs9RZuaqkOLVrgb5mQdjjbNHCqJquVFM7gvuYXA4FTObuEuNxV1LkZV4eDqxBoVkyeP/cGspxj8WDa/y2MRs6zxNAB8N8X3vsF3LOs+L3fTKqZGliI+d7psUCATRnl8+hT9uh8nTGEHZV79YDOI2Q9ENXgUL/d1Aq2xM7MRAmoDUYbI2RFtQNfu+FudflTrMfH8nPQSOUPSSexFIcSZHnoiauD0sDUbIk1SZlVtIBhmwD+cauoW23zpyR++Y9iPckIlb5da0FftDqiYWPAsnUsA/7zrLWWTNVUQonrXkXsD3BOUMK6Sk9MoP+tbsxcENLZ1sTbMIgBNhgyDfrRaV+9GxRcXN8AJimKcot+JUPd5TX6/JN7FyMsA/p9znFrF8/pjjtjFQHw28qUBfxm8aeEICCoVbfrPkIhpE2XWuiXMmzydfQSQ1WNv4dmqc0e3TfCksCNYVQ7PB1HyF8q4hhwew2veRyskA6mwO7N3TgDrciMaw+I6aEEhAf+JMNLe+m134GJ0RHS9k2QyZ9Cq/uW2GqxXkutWZlqN0MwOgIPnRieQjTT+uwcdjEkeuRbjlWEBT/KiXQ4EiL122adf1PQ4TMaSJB2VKxlqMX5Mh2R835CIB2tZVqIump8eN48f27zR22uLinX8F5G47hwdxOMiBJpctDx0JorXxzLgTnnI+pAKpaYUnAnJK3LnD8IpM0BpRGdqpELSYqVmJENREoROXx852HaivuVN18/kEd46CljNkzsz+/ZGY5+BVexiPUP0/RkP8Ca8jowocesHml97sKyQOZkfe8FaDLcqguo7/eb5Hb2ohHs37DUDcwOfs//v5gURjVvOm8CcTHWEvEhu5kARmF//Wg9qeRsSDkxoG3tLwBHtochIAP5i5giWfqFVnPUxklR6WqjLk43NE6DqwhK2KH6RBsJnfuHEHYtCO0hkT9gTJHoUJimaLiQZ+rvnW/PSqIDfepk1TmQwhHfgf78Cjupq2CkYQFvKCbDPX3OLV1vnwpX7f+04tkrkPEHgBY8zysX5N869gcSUzY50ZxUhXSTGY2fqnpiw7UUEKz+HRWSIvcUwAxiJ7QSCaMCfalTvStvHqUMbVGLB+q1aD0lr/gDnkrQYx3zsVomw1MBPxOpFDkKa5rZxwU8VqxxOTWWawYqPIZtzc1mXTCwgq0VhlUbBgKUAUR2IBq1ak4JotaRkK6hpe08dSlPwp+z9F2RlqLbL6L7tXR+orG7uDqmMpvODz1mYQbmjgvVtUi24NJM3CF/em2eY5OvSF8bqWhYwsjH/hpUP89rHXZoPF74wxNGPmxjV4XOvei8DGsw3t3KUKieOQpQIA/ADtnv8T8Bjj5Al7jou0SjWrSW8HKKCA8zfFTUeZYaon67sm59J0BEgVNypdd2WX9s5CJIwLMg38ee9coVV7hFqrq91uMCnmt+rXp/D6vHh2JYouw5Nxz6seN45yiFVWwOCyuCsPtElxlvUnoWuqb45Z+qTs+r3MIn/sC+nAyfPyUnu8MmFu3+FCrvo9adG8LRi4eXCbfyAZbWj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,iv:JTVlypt20xFrihuyn0kl9lhD1X59ooUErAo0gOZFZ1w=,tag:UmpcF4YnT/838T89KzAx+A==,type:str]", 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Replaces the flat 47% (45 PAYE + 2 NI) RSU marginal across panels 3, 7, 8, 11, and 12 with an exact piecewise band-aware computation. Each row computes ani_prior/ani_pre/ani_post over the tax-year YTD (chronological model — the RSU is taxed at the band its YTD ANI position occupies at the vest date, mirroring PAYE withholding behaviour). Bands (2024/25+, applied to all years): IT: 0% / 20% / 40% / 60% (PA-taper) / 45% at 12,570 / 50,270 / 100k / 125,140 NI: 0% / 8% / 2% at 12,570 / 50,270 PA-taper modelled as 60% effective IT marginal in £100k–£125,140 (40% on the £1 + 40% on the £0.50 of lost PA = 60%). Spot-checked per tax-year totals via psql; numbers diverge from the flat 47% baseline most for years where vests cross PA-taper or basic-rate bands (2020/21 ~35%, 2024/25 ~41%, 2025/26 ~43%). --- .../monitoring/dashboards/uk-payslip.json | 26 +++++++++---------- 1 file changed, 13 insertions(+), 13 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 25830c94..31f6446c 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -179,7 +179,7 @@ { "id": 7, "title": "YTD uses \u2014 where gross went", - "description": "Year-to-date cumulative breakdown of where the gross went. Stacked \u2014 top equals gross_pay minus student loan and RSU offset (both small; shown on Panel 8 Sankey). RSU vest tax broken out at a flat 47% marginal (45% PAYE + 2% NI). Green = take-home; red = cash income tax; orange = tax on RSU vest @ 47%; orange = cash NI; purple = pension.", + "description": "Year-to-date cumulative breakdown of where the gross went. Stacked \u2014 top equals gross_pay minus student loan and RSU offset (both small; shown on Panel 8 Sankey). RSU vest tax broken out at the exact band-aware marginal (PA-taper aware: 60% in the \u00a3100k\u2013\u00a3125,140 zone, 47% additional-rate, etc.) \u2014 see SQL for full bands. Green = take-home; red = cash income tax; orange = tax on RSU vest; orange = cash NI; purple = pension.", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -277,7 +277,7 @@ }, { "id": "displayName", - "value": "Tax on RSU vest (@ 47% marginal)" + "value": "Tax on RSU vest (band-aware marginal)" } ] }, @@ -341,7 +341,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", SUM(net_pay) OVER w AS ytd_net, SUM(GREATEST(0, income_tax - rsu_vest * 0.45)) OVER w AS ytd_cash_income_tax, SUM(rsu_vest * 0.47) OVER w AS ytd_rsu_tax_marginal, SUM(GREATEST(0, national_insurance - rsu_vest * 0.02)) OVER w AS ytd_cash_ni, SUM(pension_employee) OVER w AS ytd_pension_employee FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", + "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date)), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT pay_date AS \"time\", SUM(net_pay) OVER w AS ytd_net, SUM(GREATEST(0, income_tax - rsu_paye_marginal)) OVER w AS ytd_cash_income_tax, SUM(rsu_paye_marginal + rsu_ni_marginal) OVER w AS ytd_rsu_tax_marginal, SUM(GREATEST(0, national_insurance - rsu_ni_marginal)) OVER w AS ytd_cash_ni, SUM(pension_employee) OVER w AS ytd_pension_employee FROM m WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, @@ -352,7 +352,7 @@ { "id": 2, "title": "Monthly cash flow (RSU stripped)", - "description": "Cash-only view: gross pay minus the RSU vest (cash_gross) and the bank-deposited net_pay. Tax and NI are not shown here because UK cumulative PAYE genuinely takes a YTD true-up chunk in vest months on top of the marginal RSU PAYE — see Panel 11 for the full tax breakdown with the flat 47% RSU split.", + "description": "Cash-only view: gross pay minus the RSU vest (cash_gross) and the bank-deposited net_pay. Tax and NI are not shown here because UK cumulative PAYE genuinely takes a YTD true-up chunk in vest months on top of the marginal RSU PAYE — see Panel 11 for the full tax breakdown with the band-aware RSU split.", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -434,7 +434,7 @@ { "id": 3, "title": "Effective rate & take-home % (YTD cumulative)", - "description": "YTD-cumulative rates \u2014 three angles on take-home. (1) PAYE rate = SUM(income_tax) / SUM(taxable_pay): the audit number HMRC uses, converges to ~marginal in the additional-rate band. (2) Cash take-home % = SUM(net_pay) / SUM(gross_pay - rsu_vest): what fraction of cash earnings becomes a bank deposit; useful for cash-flow planning. (3) Total keep % = (SUM(net_pay) + 0.53 \u00d7 SUM(rsu_vest)) / SUM(gross_pay): true 'what I actually keep' including post-tax RSU shares (47% marginal applied to vest value). Resets on 6-April tax year boundary.", + "description": "YTD-cumulative rates \u2014 three angles on take-home. (1) PAYE rate = SUM(income_tax) / SUM(taxable_pay): the audit number HMRC uses, converges to ~marginal in the additional-rate band. (2) Cash take-home % = SUM(net_pay) / SUM(gross_pay - rsu_vest): what fraction of cash earnings becomes a bank deposit; useful for cash-flow planning. (3) Total keep % = (SUM(net_pay) + SUM(rsu_vest - rsu_paye_marginal - rsu_ni_marginal)) / SUM(gross_pay): true 'what I actually keep' including post-tax RSU shares with the exact band-aware marginal (PA-taper aware). Resets on 6-April tax year boundary.", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -565,7 +565,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", ROUND(((SUM(income_tax) OVER w)::numeric / NULLIF(SUM(COALESCE(taxable_pay, gross_pay)) OVER w, 0)) * 100, 2) AS \"ytd_paye_rate_pct\", ROUND(((SUM(net_pay) OVER w)::numeric / NULLIF(SUM(gross_pay - rsu_vest) OVER w, 0)) * 100, 2) AS \"ytd_cash_take_home_pct\", ROUND((((SUM(net_pay) OVER w) + 0.53 * (SUM(rsu_vest) OVER w))::numeric / NULLIF(SUM(gross_pay) OVER w, 0)) * 100, 2) AS \"ytd_total_keep_pct\" FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", + "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date)), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT pay_date AS \"time\", ROUND(((SUM(income_tax) OVER w)::numeric / NULLIF(SUM(COALESCE(taxable_pay, gross_pay)) OVER w, 0)) * 100, 2) AS \"ytd_paye_rate_pct\", ROUND(((SUM(net_pay) OVER w)::numeric / NULLIF(SUM(gross_pay - rsu_vest) OVER w, 0)) * 100, 2) AS \"ytd_cash_take_home_pct\", ROUND((((SUM(net_pay) OVER w) + (SUM(rsu_vest - rsu_paye_marginal - rsu_ni_marginal) OVER w))::numeric / NULLIF(SUM(gross_pay) OVER w, 0)) * 100, 2) AS \"ytd_total_keep_pct\" FROM m WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, @@ -576,7 +576,7 @@ { "id": 11, "title": "Tax & pension \u2014 monthly", - "description": "Per-month RSU vest tax + recurring deductions. Cash-side PAYE/NI hidden because UK cumulative PAYE makes them inherently bumpy in vest months despite the marginal RSU strip \u2014 see Panel 12 (YTD cumulative) for the smoothed totals or Panel 3 for the effective rate. Orange = tax on RSU vest @ 47% (45% PAYE + 2% NI); brown = student loan; purple = employee pension; light purple = employer pension (paid on top of salary).", + "description": "Per-month RSU vest tax + recurring deductions. Cash-side PAYE/NI hidden because UK cumulative PAYE makes them inherently bumpy in vest months despite the marginal RSU strip \u2014 see Panel 12 (YTD cumulative) for the smoothed totals or Panel 3 for the effective rate. Orange = tax on RSU vest at the exact band-aware marginal (PA-taper aware: 60% in \u00a3100k\u2013\u00a3125,140 zone); brown = student loan; purple = employee pension; light purple = employer pension (paid on top of salary).", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -636,7 +636,7 @@ }, { "id": "displayName", - "value": "Tax on RSU vest (@ 47% marginal)" + "value": "Tax on RSU vest (band-aware marginal)" } ] }, @@ -719,7 +719,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", rsu_vest * 0.47 AS rsu_tax_marginal, student_loan, pension_employee, pension_employer FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) ORDER BY pay_date", + "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date)), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT pay_date AS \"time\", (rsu_paye_marginal + rsu_ni_marginal) AS rsu_tax_marginal, student_loan, pension_employee, pension_employer FROM m ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, @@ -730,7 +730,7 @@ { "id": 12, "title": "Tax & pension \u2014 YTD cumulative", - "description": "Year-to-date cumulative tax and pension. Same series and colors as the monthly panel \u2014 RSU vest tax broken out at a flat 47% marginal (45% PAYE + 2% NI). Resets on 6-April tax year boundary.", + "description": "Year-to-date cumulative tax and pension. Same series and colors as the monthly panel \u2014 RSU vest tax broken out at the exact band-aware marginal (PA-taper aware: 60% in \u00a3100k\u2013\u00a3125,140 zone, 47% additional-rate, etc.). Resets on 6-April tax year boundary.", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -809,7 +809,7 @@ }, { "id": "displayName", - "value": "Tax on RSU vest (@ 47% marginal)" + "value": "Tax on RSU vest (band-aware marginal)" } ] }, @@ -911,7 +911,7 @@ "type": "grafana-postgresql-datasource", "uid": "payslips-pg" }, - "rawSql": "SELECT pay_date AS \"time\", SUM(GREATEST(0, income_tax - rsu_vest * 0.45)) OVER w AS ytd_cash_income_tax, SUM(rsu_vest * 0.47) OVER w AS ytd_rsu_tax_marginal, SUM(GREATEST(0, national_insurance - rsu_vest * 0.02)) OVER w AS ytd_cash_ni, SUM(student_loan) OVER w AS ytd_student_loan, SUM(pension_employee) OVER w AS ytd_pension_employee, SUM(pension_employer) OVER w AS ytd_pension_employer FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date) WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", + "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date)), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT pay_date AS \"time\", SUM(GREATEST(0, income_tax - rsu_paye_marginal)) OVER w AS ytd_cash_income_tax, SUM(rsu_paye_marginal + rsu_ni_marginal) OVER w AS ytd_rsu_tax_marginal, SUM(GREATEST(0, national_insurance - rsu_ni_marginal)) OVER w AS ytd_cash_ni, SUM(student_loan) OVER w AS ytd_student_loan, SUM(pension_employee) OVER w AS ytd_pension_employee, SUM(pension_employer) OVER w AS ytd_pension_employer FROM m WINDOW w AS (PARTITION BY tax_year ORDER BY pay_date) ORDER BY pay_date", "format": "time_series", "refId": "A", "rawQuery": true, @@ -1767,7 +1767,7 @@ "rawQuery": true, "editorMode": "code", "format": "table", - "rawSql": "WITH agg AS (SELECT COALESCE(SUM(salary), 0) AS salary, COALESCE(SUM(bonus), 0) AS bonus, COALESCE(SUM(rsu_vest), 0) AS rsu_vest, COALESCE(SUM(GREATEST(gross_pay - salary - bonus - rsu_vest, 0)), 0) AS other_income, COALESCE(SUM(net_pay), 0) AS net_pay, COALESCE(SUM(GREATEST(0, income_tax - rsu_vest * 0.45)), 0) AS cash_income_tax, COALESCE(SUM(rsu_vest * 0.47), 0) AS rsu_tax_marginal, COALESCE(SUM(GREATEST(0, national_insurance - rsu_vest * 0.02)), 0) AS cash_ni, COALESCE(SUM(pension_employee), 0) AS pension, COALESCE(SUM(student_loan), 0) AS student_loan, COALESCE(SUM(rsu_offset), 0) AS rsu_offset FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date)) SELECT 'Salary' AS source, 'Gross' AS target, salary AS value FROM agg WHERE salary > 0 UNION ALL SELECT 'Bonus', 'Gross', bonus FROM agg WHERE bonus > 0 UNION ALL SELECT 'RSU', 'Gross', rsu_vest FROM agg WHERE rsu_vest > 0 UNION ALL SELECT 'Other income', 'Gross', other_income FROM agg WHERE other_income > 0 UNION ALL SELECT 'Gross', 'Net pay', net_pay FROM agg WHERE net_pay > 0 UNION ALL SELECT 'Gross', 'Income Tax (cash)', cash_income_tax FROM agg WHERE cash_income_tax > 0 UNION ALL SELECT 'Gross', 'Tax on RSU vest (47%)', rsu_tax_marginal FROM agg WHERE rsu_tax_marginal > 0 UNION ALL SELECT 'Gross', 'National Insurance (cash)', cash_ni FROM agg WHERE cash_ni > 0 UNION ALL SELECT 'Gross', 'Pension', pension FROM agg WHERE pension > 0 UNION ALL SELECT 'Gross', 'Student Loan', student_loan FROM agg WHERE student_loan > 0 UNION ALL SELECT 'Gross', 'RSU Offset', rsu_offset FROM agg WHERE rsu_offset > 0" + "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip WHERE $__timeFilter(pay_date)), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice), agg AS (SELECT COALESCE(SUM(salary), 0) AS salary, COALESCE(SUM(bonus), 0) AS bonus, COALESCE(SUM(rsu_vest), 0) AS rsu_vest, COALESCE(SUM(GREATEST(gross_pay - salary - bonus - rsu_vest, 0)), 0) AS other_income, COALESCE(SUM(net_pay), 0) AS net_pay, COALESCE(SUM(GREATEST(0, income_tax - rsu_paye_marginal)), 0) AS cash_income_tax, COALESCE(SUM(rsu_paye_marginal + rsu_ni_marginal), 0) AS rsu_tax_marginal, COALESCE(SUM(GREATEST(0, national_insurance - rsu_ni_marginal)), 0) AS cash_ni, COALESCE(SUM(pension_employee), 0) AS pension, COALESCE(SUM(student_loan), 0) AS student_loan, COALESCE(SUM(rsu_offset), 0) AS rsu_offset FROM m) SELECT 'Salary' AS source, 'Gross' AS target, salary AS value FROM agg WHERE salary > 0 UNION ALL SELECT 'Bonus', 'Gross', bonus FROM agg WHERE bonus > 0 UNION ALL SELECT 'RSU', 'Gross', rsu_vest FROM agg WHERE rsu_vest > 0 UNION ALL SELECT 'Other income', 'Gross', other_income FROM agg WHERE other_income > 0 UNION ALL SELECT 'Gross', 'Net pay', net_pay FROM agg WHERE net_pay > 0 UNION ALL SELECT 'Gross', 'Income Tax (cash)', cash_income_tax FROM agg WHERE cash_income_tax > 0 UNION ALL SELECT 'Gross', 'Tax on RSU vest', rsu_tax_marginal FROM agg WHERE rsu_tax_marginal > 0 UNION ALL SELECT 'Gross', 'National Insurance (cash)', cash_ni FROM agg WHERE cash_ni > 0 UNION ALL SELECT 'Gross', 'Pension', pension FROM agg WHERE pension > 0 UNION ALL SELECT 'Gross', 'Student Loan', student_loan FROM agg WHERE student_loan > 0 UNION ALL SELECT 'Gross', 'RSU Offset', rsu_offset FROM agg WHERE rsu_offset > 0" } ] }, From 08b13858dd4b53fe3340cf1ac4364e31c0105c51 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 16:16:35 +0000 Subject: [PATCH 38/66] state(vault): update encrypted state --- state/stacks/vault/terraform.tfstate.enc | 3734 +++++++++++----------- 1 file changed, 1867 insertions(+), 1867 deletions(-) diff --git a/state/stacks/vault/terraform.tfstate.enc b/state/stacks/vault/terraform.tfstate.enc index 8a2f493d..3bae7677 100644 --- a/state/stacks/vault/terraform.tfstate.enc +++ b/state/stacks/vault/terraform.tfstate.enc @@ -1,360 +1,360 @@ { - "version": "ENC[AES256_GCM,data:Gw==,iv:0KkNkOOPsn5k5H4bThJVMSk7mAlvbD+uCrP/5r8Hf0M=,tag:3mBAE7RneSSSAIfBLXJZMg==,type:float]", - "terraform_version": "ENC[AES256_GCM,data:eQP4dE36,iv:i5wJkOyuUxuRI3BIHoUmtT0zRMiojhgkr7hd4MTpg1A=,tag:qi/sW29qj6gKqpf6vZXpyQ==,type:str]", - "serial": "ENC[AES256_GCM,data:lawX,iv:/AvSFIDtKViVs1e+mFEXMjM4GL78bV/2ICf+QyGlIcA=,tag:RZLMz3bVvQVBF10bp1Ip0w==,type:float]", - "lineage": "ENC[AES256_GCM,data:JmhkPfz2vPyYxFvbJ8lPbx6Xyn9cFWvyY/wrKgR25Z39Salh,iv:JPIcSZUT/KqKUOgr4HSbhzluS4JLvPSJBMxKVisYLx0=,tag:vvxkB4aq2+GngqiBWLfhkQ==,type:str]", + 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,iv:gk0heTgMlRaN3n7nMFI8FxCsONa/RZT3JssN+5FjrYM=,tag:mOFoLtxK/eAx8F+qCN0nGA==,type:str]", 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,iv:JTVlypt20xFrihuyn0kl9lhD1X59ooUErAo0gOZFZ1w=,tag:UmpcF4YnT/838T89KzAx+A==,type:str]", 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,iv:Y8tsqDcg3iizc+XVIXUvCZ0n/rnytKqlmjRzDVtDqv0=,tag:uDaWVnA+yXgsAT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"ENC[AES256_GCM,data:UixFzws2/Vms2rBEcBWm0ifWDSjBDyWZvWhPSDVoTtnNRR45PRCYAt57bd9lnkFI+rA36k40BDd1oWEDlO3KK7Ki5Af8Toddaqjz35cFz9p2hPBpQfwy8izPP3XK7P3IuKuN6jQPdz3AJr86Zuyoc5lWDkZLeMNJqmR4vu7y7q8=,iv:WjVvM/VjjHiy/i7j0cnuz8OfnxkO8i0hvyokKPTnIx4=,tag:r27bS67p8W06/tE9vsf3qg==,type:str]", "unencrypted_suffix": "_unencrypted", "version": "3.12.1" } From 288efa89b336886053625646e8a8a1c554484f59 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 16:19:49 +0000 Subject: [PATCH 39/66] vault: migrate vault-0 storage to proxmox-lvm-encrypted MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Phase 2 of the NFS-hostile migration: data + audit storageClass on the vault helm release switches from nfs-proxmox to proxmox-lvm-encrypted, then per-pod rolling swap (24h soak between). vault-0 swap done. vault-1 + vault-2 still on NFS — the rolling part is what makes this safe (raft quorum maintained by 2 healthy pods while one is replaced). Also restores chart-default pod securityContext fields. The previous `statefulSet.securityContext.pod = {fsGroupChangePolicy = "..."}` block REPLACED (not merged) the chart's defaults — fsGroup, runAsGroup, runAsUser, runAsNonRoot were all silently dropped. NFS exports were permissive enough to mask the missing fsGroup; ext4 LV volume root is root:root and the vault user (UID 100) couldn't open vault.db, CrashLoopBackOff. Fix: provide all five fields explicitly, survives future chart bumps. vault-1 and vault-2 retained their correct securityContext from when their pod specs were written to etcd, before the partial customization landed — the bug only surfaces when a pod is recreated. Pre-flight raft snapshot saved at /tmp/vault-pre-migration-*.snap (recovery anchor). Refs: code-gy7h Co-Authored-By: Claude Opus 4.7 --- ...2026-04-25-nfs-hostile-migration-design.md | 23 ++++++ .../2026-04-25-nfs-hostile-migration-plan.md | 73 ++++++++++++------- stacks/vault/main.tf | 11 ++- 3 files changed, 80 insertions(+), 27 deletions(-) diff --git a/docs/plans/2026-04-25-nfs-hostile-migration-design.md b/docs/plans/2026-04-25-nfs-hostile-migration-design.md index 0b74d050..832064ea 100644 --- a/docs/plans/2026-04-25-nfs-hostile-migration-design.md +++ b/docs/plans/2026-04-25-nfs-hostile-migration-design.md @@ -90,6 +90,29 @@ no RWX media migration, no backup-target migration. + nightly `vault-raft-backup` CronJob. RTO < 1h via snapshot restore. +## Helm `securityContext.pod` replace-not-merge (Vault, discovered during execution) + +The Vault helm chart sets pod-level securityContext defaults +(`fsGroup=1000, runAsGroup=1000, runAsUser=100, runAsNonRoot=true`) +from chart templates, not from values.yaml. When `main.tf` provided +its own `server.statefulSet.securityContext.pod = {fsGroupChangePolicy += "OnRootMismatch"}` the helm rendering REPLACED the chart defaults +rather than merging into them. On NFS this was harmless (`async, +insecure` exports made the volume world-writable enough for any UID), +but on a fresh ext4 LV via Proxmox CSI the volume root is `root:root` +and vault user (UID 100) cannot open `/vault/data/vault.db`. + +vault-1 and vault-2 happened to be Running with the correct +securityContext because their pod specs were written into etcd +**before** the customization landed; helm chart upgrades don't +restart pods, so the broken values lay dormant until vault-0 was +recreated by the orphan-deleted STS during this migration. + +Resolution: provide all five fields (`fsGroup`, `fsGroupChangePolicy`, +`runAsGroup`, `runAsUser`, `runAsNonRoot`) explicitly in main.tf so +`runAsGroup=1000` etc. survive future chart bumps. Idempotent on +both fresh PVCs and existing pods. + ## Init container chicken-and-egg (Immich PG, discovered during execution) The pre-existing `write-pg-override-conf` init container on the diff --git a/docs/plans/2026-04-25-nfs-hostile-migration-plan.md b/docs/plans/2026-04-25-nfs-hostile-migration-plan.md index e36041c3..73d863dd 100644 --- a/docs/plans/2026-04-25-nfs-hostile-migration-plan.md +++ b/docs/plans/2026-04-25-nfs-hostile-migration-plan.md @@ -32,51 +32,74 @@ ## Phase 2 — Vault Raft (IN PROGRESS) -### Pre-flight (T-0) +### Pre-flight (T-0) — DONE 2026-04-25 15:50 UTC -- [ ] Verify all 3 vault pods sealed=false, raft healthy. -- [ ] Take fresh `vault operator raft snapshot save` (anchor). -- [ ] Optional: scale ESO to 0 to reduce mid-migration churn. -- [ ] Step-down leader if it's not vault-0 (current leader: vault-2 — needs step-down). -- [ ] Verify thin pool headroom on PVE. +- [x] Verify all 3 vault pods sealed=false, raft healthy. +- [x] Take fresh `vault operator raft snapshot save` (anchor saved at + `/tmp/vault-pre-migration-20260425-155029.snap`, 1.5 MB). +- [ ] Optional: scale ESO to 0 — skipped (auto-unseal sidecar is + independent; ESO refresh churn is non-disruptive for one swap). +- [x] Confirmed leader is **vault-2** → migrate vault-0 first + (non-leader), vault-1 next, vault-2 last (with step-down). + Plan originally assumed vault-0 was leader; same intent + (non-leader first). +- [x] Thin pool headroom: 54.63% used, plenty for 6 × 2 GiB LVs. -### Step 0 — Helm values + StatefulSet swap +### Step 0 — Helm values + StatefulSet swap — DONE 2026-04-25 16:08 UTC -- [ ] Edit `infra/stacks/vault/main.tf`: change +- [x] Edit `infra/stacks/vault/main.tf`: change `dataStorage.storageClass` and `auditStorage.storageClass` from `nfs-proxmox` → `proxmox-lvm-encrypted`. -- [ ] `kubectl -n vault delete sts vault --cascade=orphan` (StatefulSet +- [x] `kubectl -n vault delete sts vault --cascade=orphan` (StatefulSet `volumeClaimTemplates` is immutable; orphan keeps pods+PVCs alive while we recreate the controller with the new template). -- [ ] `tg apply` → recreates StatefulSet with new VCT. Existing pods - still on old NFS PVCs. +- [x] `tg apply -target=helm_release.vault` → recreates STS with new + VCT (full-stack `tg plan` blocks on unrelated for_each-with- + apply-time-keys errors at lines 848/865/909/917; targeted + apply on the helm release alone is the right scope here). + Existing pods still on old NFS PVCs. -### Step 1 — Roll vault-2 (T+0) +### Step 1 — Roll vault-0 first (non-leader) — DONE 2026-04-25 16:18 UTC -- [ ] `kubectl -n vault delete pod vault-2 --grace-period=30` -- [ ] `kubectl -n vault delete pvc data-vault-2 audit-vault-2` -- [ ] STS controller recreates pod; new PVCs auto-provision on - `proxmox-lvm-encrypted`. -- [ ] Wait Ready; auto-unseal sidecar unseals; `retry_join` rejoins +- [x] `kubectl -n vault delete pod vault-0 --grace-period=30` +- [x] `kubectl -n vault delete pvc data-vault-0 audit-vault-0` +- [x] STS controller recreated pod; new PVCs auto-provisioned on + `proxmox-lvm-encrypted` (LVs `vm-9999-pvc-fb732fd7-...` data + 4.12%, `vm-9999-pvc-36451f42-...` audit 3.99%). +- [x] **Hit and fixed**: vault-0 CrashLoopBackOff'd with + `permission denied` on `/vault/data/vault.db`. The helm chart's + `statefulSet.securityContext.pod` block in main.tf only set + `fsGroupChangePolicy`, replacing (not merging) the chart's + defaults `fsGroup=1000, runAsGroup=1000, runAsUser=100, + runAsNonRoot=true`. NFS exports made the missing fsGroup a + no-op; ext4 LV needs it to chown the volume root for the + vault user. Old vault-1/vault-2 pods were created before that + block was added so they still had the chart-default + securityContext from their original spec. Fix: provide all + five fields explicitly in main.tf and re-apply. Same root + cause will affect vault-1 and vault-2 swaps unless this stays + in place. +- [x] Wait Ready; auto-unseal sidecar unsealed; `retry_join` rejoined raft cluster. -- [ ] Verify: `vault operator raft list-peers` shows 3 voters, - vault-2 reachable. +- [x] Verify: `vault operator raft list-peers` shows 3 voters, + vault-0 follower, leader=vault-2. External HTTPS 200. -### Step 2 — 24h soak +### Step 2 — 24h soak (IN PROGRESS, ends ~2026-04-26 16:18 UTC) Wait 24h. Confirm no Raft alarms, no Vault errors, downstream -healthy. Rollback window for vault-2 closes here. +healthy. Rollback window for vault-0 closes here. ### Step 3 — Roll vault-1 (T+24h) -Same shape as Step 1. +Same shape as Step 1. The securityContext fix is now in main.tf +so this should be straightforward. ### Step 4 — 24h soak -### Step 5 — Roll vault-0 (T+48h) +### Step 5 — Roll vault-2 (T+48h, leader) -- [ ] If vault-0 is leader at this point, step-down first: - `kubectl -n vault exec vault-0 -- vault operator step-down`. +- [ ] Step-down vault-2 first: + `kubectl -n vault exec vault-2 -- vault operator step-down`. - [ ] Then delete pod + PVCs as Step 1. ### Step 6 — Cleanup diff --git a/stacks/vault/main.tf b/stacks/vault/main.tf index 4fd47595..52ea3b6a 100644 --- a/stacks/vault/main.tf +++ b/stacks/vault/main.tf @@ -72,13 +72,13 @@ resource "helm_release" "vault" { dataStorage = { enabled = true size = "2Gi" - storageClass = "nfs-proxmox" # Proxmox host NFS (was nfs-truenas) + storageClass = "proxmox-lvm-encrypted" # Migrated 2026-04-25 from nfs-proxmox; raft fsync is NFS-hostile (post-mortems/2026-04-22-vault-raft-leader-deadlock.md) } auditStorage = { enabled = true size = "2Gi" - storageClass = "nfs-proxmox" # Proxmox host NFS (was nfs-truenas) + storageClass = "proxmox-lvm-encrypted" # Migrated 2026-04-25 from nfs-proxmox } standalone = { enabled = false } @@ -120,10 +120,17 @@ resource "helm_release" "vault" { # fsGroupChangePolicy=OnRootMismatch skips recursive chown on restart. # Without this, kubelet walks every file over NFS each restart; during # 2026-04-22 outage this looped for 10m+ and blocked quorum recovery. + # The other four fields restore the chart defaults — providing pod{} + # replaces them, and missing fsGroup left vault unable to write to + # the freshly-formatted ext4 PVC during the 2026-04-25 migration. statefulSet = { securityContext = { pod = { fsGroupChangePolicy = "OnRootMismatch" + fsGroup = 1000 + runAsGroup = 1000 + runAsUser = 100 + runAsNonRoot = true } } } From 4f5f1ff8c288e007aba8d16c64f0f660ad991325 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 16:26:57 +0000 Subject: [PATCH 40/66] monitoring(uk-payslip): add yearly receipt stacked barchart panel MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit New panel 16 (barchart, h=11, y=179): one stacked bar per tax year showing total comp split into net pay (bank deposit), cash income tax, RSU tax (band-aware marginal: PAYE+NI), cash NI, student loan, pension salary- sacrifice, and RSU offset (Variant A only). X-axis = tax_year (categorical), y-axis = currencyGBP. Bar height ≈ gross_pay + pension_sacrifice (small over-attribution in Variant A years where the band-aware model exceeds recorded payslip PAYE). --- .../monitoring/dashboards/uk-payslip.json | 210 ++++++++++++++++++ 1 file changed, 210 insertions(+) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 31f6446c..0dfb1bd0 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -2325,6 +2325,216 @@ "rawSql": "WITH vest_by_month AS (SELECT DATE_TRUNC('month', vest_date)::date AS vest_month, ticker, SUM(shares_vested) AS shares_vested, SUM(gross_value_gbp) AS broker_gross_gbp, SUM(tax_withheld_gbp) AS broker_tax_gbp FROM payslip_ingest.rsu_vest_events GROUP BY 1, 2), payslip_by_month AS (SELECT DATE_TRUNC('month', pay_date)::date AS vest_month, SUM(rsu_vest) AS payslip_rsu_gbp, SUM(income_tax - COALESCE(cash_income_tax, income_tax)) AS payslip_rsu_tax_gbp FROM payslip_ingest.payslip WHERE rsu_vest > 0 GROUP BY 1) SELECT COALESCE(v.vest_month, p.vest_month) AS vest_month, v.ticker, v.shares_vested, v.broker_gross_gbp, p.payslip_rsu_gbp, (p.payslip_rsu_gbp - v.broker_gross_gbp) AS gross_delta_gbp, v.broker_tax_gbp, p.payslip_rsu_tax_gbp, (p.payslip_rsu_tax_gbp - v.broker_tax_gbp) AS tax_delta_gbp, CASE WHEN v.broker_tax_gbp IS NULL OR v.broker_tax_gbp = 0 THEN NULL ELSE ABS(p.payslip_rsu_tax_gbp - v.broker_tax_gbp) * 100.0 / v.broker_tax_gbp END AS tax_delta_pct FROM vest_by_month v FULL OUTER JOIN payslip_by_month p ON p.vest_month = v.vest_month ORDER BY vest_month DESC" } ] + }, + { + "id": 16, + "title": "Yearly receipt — where total comp went per tax year", + "description": "One stacked bar per tax year. Bar height ≈ total comp (gross_pay + pension salary-sacrifice). Stacks: net pay (bank deposit), cash income tax, RSU tax (band-aware marginal: PAYE+NI), cash NI, student loan, pension via salary-sacrifice, RSU offset (Variant A only). Always shows all years — ignores the time picker.", + "type": "barchart", + "datasource": { + "type": "grafana-postgresql-datasource", + "uid": "payslips-pg" + }, + "gridPos": { + "h": 11, + "w": 24, + "x": 0, + "y": 179 + }, + "fieldConfig": { + "defaults": { + "color": { + "mode": "palette-classic" + }, + "unit": "currencyGBP", + "custom": { + "axisPlacement": "auto", + "axisLabel": "", + "axisCenteredZero": false, + "fillOpacity": 80, + "gradientMode": "none", + "lineWidth": 1, + "hideFrom": { + "legend": false, + "tooltip": false, + "viz": false + }, + "thresholdsStyle": { + "mode": "off" + } + } + }, + "overrides": [ + { + "matcher": { + "id": "byName", + "options": "net_pay" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "green" + } + }, + { + "id": "displayName", + "value": "Net pay (bank deposit)" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "cash_income_tax" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "#C4162A" + } + }, + { + "id": "displayName", + "value": "Income Tax (cash)" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "rsu_tax_marginal" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "#E0652E" + } + }, + { + "id": "displayName", + "value": "Tax on RSU vest (band-aware marginal)" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "cash_ni" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "orange" + } + }, + { + "id": "displayName", + "value": "National Insurance (cash)" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "student_loan" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "#8B4513" + } + }, + { + "id": "displayName", + "value": "Student Loan" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "pension_sacrifice" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "#CE96D8" + } + }, + { + "id": "displayName", + "value": "Pension (salary sacrifice)" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "rsu_offset" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "#888888" + } + }, + { + "id": "displayName", + "value": "RSU Offset (Variant A)" + } + ] + } + ] + }, + "options": { + "barRadius": 0, + "barWidth": 0.6, + "groupWidth": 0.7, + "orientation": "auto", + "showValue": "auto", + "stacking": "normal", + "xField": "tax_year", + "xTickLabelRotation": 0, + "xTickLabelSpacing": 0, + "legend": { + "calcs": [ + "sum" + ], + "displayMode": "table", + "placement": "bottom" + }, + "tooltip": { + "mode": "multi", + "sort": "desc" + } + }, + "targets": [ + { + "refId": "A", + "datasource": { + "type": "grafana-postgresql-datasource", + "uid": "payslips-pg" + }, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT tax_year, SUM(net_pay) AS net_pay, SUM(GREATEST(0, income_tax - rsu_paye_marginal)) AS cash_income_tax, SUM(rsu_paye_marginal + rsu_ni_marginal) AS rsu_tax_marginal, SUM(GREATEST(0, national_insurance - rsu_ni_marginal)) AS cash_ni, SUM(student_loan) AS student_loan, SUM(COALESCE(pension_sacrifice, 0)) AS pension_sacrifice, SUM(rsu_offset) AS rsu_offset FROM m GROUP BY tax_year ORDER BY tax_year" + } + ] } ], "refresh": "5m", From ac8d2f548b84aae80fa6d3702d6dacd03d833a04 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 16:48:53 +0000 Subject: [PATCH 41/66] paperless-ngx: migrate to proxmox-lvm-encrypted Document scans (receipts, contracts, IDs) are unambiguously sensitive PII. Storage decision rule defaults sensitive data to `proxmox-lvm-encrypted`, but paperless-ngx had been left on plain `proxmox-lvm` by an abandoned migration attempt that left a dormant, non-Terraform-managed encrypted PVC sitting unbound for 11 days. Cleaned up the orphan, added the encrypted PVC properly via Terraform, rsynced data with deployment scaled to 0, swapped claim_name. Plain `proxmox-lvm` PVC retained for a 7-day soak before removal. Co-Authored-By: Claude Opus 4.7 --- docs/architecture/storage.md | 4 +++- stacks/paperless-ngx/main.tf | 24 +++++++++++++++++++++++- 2 files changed, 26 insertions(+), 2 deletions(-) diff --git a/docs/architecture/storage.md b/docs/architecture/storage.md index 69b32a1a..28ab28ca 100644 --- a/docs/architecture/storage.md +++ b/docs/architecture/storage.md @@ -129,7 +129,9 @@ graph TB 5. **Passphrase management**: ExternalSecret syncs passphrase from Vault KV (`secret/viktor/proxmox_csi_encryption_passphrase`) → K8s Secret. Backup key at `/root/.luks-backup-key` on PVE host. **Services on encrypted storage (2026-04-15 migration):** -vaultwarden, dbaas (mysql+pg+pgadmin), mailserver, nextcloud, forgejo, matrix, n8n, affine, health, hackmd, redis, headscale, frigate, meshcentral, technitium, actualbudget, grampsweb, owntracks, paperless-ngx, wealthfolio, monitoring (alertmanager) +vaultwarden, dbaas (mysql+pg+pgadmin), mailserver, nextcloud, forgejo, matrix, n8n, affine, health, hackmd, redis, headscale, frigate, meshcentral, technitium, actualbudget, grampsweb, owntracks, wealthfolio, monitoring (alertmanager) + +**Services migrated later** (post-audit catch-up): paperless-ngx (2026-04-25 — sensitive document scans had been left on plain `proxmox-lvm` by an abandoned attempt; rsync swap cleaned up the orphan and re-did via Terraform). **CSI node plugin memory**: Requires 1280Mi limit for LUKS2 Argon2id key derivation (~1GiB). Set via `node.plugin.resources` in Helm values (not `node.resources`). diff --git a/stacks/paperless-ngx/main.tf b/stacks/paperless-ngx/main.tf index bceafaf2..4bafe6ce 100644 --- a/stacks/paperless-ngx/main.tf +++ b/stacks/paperless-ngx/main.tf @@ -86,6 +86,28 @@ resource "kubernetes_persistent_volume_claim" "data_proxmox" { } } +resource "kubernetes_persistent_volume_claim" "data_encrypted" { + wait_until_bound = false + metadata { + name = "paperless-ngx-data-encrypted" + namespace = kubernetes_namespace.paperless-ngx.metadata[0].name + annotations = { + "resize.topolvm.io/threshold" = "80%" + "resize.topolvm.io/increase" = "100%" + "resize.topolvm.io/storage_limit" = "5Gi" + } + } + spec { + access_modes = ["ReadWriteOnce"] + storage_class_name = "proxmox-lvm-encrypted" + resources { + requests = { + storage = "1Gi" + } + } + } +} + resource "kubernetes_deployment" "paperless-ngx" { metadata { @@ -196,7 +218,7 @@ resource "kubernetes_deployment" "paperless-ngx" { volume { name = "data" persistent_volume_claim { - claim_name = kubernetes_persistent_volume_claim.data_proxmox.metadata[0].name + claim_name = kubernetes_persistent_volume_claim.data_encrypted.metadata[0].name } } } From 7dd580972ab0dc2fb28064915b4c32177ddf649e Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 16:57:42 +0000 Subject: [PATCH 42/66] state(vault): update encrypted state --- state/stacks/vault/terraform.tfstate.enc | 3833 +++++++++++----------- 1 file changed, 1964 insertions(+), 1869 deletions(-) diff --git a/state/stacks/vault/terraform.tfstate.enc b/state/stacks/vault/terraform.tfstate.enc index 3bae7677..3ad91ef3 100644 --- a/state/stacks/vault/terraform.tfstate.enc +++ b/state/stacks/vault/terraform.tfstate.enc @@ -1,360 +1,360 @@ { - "version": "ENC[AES256_GCM,data:BQ==,iv:lyYkiPxEc6qNljLDcW+H+tNFiC/HPkGDbBqhQVhoRgw=,tag:4x2MIwUe/2Odxfuu5AscUg==,type:float]", - "terraform_version": "ENC[AES256_GCM,data:SE/g7B04,iv:GHLmSdD7wFYSloAAEkF61VPvu3BQV3ubQ3uJfIf1hU4=,tag:Xp0XPAuVsUyIGnUYBg7CNw==,type:str]", - "serial": "ENC[AES256_GCM,data:N4tY,iv:5EFU88pn/qvu+jv7XKFDWNe1hK5dmSAvJL5Cevi6mWY=,tag:W1Z+FfLMJNCQbV79lOlTMw==,type:float]", - "lineage": "ENC[AES256_GCM,data:hprszq3mSrphT9k8YcscT4E1/hzDoaWlZ8na9sHhp5Lq2ELP,iv:+X+jgQKo23GUSiNmptMKVKa1jCQvr6TWhZnQ/yEEhTY=,tag:BgRUo2M9y1JF9FRmM2KWWQ==,type:str]", + "version": "ENC[AES256_GCM,data:yg==,iv:XLeUoDY5Zj4Qe1Cb7RuXUTIRvw7INUVfVhCCR9dlIow=,tag:JCCpBOw+wsXt/DU+3xudag==,type:float]", + "terraform_version": "ENC[AES256_GCM,data:owk5pa1z,iv:NlEa1Ox0h+84WgXbmGd+DoD+6AyYyaen0d5gWEhnBJg=,tag:SIbAPxVyk6XozqIwEja0aA==,type:str]", + "serial": "ENC[AES256_GCM,data:KUDm,iv:8H7coH+pqUr5AWHessjeqWfRSkqQZjgYmQJcBsMrMLM=,tag:gSh9NbromBv9u9qGw6JjjQ==,type:float]", + "lineage": "ENC[AES256_GCM,data:ZglcIRXVmL86XrZQ0np3VKltEIh4WDk8bccsRwDdL0q1v0Gk,iv:X0H512pb8tsLQdMyF/Cl0w5Ja5Bj0fEqu36l6sCePpE=,tag:hziF/LymuukW/x7uNsHWlA==,type:str]", "outputs": {}, "resources": [ { - "mode": "ENC[AES256_GCM,data:iF9ltQ==,iv:5el8IQFqIYjcAiTqghIz79W2S44iwThBjsBtpdke+Q0=,tag:CjyUeiN8+P8IbdLXUYBERg==,type:str]", - "type": "ENC[AES256_GCM,data:tf4KbcEcOBGfDCTug8EVmv90,iv:qo3NM5uv+5x/u2lkTnwE08ABmsggtKw8n1Oo7blZnlY=,tag:UCk5B+m5ZjUwaCrwH2iXJQ==,type:str]", - "name": "ENC[AES256_GCM,data:5iPcLxoz0BXLbNE=,iv:cWBkgFgo8hi2YWPI7r5qVvOi/QrPoIV8oziSV6iWwXo=,tag:Z9Xm44/38ImG+fudsYqgZw==,type:str]", - "provider": "ENC[AES256_GCM,data:0bvWHgQ2B8OSVo3WbAFEiIX+cMd2BGtMy+GI9vaEFcK4Djh0FD0JcmoTv2V98Rvc3Q==,iv:mwL697Bfh4p8glwfFDSNgSNwfISK8iYwdTOd88UU77A=,tag:Z9srhy79stcxBrVBOq6JoQ==,type:str]", + "mode": "ENC[AES256_GCM,data:DU1K6A==,iv:3fMFkVIyJqff/ynp//SAMTCOffAN74cyImyoPOIjRAY=,tag:Jv8aOM0iIMatZKJYZwkfOg==,type:str]", + "type": "ENC[AES256_GCM,data:sZbRtHqTCfANC3K1ajqleMEI,iv:g+jP+lB4l0iihOBQoENkjoQm6lkvA+sO8Zygb19tQbQ=,tag:abR3XP/MgGORbwXRfo/R9A==,type:str]", + "name": 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LtLerzLU3Do2Zw5M1ohYAuf8KbNePF/jwcsJ9bdZs8hO2E1WrWWKkCDDPf3cot+VYZE1Pg2LUe5jclP5qOtqGTn1358mSIxWSpgkv8osM3pCI0KzO8BxEOFCG9Bv6St5t0ZbS8J0tBf8dkOyvQiba7N+jxAcUHNLcpkAUoqPyYLEHQ9enyR27PtFU4rDlFoKL4tSwF4afWjq5HBxez3PiHOEk38vjFDWlfm3pfzQ8JNoSklSveyFvZr1WdrU6H/uVFHrTTzTS/xZLJ4rgiYKziX0HUVbX4iZ1i21I3Z5urg+UuiPo40nZ8tJXz7eeIYybW+xzLMWKwwyJw3aaHGZ3su1yRPxUQNViQcncaBIkeSXPg7DU8SzX0iLPdN2myNUN8EscIJ6Na00MPpfjJlR4Rn1pkD18lWISYNgs9KwZFmSCgb70ETK2jo41jOfQz9U6x31AruQfSbBwHirJEtNYWh0bfVDPOwSBZwoHO1b1S4nu3ryBrYrT45IybF03lvmSGpP7tifPV8rqEr3tjdPp6tMmRgZ7w7a7o7s2WBl6yGIRiou5UvWH+BBH5IkaFdRHjPIc6acd60zmIwdqIpieRjJLXaJVoBsmbv9lJCPzCBu54xW07LNnWvxgCpiGx3pUaJFxKCjPW9pEwvDkz3OgsgtlbfIFfChc4dXweZvv1dr2MtLSQV/DiF2RtCkJAMh2XmD95uAFlXn+h2E7Afj8gsd6Khyee5f/MyvseHczFIy+XMj+F2Za51fn+mGcwP34J8Edd+KKLH0uxmz2rJNL05FBVIaFqdOWxUhlyg+YoUtpRaaXLBUWt1uBHE4KTrBm8qq9vB7DXlUOXNqVvteZWHKVYsSyaMKz8Is5OVENg2mB/Rsk0SEtW6Bl2WuIVq2XkgBdsssOscpr31ovPoc5dmAm+NY7W/4qAclWmM8Nnr3VvU7SG4gVXeG0TSjcV8H/Sed/8l735NiO2GDnN1Fi7sIuDRRh11c8bxbIX6IYnmCC41qewbgbvq8IcirH7BttN8BEiJhUoCoBSGMi4+VGVo31UzAgkn0SRSlkBlVY/6HR4OxW8+4l9HtXCFzh1/TDc+4uho6uHguM9qIAUN9XGvBiHg2iWmygrRixXJ1Up5h82+KSY0fIrYdXbZZHQnocRkcwbbxa/3YjV3enzfZkb2spjwXDGTwDQeSKWa/p0/ytUs26DXOletIm2jBZWrHCGTuh/I6J0bBjh7Kjx09FSaEpceJMhvRBw2hUXXr69QLMNbreWKEPru41WIO+RiG1PEbyDea6ajnxkH3p+/Ygh+jBry6u/0HyqiAoNwovMNDByHD9kG8uWtUzzSX1ITzAyhwLu+s78C1QJ4a7gAyiMM0y2QMhVeH1gGeBrRbVrmTT1G6emuWBT/ED0xTIUhaigp6U+XVOQBpmscNqjK837hj5ZXOx3r7jNJh3g1G82EDFLCi2bDSVJCbCMSuOtgRpNeJM8BywRZ7L1aBeuLgEiZi+LCsBJ4UdzIXIRvfLzAZ6LEDJ/3LT31hH0Sic3EPppxSxnX2NzzImrJz1+lMlDwZ7243fYgz4pDLxMOLE5b/681eKB1+5Hg/ZKwuQKSTgpVaUr8xgMbfNtLkFtoFTGctAl78Kq3lwNzGCaAzguSoh8n2bizIJSFNjwwG++w+OSyyHrj7Tk9gJe9G1qUQ8uZ/AS7dfLHEvqoV2j2b+tyIUezxeI13AvpJ8FjSbZxs5NaTb067JpVfoyXfFHDDS94RY8yReO6O3AUIjLmnMyUEAvjKoaE4qv8AipHLl4tboPfA0S1dUe60IIieakoj7ZRr7wJ9uTgkLwnALC5e5p4ib9sgjXrOo7b4BSGQ0jhF2fDhyS+OnB5ic8P9MaW64xOg7YmvDYEY4wXF8FAk1LwlT/VkKyw4dIv8TR8jCyJBA+Ci16Qc6mf76o6lrzVpjvY0ScYimpugfvVBpxvw7O2MLDKkLN4E0+9FetCAIWSY2k3p2E2a2/xPeFANpwEVpaHdHE0j3glRCcd9XLX9OCe/0I7g9FDHD/i66CorOKyC5HayK2i3/zIYtmDnk03NgWnFPNZQHVjYj67LadsrR5VRPAg60+FQ3N1cjtSyV6BX308vxhBw72fn52WZwr7/bM/Mx8KwriCeG2LHGTbZS2PIwuw9iJKGCvySsbOO1AInDWV5FGcRdKVaPjeMx3HBgj64+w3GZTBPr1qZnBwbVeMBFQg7vZMFxpDhfSPDC/qCDqnUjvipgM4SlNfl4p/mSkencVuSjTAAO5bzdS5oHA0HHpkYPC7JhZ6vv00BGTPS9QfH7xfNBWHpGPjKiT7hxECodsTGxB14jMN4+MEMZosqDOl6JYTTFE0ZcCDg7I+cmPQRcQ8TrQa6qmTzGTGsknTAl87TZQ+wzNcbn7rfAlyBhfRm8kkrk/FEL82DFAwTlwZwXw8IYpNkxj8amGNziJR+UtHMHRVqX5gfawylsjkVqBkJb1Wzvfo8qh0c58H3YCdN3drr9wnDCbU7QmFnUqmTIsN+EJBRImd46vo1rScoDAYIdBRCarrK94V+ZImDbLLtU2DDvLOzrFBXwbASRchYCfpY8yh+8lA0d7OaSVmQC7NOmrqn3hFqjSmvnzZR8wHAH1Qy+Cq0lmguAvGKobwK23qO3MMZtMlq3NxyKb+VUi/VwJRLqIEe0auDMxk72wLcWAaChIyGduFng27yxGKvq6AdgeIFXVMZE4qZ7FD7fs6+2JYYlUXXkTF21upAfpq5YboQZfoMCRdh4CZgiISWExPbTI5ecbRqUZcPGZHSMV/uCspMFKdgOuuyX2DVOqLi3NRAjofA0tKlABnDfhAnn0JkWVKBUSYZltQo5IK+QvV02CxwPD6N4eZw64+MzdvTDK97DMpvNwrEFmhNIJr2FB52IBGl4kNu+FpcSAtBwlprKhWUbFL2TH+WmtIaIWlMo00/3cRfdgZ16+Ij5YOG0dJS9C9D1vyIImFJdDb/ppepT4HhLB21FXo9/FjmG0ENB6FFCJrlebODL88DOFNtqAd37PLY73Q6FBdODJcqwlPX8YJQjuJhzO88v4pvzPvz1ow9vuauVjAZyd9lIRdSeTZzcELOIhL3ipZSC3wOZItdqvyxxXvY/qN8tXbf8oQNg0vusQbjGIJ2onotLfMRpx1g/lpifnXyVmmgFQe66DFO59v3H1Y82dg5YCdCkeWbIZ/ojZC6AwfsDevueOCz3onuKZkRLUpk+dAiDtRivuzXcuUk0q+YWGBbQby6l4K1QySLmBlUPfggE4f4gs60sMpnOkKyLp3WJpnUN52v91m10lmLwRLI8xo9in4EAl+QImmNh29Z0GuQYJMQ+V5sNf1/hSrpLwGJlRxek5X52FK6A00FJFAE7rlTodvf9vw1CIcJC/krO7Qh9SQnQyM/hZIEfrINveMyUOtkJo45zVA/eDrNeIeAPcIwFdJbnYHvOajzdXHS2oTwrpicHQ59MGu1Ly3XEi9/E1gdSNntxN/Zg2X/clvJ+n54xZS6NuUe8V7MEUpRgDUSZtlLj5MCAR2Of+rYCrsP+saa8Bsw4nN0Pzj7lWJ6d0TyRMYeuresH/xih985/Hy8cDP+xgOHOBbR//WdwhzjoTUk6fmFYwwJpU6eOhFUhhVJdSEwiBD+vfjkr1v89swzMsTuGv9yb5oN0ceBgfy5barpZG55/eFxWmw+XNuSMJuiTKQb49MvovJ0RNp3AMshfvXiCCb64mGrfv8inVWXfSiPEfaZqxRTU4B5Q7hxjjeOIEQXYfAM1L65H/ImbH+G0OusGbSjDKxKTrXSDUaklFhgqPPzE9qFfcXmhe8Z14vdYgvhPAqFy4MtguKM2gPZ8WyPfz8ERC8woPGVcoZCOqb/8x8cJ+F6G/kSqqx99fitPeXhyR4ZTPwwWjQwGWOiVcxPm8e3N++2c7E7HUIm4vPHRdsBkrNzOHxUZn34JqDmEKDpoyBh3SWTkvn1pB3jnKR9P9K7nRmrWgiXcUKx0w6UI09bZzZ3xRaFhuhH9CnY7aA5943kpGzw5AieJZC71ot6OJAQWV+gKRaDGW5moMs/41NViJVQEATK2IM0U+W5hVcNd3e74Ht3/pj1W8njpcd1DtdfI+ISeyZNe/kV1XuzNiqJoFy/MgcaEyDRtbdF8Ixzp8kmSOQ9UTzdywtWZVwW/9aArcAJd1PCxCHUagvX1IV/30REDo1YaQeiZB7Ae5A/kc/HvGUx4pxVN4/JLcx5E34vAqYVJZMGtmomVea1I99iO4t7aBz5K7NqwPBgrhCjT8SUlUfJ3aZzuoP+RWPlFMQtpxZ1RlScivYWJUxhL3PD1GeeFbdBnmwM/5tJffvwDEz3cXu1SVFEBd9PgKQAZmCvAnCCGOEKXeDCw7xZfcyXVoeDbwRsabqssosb/JoJZ9LUoEOBHDauxj4gFNi0FlbekFQutN+zvrOFdneceq4DjYc59+E7mhQlmbDln5HpHcqi8szXkdAf3Z8Kut9FuR/mX3+LxWWJfqFkkabxNrNEP4YNvKVgFwdvGucagfsMwBP3P4wnH1/qa/Wg+un6M8gyljlQCq5nPotiKA7k695QCVncjYqaXRlWmLEK4noGoxfS9ZPSiXksYS240Q4pETRZH0Hi8dtJLgLDdBNsis4WBO07yQvEZiEBqahoGdH/uJGLX13FUAdprZRukeH5881ap5XkCfOKyHdsFZOe5BrZRfyLiWDxDE3h9YhN5AcEE+ZL2MNpeRj/563aSnvKF2eDANiOa3oW3CG1KcTVHQZht12b5yeCYUO/siP2Wfuz0uQUj+FWsCmE5T7Ze/TQLtASgGQvae7jfBqB1bp2uBWIjSasINcTc5ehCfYHHEVMMWGzoOHUCaNMn7YK/DzC4BUubClo3k+zXJkZcGg8sNRwMJV0K4W2PPfbC7e+J016BhiCVLRMBdIHdIO+OqvL+uiGTIKwttuAhT/AulbpF9a71jprQMmc2fdL6fOESc1Lf4tF9c93hLJT+q+KI0qeZTMHBxVvKyahFieGhG7flKJXtCbfhMJY8XnXVDO8mYltGVfxKU6SU8bMm9wckCaNwJnN3c1jaBuL0EY+Pbn4XmdgjQvLwaQ8AoSMhwsZToChYN8FnEDNElYY3PTPNY4ZKf5aaQZNyLqbqH/BXri1yklC1iaHVWgmU6taaXZc+q7gvvscGzQlbQQtMlw6z4rz/w30LfVBX/mmKK+PPw6nYlohCbsbM8WhvV9gsgswTRUolJFXudFuxYxEIADv/ibopnZIMkp6S6d7z79fVJqGeLX5Euoai6o8aODojRKjiTmBpcKBsRsy6FuBjr773iILe9bNyoEk2RgmN1UaPAkudb17QcdMLvNZONw98OAykudtn8FsRJUQnFYSxpH6/pSaJMCcu58Rqlju1wuj3LeCOrnGIA8zDeymAkDPf6fzFgAj8RQ6iBzFYnGS9J/tGdOuQerWPFii7Ryb/2fiJJKwGnrZ/aaKng1a+SeHdu8LWPKGRhNcGvCsjRWDmXm5gcR6f+Qx6tnU9KWF8+k57U7pt8zt9f07UAcFeIFRTJbkdAk+IPvj2GnbgMhXRBVRuBRgXUy+hmDtfZOJvKbVdbKAHboksrW13JRkux6eVh6k+ZD/kFnxVG81YZfdqD7LubKrHws0jwC/IWVuI4LTWrmH3dX1uaGMPIMmsFxvDz4N0SODBClpxgnRfILIgZ6Ug6A7kZlFw1odFqwTwQ9YNliUX4rKe1EJu6QxN06MvcDQTe44nNZ40VN4RrW1MR27zmhVTpC2FO2e9ULQKGxN+1DpETshW6r6ymznfxX2i8GW2VEYl0U4XKPLPxIq4z/+oLn/gWN52kxbf2UPgP50+FhNc0Bk2dtGNRHMTBWcTFF9vRFLUkSZg2k7Bze3cY+unIXjyb4jJEKoqVPs3waCxdxdjZAJN2QP1lSJlD1bMNgaYuYW/HwSDLnML/OwhW7mTxQAJqAFlnpyGkEvIDPXBPv31Me/mWuYnGuldpuSg4fHXMW00Z6NyyWtLynQdlJe7M/Pnz/oJr2X1He0ugALP2fct9WMNeH38WF5B8OA4MLEA4prylAygWcV3ViC5GMh2sov1ByJWW0MluYEi/Y1P/Le8PR+l1YGB5vHUNUdPDG3yM5YaVO224UV6BPr/jPm78y9GAvxprV1KwaSqEGT//miKtRYUw+1bEZHAhrU2VSV2yfvnm2xLsEUnLX+j7UzhVul9EY+p6JDfL7ToQByP3A08piPHtF5t+7h3LeuqZNL9jX8HcSuvW5wBckSf30GurxbMH1zFgbDZnvCwZigOztZ9xEvm+xXQGAUKdxn4IpWfFjk+oGyVDyGgIL/jBhmKxpKtjncnBc1q3KmURC0CWQsrdA67k6Ip2a7cEtAd3WIiBUwkWk8rS0CWbLNRbVi3ntOc1hk9hEALD95ajtKRIgQml4WjFezpVpyIEBlMgwoPb8mkHSgb6eiL61yxCJWCOpwIZ2fG2Cw/ctYYzmlLnSFdZOVx48oz22JVD/aGKzxkoC35SvsJM2kdSBZBmgIeH72YmMd4101LQMWwGU47iMCgs0ijA/p5gU19zdQwpwPtNthoQxbMI1uIjxLdFmVZQICxfRKxEk/JkSjkekiYM9jYr30eZFiE/Gw8xCMlnyFulfnzFlYYByE+V6VvBrEPnW8Re5LUpPvZK9HHRQ4jf55LHMgfh3z3wBTScop2bToeGmIGHtnBzg8JUKtpqZWZEallHaW+ex7g5G/xUBm7JjPWW8+Su2vVIOSMIm4N+tpWfDTUHtxEYANVyfYN5v1P/3/e/V8m7Afzc/0B8Q2dbzng5SYZ1BAUnO4ANMNTB8hrUmJiB/EVbd8rHyk2caoAW76NNSlUmNGQgfrdhNk1KZuEr3aDQC0ksPF7Q9yrKAg6koVVubb9KIWzqaOnN0ZuTPPmQqCuTcIzZdete9hlxXiv1guszIGJvdclfkgLOxw9qkoBMEDOk3zE7zJDHp/DeY8Na+tOFdiQ79N9P3YPaDQGNeCKHh8UA9nAnkx8SermkdyGZ8jN7E6kQHs1c/jJZscP9JcIEwTn1gOyHSbqnGGN34fxC3E8SwmYKIUpM6CaXc/hWYiiaf8CH8Zu5WdR5Jdh6Ke7/ZOjrjHRWDkTv8bJ3Z1XJR/OOB8E5G+3XsaaiCXIHamyfDcylYR93EAvgydHSbo8AvE5nlJ8JL5EONl2rVVmRzlBG9OhOj1FWK9GuQg5s230+XB+HDltOhhHdweDTywW9JNcBDtMve5v18ar7e6H7nvbGaX8IA7aVfCn+RAYkeky+he/Z5XKUpAV86uZmf4yaODm9CcIxpcoXOzp0rPdibjXXLjYfoltFTEzI9iLNOdEJCbQBT+uhpk0amRuY46JL9ZlsYDytlG81WaQpm8HHGWHcFJ8d0LQzYRwwn+YlINGBzR2r6l+FNNh+FsLJ8diNfwS2YloEsYCKUonIKBiEWpiN8v6CS6QWsr+4CsuOSTDNO5l4bRoG1RZGfwPq20Mb47vD0/dZxpYwL+01PAoFN779MpcIjtzwwoAGkzwX5ivZbKsizzJPESDmaThZSfNQIP/qGM8v9PELh4cgfKMeZasnq8CDZQiEefivjz6NUtxRbIdaAU1T/9lVuRpDte/j2vTNVDIzaWBhpjV23VBO2LzJBKupjMeoCeBt9pUlwjjxH5NHzblESX8LK+D0aS2vOPItuXv9H17dHgwJLbbblXhOnPbiw5bKF1bQ2tUQeybyoCmHCnjtASwH58JrbZhgJNIMvQGVLYOGuNmpWWap1tiEl4n5lee1Pfd7YQTf6iYJGaBbwjqI369UAe/x9PGIhQ81k7S7TKJ5YYk5K7brrnffXkUr1IqIOEArp1RDl5jrcOS1Y08AtNAa7ejhafc4qt2W9hIbSKb5TOOtzajD4KXeGACb5zQ2Hgc9w+YiE2/02YP+CpvnCw7q5SzSswoa7t/0l+adBkS4GO4c51kunmoEbMcLlJz1NbqLq1RdDX3F4djEnM2hiJikhQSc8ePuFNmZ1WxBZOGkoqWbFwuMMqsThIncW1ogfcTOKhYe0TOjvwqR5W5GYsJ1wfqEjbCJIy2JH9VZxwCxXzQou6mtLiaQrHgTCxyAv1/Zn+he4S1as1Xd99P3D5eSGo8ErPfDFh6R/gmO3Zv8qdIOiVnhljymg5OJPRG7ebw2Ui+US+/F8FMnFZQJxPzaNdeqttBlgdkat0IoKP8KFRyZelqKMNrJSAaeWcCPo+NOHlPCM/xg3vBf2korcC9of5iI3lqrfKXV6/fSYyuoRoxk8bHq6v3X2G615RmEdTAFOpP7+4KZcASxz6szdcSyEDl7SfDOI+LuHHAynzQ4+XGTyxxT4PKZsY2pzsQ1lmeaTJRANHEb+9gH1vg/DqPlEXDBsVbPLmmgI8Aj10tWug7xmdsz7m88K8NVA+JK8qzdZidm3CBqe5RDohlaBJESJxD6vtV4AWSV8n7MU1EQjvMk4jnHqYsQubPcIwySOBf2m7Vn4JtmUIH+KrShSGluvSXs/oQFevawM8EUwuyDSqr5guzo0u9bE5m3UK44EpCiSwMT2QPyImumJNnOSzUAsglFOH1LRaHjo2BVwtSoAiGszMh5z2aM+xFcKRHK1bbRumAo6tPyMCM767pPU3czoM8oRI2hsRKwGsVnwhqUZEVPw9sapipoc1fDnTVvWq4IH4htZ1wjvwN5eBUMrQNePSCorhOo4zlH/SztT6A0L3pwuHc9svybrFz4pJnuwOhVPatD9nNF+gxqo3fLsUWcCDec07uU8TQvR3RqCi1vdYe4nS3Q2PRFvV0npmEzK8pSNfxatqAosOZqevx4nJcIgktaefqa9plgV1FC8hmzOnWotSawJ3UQlMcDoPPwfXQblbcezp3ImjQpnC0WMxuK6MxHSyqs6m5G042pmPckAAmx8+H0DDezCzSRdTRswHGseUWTVkL4Vr3ms2cIpJO9sHYb9C/oHyXaInDxsBjCTHnSM6dZdXUaPs2TnhS+/5jhBqkbWYvqDXEnM90/1o2a4R0D2FEwUGZfCt/SsXpuC+LPkgNIXfUhgmP0AwmNnX+fuPBlY+mm2ZLsygv4JSekMwu02O1eFBPhG90sKqKAfk0KECF3dZwgu8cBKEmOXdEfJcxRua0mYh3ASekhpd/uFNEI+9fkwaDKe5zq5V62W4HwFjl64z5GLb/1qrjOrrDM5Yt8EAkSJ0eTvJ/q7/tRzDLIzwY+9Vh9Fzfb4MMex2Jm69A8/0xAQCFV+uhmj/jCw38gaeyWoPbd2ct4sRJyj84x3Ft8XhEgQ05zaMTWwU5ZnhSfJkn6gr/JmpP9Eqeoks4iSVdDfJ3UaFiBFStuBsc1lBkxHEPDFQB/ELhT0l0kHZeBUYBzd3zlwNQS7tcM+PE58W3sbgiwiC5S3T1p6RUrkqRWfP9jIJNMGyttxxcKSud6PTRs2wy0vaqu/Ymo0YlTUc6j/JkuCy63YvQLOAQOGIlcxuff3kI/d7BSsA21dHOukvpSa8fcBdmZxk//hqURZXlrQ03YNXZSQHmphPsTTCiLZnTO6Z2MbKK9XVA3VQfIacKDWTQvjRMAIMnBd2frJWSeaLu3/bcycBgbp7nnqJLAz/RmIf78rA1AKB2fWg/KBhz2hKJZlz1mVWEXDFURs42uzH2rQlmUo/86N3mRrN++r7igiO4Gh/LUb1VH2nCjEMibBeoKcjPTumxj1hAf1vPiXiYD9RbSs47IOJParm8SS2AVIqMFccB65fPzfeslke8URzWAflZGQj6kKwO6PNgu6gl8vsajJ8MZ3yASS9z/xyGPXHnyapUzk40CMMjMGiuK/tasWNjp7LON1pNoe+Gz0dEZG2SJiDEOIPx0B6LpVNVlo5oyj7g+cHeOEMldGiPyzlKQHC4GpqRT9bOxlpdnoEa9FwsEsvvQq/pagRamo4PlXbtrdXi0beGdj/DgLt1cp4q6glWZTl2BcD0fsihqx83HgzjrWY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c46YWFioeJ374Z3qh3t/P/2fwH1jXMliiiu8Fm/8aJ5qfF9Udub1wBXVZ7QTSs93/Gj/xvUABtuo0TcT08Edy8VYsEzsEDXSWLT7pJdy/6gUkmVOV56Md3lUvMxREtec6qblavFfoq2OS5FZqXpecqBtqrLhZU9wK3frp1b0uHJL+YGBsCHNS/PatGdLkUah+lvgWoYf76pW2NS1PzkT84cu7loIbxXDQeTmEfcVCBgm/KCan7mJymYMSpR9X9SDPuVaMPjLV2c0TxW27fzsg8LEtifYFMETSlcDoqpQ+iogUQT/cvOpeOY0LQRXYZV4a03BfxhMJwMMPaHHkO2zqU0rzwxHL2tXfYyKG0Xezw/j2SMlKI1deltQJMmBLG2/gVu83jT0f7Mh4izGPeq+NbwJMKggGJLw0xv1cT0l/9XdXBrj6kNxilwOJvRj/x9Ms3eo3f4myfOOD1lTGIi83OAy5HZaHtbOvXF2PGgtK+FF8tutdUA/9OLGDITUMTOjySMSC9pumwOJXBOIL++YgEHfjNkZc5oEzV4JqmJxWqo0G8Y2aY9pFdUy9om5FP37cg9qCZguNQwkjDGwqTRTwsaVc3Gox0Z6H1m+s44PWYbBvi7WNdbCY89L0srDYnlmt6GLfhNyYBH16X4uTusQSdsP0os93h8ER/53SHtp/xywPmt06YxXVn1sj+Z/QPiX+auCYkiAqOhwD3tcDzuaPXhy+VT9qcElHnjhDHR2SUcy4zMQCaO64bRlGI7Vru1fj/iqQ1DKW1bvH8sUe7jonVXPXuWm1Y3YKuSYn2dXxmj3SB88yFEC+wpPzlvFP5rSI+gsc5GFp/nf+8whAxuvTVIllK+Qs/ix3XKIoXV0AMOV2V1+BgVqa+MqvrljOOpsGE0adjW496qJEGJ+4BCXE08XE33busU/lQZeSISSwnUmT2+mfx/hyXKKA9TOCU4C5Hn60Om8byEhU7qZmBurXPRUak0sNor6LmsyBwFf7IgpckhGHhTwEUl+M4G1r8K9btY5aJIN2B/I9ApTCqaTXknM0PkdArzv8HfJrvQ9ZdPKscL1B/Xd5uuLG2ZmhRro/qwCJF1sjJlOtw18UPg8WBcSPZiFHorTX7G9d6qeMEP66PQ02m9J+OxvLgG9mSvvOorowj3zgNIKVj3Z4F0ukGt64lnjrR3YE72nQ0ArIKkDK0PDXp8Bmm2MK0opaf9GRpsE3RIyP6QdY/W3bsYCHOXVlG+pNOWT7CQO1quixrLH3Q4N4Hgyg8Df/j35Jl9d9LI247ZysJp+4DIQJJNKqcb8BeBuI6gvGeE9z5GJiOmrRomxXz4bfKqYhSyqDjGHXoVuVwJDrSwZ0EsU0uVKFTLzEVFCe8vVC1Jeim6/turfTDE2FCEFOW0LyVItyte+nZRv6zc1kW96PnH6Mwqzzb7MYvpGVHgrmLWrJK3M2hyKm9aeTprVEkEWK53mck1PClj6vP0Tsh9iW8z1fOWJyos7ktxBtCHG6a1gqL5xZd8MsVbVtq3oHQlFNk/jaToVWdDskjqhnq+omixAMbCRw8FCdiKy1tNTJ4BpvC6kd85jt7m4LvkVmsA4VxJp3g5dbrjG9sOwcFLxueKfoC3xVjEbyORLSZ/ZZG78T3xoikDC/8kYL0jm3mw8pekiI54xkLnDT5aGPBe2wJt101X2ECNWLbcJV2Rgq3MCHk1X5UjlxwGDJYJ1T+9Hvf4stzm7XdrYniHyPmgPAw8l28BF0TlsH/eftrITbitWGZMhpLjTex8rH6JeReOB7nNw6GcokEiic3S8hUpJeJoGfHOvTih1QsEYQMgqKSkXURTb5XA9so3Nc+HLHR280uyB9AOLE7uxzdMDTvrT8FQDqjoHJM+acUWjldtORLhFk0UP00dN3k4KkCxUSV8MHugpDsrIFF1Rr1qlYl1ECPkyAw3mvVwIYavMF0GZxy46kzHHwLG8x5YuUVMvB8mWdZtU4QRagg/z0B2Qt5lQWbsmIkhWo4EiDgw8uUV/s6/27DwpRyeCC6yqkLiy1/nwOPFU7ZC7RsocnQD7ugDc0nLjZER/GVpNpzK/8lAPzPPizG/evNwLAlWVk0BNv7RdxpjmJk1KaoleYYwxMGPBehBxPsd8APzjwTW90xJ9jALWrPwhFJigCel/dGh/BAd5EYiiAxJyC2+G8LajjiN0TsebVcQcN7LdnLW5pXiRx7Ub/StQuXcZ9476OPTghwR3mJrrpb2ctQR9lQmHMifA00GIgL2dW994ex9Q4NTP4a9usrxW5V8ZZa+roZ2ifGm7nwxNLDz7PiKt1CYuMf2r6frg1DJHslEKJ+5yVOGA7i21ACWk5F6XuY3R8gPogqs2x40SySisMpq0nGIN7kNYxI4Sag/Acya9lt0HPwKIxQ6JGwoB8lIGJ+nb+QMxBitkceJ/IU058rBamsBwUajQqjq89ctUXmoSTCGQvSld5cdReJlxGd1NfxQOuqJiChAa8PgbbC1xs7oT2vERm7I6EkyHjVG+7CQbWwKo09fsQAuKp7s2sXpfjafcVsQ0SlneZcU8Y32R92P9PfKlLqLTffOo1tQ7q9Fewgwy8UtsMIGxa/ZG50RfB5d7UOY2s4CH++VJJGAYLRkQUixFzfjZiKP38qbZ+SAxZrEKVaDOl2I00PNgzFPNaglMEmznz2CueptUtFId7NraxadLX8ogUO6k1iOCbsXgzLR7k9dpkaHx5IwXsHu2HG5b8ILB+DoMU28qHKmzGiqaK36fCWtOoUJoJA41gOshL6Qhhwq158lOGa3r9D1bQVoQ5+3N6Kw6C/4hWzKB7IS09RUAt2URsuZKBkq239qjER4emDtf54Zn39BL7a0pFmafm2izj3mkOH8cGDMAM7FfMR4IERIBiVHIpoQKmPEaC+Npe4QgFXjMMFwY9UlD9U0QBZFPvrSuQSHBZ55WRSqatqfHAdFQ4WjTHGoVjS65uhHFGgKtrq/OT9xFajOkjo80XLSQZoHUgQeQMn/iuwvECVfc/I7H6MSPgrjAeFCyt4sHf+UhQllfOTBS82iQTjdBozI0X67nk+pOj+0RWffh7eNyX5X/l/sdNX21DcfMketBR3bvnrk+usQuAoNiI9au8ug8qB6JaLHPjmzqg+XfXpIz710D95eehvyrPHjPuebBFELbRp6bF3f5zaeBqB0UFYWkj0kHhg5QQbc8mqGJMxBq/u/neev8bZWdXfv1TC5ugxpSlWs9++UKgndt5Qx+atuxs9rJM9FfsICjAOKHBBkySdQkvzQ8lebqLZh4pCsb5Cf+OeOWfMDwmuptGv+iaRRicr5zgyXzYHh+eX7m/ZxaBA4jcnAllpSnE7iTgMquChrNdgw5xoC+MzmwYjVk/EbrYBX+IQvs6fVngU//xZ8+eYYMBCV+tWQhZEwkxvlf9H5/4fOuAM0ePJiOYFKUmAgk5YMszCAK0KVkLFD1kyc0USh9W3yOz0V9GaOB+Gzd0cC3cX9A7c24EUositB7lLXWXa4Y7PakUOK9E4K970GPavzR6UYg7E2MoQRiO1wTnFTWQu0xD/6yWIdgeLtGoYKqoZ8fwseSdDMIJyzlNMcmlCf41R8LfCwfOoG40H9/xxDlk4A9o72PxbuvG0SRoX1ELq09wB0K+QuUGe5l1455Bxa3jIjubCAqsGHwhnT3iHzJNSLRBxxdGm3Sg5nmKF1wMJ2TWhUpmjnm6QS6nF2f4Fh7dZE4NMdNzhMUXr4HfvOaExsS0f3j4CladYZp/u9Xu7fMtK+eyem2CafDvDxlLyGlUtXd/cf88OEVGVUw/KY+BZnHzM76qAEGAugLf6xAJxJiBX9cJXFO3PO0yZLr3xBbVm0p5wpY1u1+cVlDjI02RzV49zSrrVBBz4IVETqaz+3mkspgID7Bs9XzE7AV2qerWpB666j0lOcBzry8nNPJjl9EmkxVre97hC05Lrn8j0eXNekRXso2dIALMINN0CPAbq/73x7uVK0G269zeZVb6Hn/n9UIVhKWQkSRx1Fu1YAykQylzPlfy5yeSc2cACBb3TEMdseBswioR/CAPm27lwfXNFe3P6xjQ7tKnr5m1xCTSi9JY+ivftfGSPw3u4AE67Xl26PcPn9Gmv/6ML2e8R6dDid4mZp9JvLxFvlQKIBqqur0JvpECQfQhsqPz2TAF3Yypwl+x4Y7SOpHjpSjBJc5SebyVXSftwxqnwzVdpW9sqXmOYV1pqbOkw7Y7JXLyNLq0aLo2QHXOnTAh8+wlnYovA16W8hVZBTGOVOMEGgYeLd2+P9AhBDf/SGIOXg6JbH9T3qvVUh52+3leBJtyIfzzIU6mojMNdtQcSrHwv+aVAE70v19AHSButFvbW/nFBQg3FENaXX367SJg4T2YU3ioyAzEv5wsxC4aTIbeqMuZ+voAuNP7EoKhZ8+0vr6gXMh6XsVftxjLZAeOV9+DENWfNbmI1ICQn2Vl/PjxKhWkuBmgJ7g5Pp5Eslzrsrgz8rcIQR2zEvQEQeexUOWRywEy53UaLBsEnAE2e22r4H6b4gXjRdehFQ3Ppbe6vqg8zRAIyNgAg/DK8ZUb83POiei9Wk10Erz/Kek3vJ+/v/zesW2VTISRfAK6K6ezYt999omX3p6AsmBg9jhX5V3nbQ9hj9LR1T40RPtEOneJ08o1l860Yg9WqQkJIJNq2jc4nagqWNOKn6vtpMpEghqPSrwtSgEr7/MRkt+heWUDmcQ2uQ5QpCS6YYcGg7Tav/GkxF/283hguybdsHJ5mnLGBJ7/M8XYNwxKH/yVByDJrLJdXJwRRVrSzh3X7sjdtfrmk5vJpIPzZ3JGspXu2AINoCcrxg6A2xr6cI1B9cPNq0miBR3awKVYe46pJ2gQTfrGVw+pXacdv7Lu7Lu7wpHFkKFmYHmo0+gJq5q3/5gBVb708Bn09dKOt6QauDTDNr5E/nrfIXcLYByTOwwkzo2BdeNF6H/Wb6jYtAwHaUVw2h2nlLFpXhTJ5SXpne4dvPntGJ0SjJMsSnT6Lij8RMD315Sb3om6RR4ZMmu5y9nz3Wv4/1V+1ZnXi9rLuJu52sj/SB9xf7jiaWCeFZ1Jaqyax4wFhKn3Rw6fhv599PB9qm5z28hizIhO37EV7Lhrc4VKhwoFFy+8cCXH2cBP8rdr0BRrk571YqE874d0yNlNbP7kLHs6J/cL0FOTrK1U2Hwyo2e3CGDop4Oe9T7MrVYcJvPn12zlylRIVnTPx9sQ/eyTC5Mxdzd59091bsCT/0aI3asBDzatw6eZ1x/fJu7sqcd/4oppiAtg+bApoB+qG7djAn8mkqYxgMCAO6okyOb8eEcCdV0zZJnbUkvey3mqjpslHk5YVQ3DFn8yXYKbpETSiA9J8mcs/4Y2ptvq5QGet0NgWZb9bPC7sQreOFhowwKq9q0ImqOco6v4aCJr0H1nz3sQK2BXF028hXOsDixgrMSJWyZcYaimCXgmhryx7eK0dShzrZksy3HNkf9WCd4n4uva9QcNmD3zc+4AOX1aCE1mr/LdcHf50fPQqMTZpJmbm9CUZDjrOg6gUrQX6F+RBclrAZYMp27/Iv25niNcgvs/gLl/EwOH5rbR9aNCSz7Phuxc9h7GEUM+0lYdJcGhFwx5k/YawewVXVLUODBsV/EmWECa9JzSJr7JovWKb83V9V6c3bOcd2O8cGRNf/kUMlvYvCMs/AzCgRxtL2SZPhAdNcf/+tbp9MP7EisXQujfjV1WiaJqnWWUqS4kVZHitcF8opGrVlV4vc/6zGT0jqlZeclOyriPh8TWe6dB7QaMP1cmegLnaG/9I+8VDXj29GxgwbBehJF0Yl6fYDbJf07EKWNf4V04o6ZwIvXhQh+u+8HhXvSnmohIW3DlrsHd74+C7qMYHlXLxYjqzXElWPOdi0CuuQj7TqAEAwwxUDpcmvwTyExlUgiwRD9iN092WMTdjvfL/7OPiCRoxzTDSBBT8voVIAWRTRpbQDHoQntDYVwxuwTlPNJkQyhCaowglA7Em2yfKtLb8/N2i/EWBwOOQlyIDLWCIqeQmrth/VIsNjAtjlK3HqVNCMvL9abZ8Y3ApJMglmfSjTZDOiNOX2d5omSWGuKl16VpU5QlGX9fHkpZpwY+LM17r6+EET/b5a1/kMYIGvfethnEpvI+WpMZRKVO+u0KEeh6nGkKjLA5dL7RHRTU20dbAnJJhbNnm1CtHQBlrJ7c026kMzGjZ4kmTGJMmMjbqbxJL31AmJLDZtFZkN+TcuI8j1zQZHYJqdAKwC1vapi+pMSj11Un9uOa++dT5ZhR2J/ivy16Sb2jPwvQWal8WZGanZv8Yl1ydcJ/pTDDlmNQzTLrV3Ulz95G1QzYHFGGr+F04aqwpdp3r9OHbB3c/Xn7PJc1VHdvb/C72aqnJXsOx9zrvAnRboAJipyV4JHwm1O5kNH0rWzsz6W0rPdCblfDUZnZVaI007wHHlco3dllBHAiNO4TSq8sPUThMCX9h8gO3bQ/3Q6DgJywSKYeTj9eiaR8ra8HQu7DmK9bBdEHM6B37WmbBH8AvONDFEdcMfunZ7G7B4TpSc0XZ5BcRHfw2f+WY2wQq2Yw40RqcWoocD3PkAJm2TUFSWA0juqmNhDixVagF+iRjhRzpFSIJXguhqPtq45jfXfSYlfg3WF+CcuxrUbJsldahKiTiH76qvvj7L0PXQ6jb9QRGEhhvgmR5may6pkzLMTjce4gRRLGjh9upjWJ/qE6frM+Efj/OncIh9iq0u7JIPrSkT3S+zDzBpqP0hFRqKVKnUmtu0n/J/mGw2iGobjxo8j84tFibBOo/H4S6RY+PGfcqXVVPwpC+oJqKx57InGz+XJLod4YbdyhCPKHsqYIW9ygX/zgPtaB7osOX7fQsHe/yiNOkUkElt+uaz1dRBD+99A6CIDhFsnd9vWMDDahjb43todiwgnU01H3k9Gj7HLC6NhjJKjOPjH288VbebLJzcwhpNTXdLwOL/8w2QSYW4uUB+1y3ueeeErYCGWBREHveH6pqZvDDRbt+hR55rmXfoaPVtl07l2QnECzGV1Hdm/y1ZTM1ozh7/FqmOKP+7BuF06zguPnhi5t6HPoFFE94jsI4fVj8sqkXu4BA2BQGXTC93vAOhNJQvwAcadFQFcBI3Qr6GFzCijVbLToaHx/4Nbx9I8Y18ql2faXIVdPgvdYh6Hh7AatrEuzHlFoETCqVguP0qdC1XchCRqd1Hsw+82BKS9g/gFZAGvmO58xJQ5nvQm+FdhE4JnRyYX7ioNosO/MmIcX+t6H0Tm/urXIjw3wJGTrDEQHT4wBHdocdO85jl+RcfPJmmtTfU+norRFC+G6Ppnf3vmho6kwBtozuEvW4/fFkzBTOmB+BFeE4HJouDyK4GV2V498FlnAsp7JGRjQlAc8/4oPlN8SkfSsixfE2lDpdyNqSGINcgWMQNhK+IMKwyd4NRAEe3fAF4ZLaT4Ow1zmEUrB5e0T7Rz3DDC34uAU4hAeIeGZh9/DSCI2lU/EIRsi5RrdhISHjHY/9c2fggvPw5XxTT4kSh6z8Wo0cowIMyJz5qqwNwC/RfwPXRJQQcCg+sEGJs3glJxsW7Ucbx5hW0Nyo0gLJvgGT8piw2gbHQx48ngieZncXE05BgZ5NPZ3FIvgnmID1N+hZV4HU9JPU6HNa0ytA79Wrcf7KiJhL9pKdClQQeu2StKsiEexQNBZnhD+IOfn0yyZEQHKUV5b6jOD127DLZVqY5N3CZsqEpmfM4FcGUGC52QQSkmZUYIbmrU5QAoNTUWO3W3Gf8uMcEI0aU2s7RYsm/6p1D4/cZEJscfYbZ/JHeZ5f2lfG0KZXuY5n/4pI4jXyQmzCovC1HMtxHsXTinQJsDInVEQI3SZqUQehkuyEkL7RUqHb4OwZPJ/tnSDxwGh3bVn7qKXWg53By9aeIJN/AfwyZeoCaKZPny5u0Y8SS9m/vn/8Jq9sxggIDjjBxz9kPscYkCQ+DO4cZNhCdbmBhzz+L7qFQ400SpVdrMmsgfmuY78pDZ0MzxmmI0Ej7JUsBCz+F9nerJVjretTFn5AM6leiRvaiSJWn1R9LRLZm7w7LU6u5hwmWTZCCVfn5uOqtunN4jH11CdpmcfNybQU7RitA8Vv3FLW7cV+YzMCA9PXGmzvDVKkCHSACeTreoApxVBKfZANdRiUJOmL9HNZF0Bq2pPOoUZvC5ORRI8kkkfOL6/hce3CRtJkoMpm1QupOSl7okWHKxbKMz+lxsoo86nRhcyt5kRxrJXdChH+JI2SYbHnFlh+4lOzX642EAcR0ucW5UtAtDnoOWHmNAMsg3ZzZmPkP4zlj8Ft4p7Dyw9vzhkhwoMYy/Kys9E54n5qaP2o4ZHEeBt+tq1MK5ucU1klRJP6ujYriTc6F/U7dQs65EDK7p2AkQ8MqCNBkBP0b+aSz2KkGjSXqya0X9NnrK2K9pw00AJKGParnOr41uAOo7onQz5VmpEfUBlwOzrS2Gk24dL5hvM5Q9kHC2Qg0HE4QSaoBsqoXIosA5vIFu99Qzpyy5hR0GgojFlGBorF5+jiuVa//W204zCZ9B1eqoXEvCKlzIm9GHRka3aLG8ZZo62ZikNTiJ2X8TrSpaRVyyAcVpXI4kNl+hKjCBRJ+FuVxbsgzLs8Gu26vkfYi6hdLP6F0ONh2cES5q5JTi9yE5TrFwd4JaErItTtmAJJrTIiCroC8/05OKvPcdDokgRzNGdvYM3KROn67yuECp1ziZ3SsVOszYtFz78xKLQXD7zBqnL8g7p5hwuW6gBupl58FQwjpu/xIH4wZ+PErAGIkQEQJe9woCLgsMrHcvrhJcYnfCbSapGEhak/7EtkXHOwm3xBHFADZ2u/8xCMnnc5876kqsSoBjq7Ofekuv/KTmNW8tx63SWbBntOZPNKzmu4lIwuJ4jXUvp/jLtp9TEDEeUl7QCehhubQnp6GvwSyMMAiOVWzn/VszQ9OAJyLnj9eVVaxtrsiPzjObl6bmhSah4erMuUEMod7Nc6g+KT2TG0tE63TFHAffvJ7sfOochy7ngGLKp3+1YX62hwWA8gLvfl3BfqK0kS7vHZ33H1ATrjK2TZxb0DBFlPu0s4EICuBi4Rmc853iEZFmCA2T/E9nI4pwsevI6pxXw5w6Z6jB7Ar5GfSKt882rINluFEvoFrlEkXCI88W1J2bxEER1c2IU9BY+VQZlSV4w3bB77nxd0w0d0h0ALCBjpGy57c9IQgKrGO3yhljAbZ8qPQi3dRmoF/sVTj2KRYYYJcIg9Sh1REqo6guyt0+oIzXBq5f55AK/aHCbxDCb8pEwbZkNZ7XHXReEa2EZCJdAHMhOPJjkw6e5Z8wZZeAQbjj6o5SsrIKVYzcaajzUOxzwjiAPDFaN+ykK2LSlLD9R1HLZrHRPgC9vhJ0BCPTJq7FS8UgIz+t+2oNimaANX/ulU4tzbsHx1K9HayghQfe8Ov5X2nvEth8F6RLxw/DSRcMQTW7k8E8WXeo3WoJCLNa6UrlKQYM1RKzffxBqhI0TSa0EKMQqTTrdOPLh14OzTqON3a59eFmDUkITjUjcFqR3iOBdcIMRqD3gnXaN/tBoUMy9bxls4UrD6dcbL47tGRRZBFWl6zuKagb/T1SS7IOt2lsa+g6qV4ufiRWlBrnAMmH5NFpO3VY2Wds9LobkwzuMbDsKwGZj93dPlzRahqZlckglOfMVhGW+DS43klhdVVA3F6ywbdjZFWBcn6sI2CaLcXCvpetxsZs6Ti2tUMegpdoPnHYByDZS2cMhY8nyqNzfvS7b1MjOD+u/vSVNoiGz0vtrSzt1wiQyjAVGMBIfwHVhJ2Gc/5j3kCjq71rO6HIKEt7DuVRKDacs5Y4Lh2XK3CSlPozWHGIjg5Od/LDSgHbm4cHJUuTSE/rpVvflSYv4WCmDqEZdXaN8LOVjgRthXLWMN/QTZ0+Au/2TgSIgx0lUThdQyPT4GFafjudu0C9iqPcXu1UWisvvov/4Nb9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,iv:k+rUxv1kSLSCN/KYCQKi+FNCsKZxI76p5Wy/Ay1bp5s=,tag:SSQSTSfxUa5mlQ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t9Jg/OR43YeWJPQnUKKZl0plGs/uBZ+crR8dWF54bkwWtuoKshO6FceIJ6TXckQvU0tkXcpyH0QLHeK/n7ZQm5lwRclxC2r/UmE49yRhtCC7vMyS6o4pgtVkii9pb+fbnlDzmIZ74n/rO1XeMwVwfsl12fNZKfl60zV2fQI5x0dDHP3AO8Nh1NmFcNDzNXEmIA5rLVNsMuxr1UmMTvZ8X7fHISJj9KIMPyb/YK2CZ2xCW2REdYLoVlQMls+KQsw3Msl4b43yD4vEv6vePQwX+kdqJ5DYjq2JDQ9i24AfIYOV4fPDItLMqvUIyGGv9PuxG5GFga5rg//4UQUjZF0iLhYXJACd4NfFGSY5WmLN9YjUwetYPPMOUPlai8Hlh1ezBMYjxjzNKxcU30OlVIVmJK36IOOEcm2g9TjOcQHsm6pPWqOK6kLN9Miq0Y6qLI2uIH2HXh+AsZFN/cNcZGftg+pzVI3vcNLDWVQ/JLqXqhBRbsHNa40FHi/gCC5N98OYgSkXMY8V5Umm6ZCuiz+NOMzLrE4IWTLFR+mM9xEgW9/VnxexrBfQ9IRnQAcBwaSEg3MfXhMducbQAZeRSHOcGzzG9b1OIxhlIGcpeWZDz3Q/6XcP/7kM+AsGdoqGqdPgImIg4EIlDX4Jzom8kpaut8h/dGYf41XdRDC0wrqFnJex/pIBapipTf/iAVN/sP1p/fF6T7O4mue0t4ytdxxm53F1chlSKEGUE0orkgi2X+rh+LZkCbjPLKG8vokmA2y8G+oGREge5dKh7PhmfrhAFFrFx1bR8y58dlVpd88mgunfLWjNDfbkFLzQTOnl7jZnwQSkaBtbXk/As1o0hEQJpWhlDyBMW7omxGXHDwhjTQw63s0YnQu5c8kVNIbYiSetmoHm23FOQLORwrWDShaDeQgocXEjMgvooAF3wEwyn67xVkNzigxIrqXAtErNrWWvRGIIVZOKirMeRK7RY6uHdHYUABXZSdFzKxcDy1qdik+3GYXB1WevxN+5G43ftp42cjc9Z4EVv09AQ4304USZTDIDCMDYjIMjzmZWnee1LQExTEw4+SruzNYdNyKyG7jK6m1IZWNqU1rUSh2lch5gp6F8p3u1H6meyarEpkm+zag9LrJ6bEFb2T4aC7pUr1bPf3qAYcVE93hcJcTNqUpdDqJoGwymJjg46F6ZjuT9eHpKvPYoubc6F7MjEk2jXdgpexC0YHm6e/xlQDjdi0G0jUDoJN6sIuhK/YW9igshP5y1oN+ixs6LqW5IYbcytTEf4wVQHx4LOzItFQPq7EY9bxT5Bid+DZpe7Fpqcc7aP6vpsuyMoMBmY2EraWHk9LgTsUoc2/YnaJxFUNDcLdrpEXJqaF4IliMJeZjO0kgNbr1VJGzGhDH/G14hqCZA/TvMQt9NI1iYQAjWNeJWWynca0XthHC9y3HR6idk0S2PG4GEWVjgy3EaQy2LDtfA0ZHsiHKLn3EP9K38oYMXRQQDeDKrJJp8lSg/EH0QT2LmtnZitCvNBlrQOFT5A4qM0SUveBGM60BEhIoZmWLMrAwno39kUizNTQ7VlHs5a05Do6Ipkd/YI64m41j8eDQd8oJs96bx58rZ/8ksTH7jJi1KqtrkDHsJ/mSn66pxhbfporeNShkPICP1MmENDvmP8pYsqGXN0Zf/yh+6QPNOdb3TGXD+d14dCAfz/rvbDixrK/akuQDu4ptDWSgaLjVCv776QNN4dpLPj4MOm7dRvLccv5Clnn+rs8oiasXqDKSxTgRrqD2uEgGYSfQ4ErWdnhIGkEidPGRZlNFwe/lhAfgmd7qRPiJl+gUruLP4aUsbkN5Eke9UFJ00oODzAc+smZ87Q13VJPYnWTOjGtBm3+shNEu1PBVUsxtYWzLkA/fvvJ3bShuCEQQGmucah2Z5sgZ2MDfVjStPAQoK/NKfFvccPNNadAc2dW/1o19EvGhaXLtN3dfp5gY5uUW3bs/vR8m1C0oD4zrApjeSDmAmiiVv7Wp5ewCwQufhnpnpwNX3/hWalM19Jyy/bIH4REEFAx6r0SxWJM6icRpi0kJJGwC19hAJ0le1qUIr0HgxoTY9ENCHycEOB8LIU2T60JobZkD/NO7RWfRe4O77e2QWQRFvJWHNj98JMInIq9Q+IVi8T1hqeEgENKnD1jyITxmB+aJ70Wg+/wutSgip6BIJgsPaQyzaxJd8nmXYgnpGqYJlcc+DDh/rYtR4+M6XX04p4gbJLqHM3ELaPdNG2zm4rS2dNeu8k9qvx7CuaUvdKSz8kVmvZNqewylMuL3R8cmbz98RgB9iamNzs3rFmYXmWouJWWcCPBZMbdNGURXxUprYVZ9OsgLp3Ppz5vcx352XalA8QSzISNJ3h5lu0OcZsNr2E4Yb+28v1f3ovk1a6yRTWEFjKQFe6kUxGvviuqTVoNcvsVnU1jYhg8JUzkU0E5o/UWH+HaNAqfUsdR08wPDGQm175TyAyQuoRc7GXF1+WN2Q96zRLT5xIvLACwml8nvRFk8vBswCDTLShNbAhIn6nVXM4FUr+PwAUyrn2bfqVBl9v19Z/K4OEsfIUAM5yHZn02l6niXUm7sYZqA4eebP6hmPZQ4AQQe8l75PnuQN0+JkXD4M4xZCgwxZaTfgknUvegUYiiklo8sL857YHANY4PDLKMEJgepv9vWYp06SIu39foZ5c1T90zTwj3DRdvYIy5aLq4CMGQEjPuJcaf0kZcVMcb+xhx70E2GuvAJKzBddfcAvc8mfcQMQC9R78P66r1Q0AeAETPfME6mHQ6Nj1kPhhit+pAwTXS3w30gbnVLt+ukL268H0rt2gQ4SBb0jbx+TgT/KJ1f7wAn56vdRBVet7xKzg6ho3r8kwUSzCuTu8DMbE1nNv4WXeOv8KJZLNVOxzMnYES38C0rVkPwtXl5bFvp+EY2TfU/Yeergf5ZN2areQylGMnA+oJLXCK5dlrPfZsx4mfj+FQDTwp2m+mcZdBDJYouLT1n9KRCKkrmK6BtI26ULvb+nJ5iH2x+FnxfOdpfNKoVTLrGND5e0VAEWj8GatLYmj8AIo9rX8ZNjtjYyOuncl/thF1OL2wNqizFQZxxYbBuWdhARmLKlE6aJYm58/syuaA6MAOKEa5N6TgG47PL2VoMvubUWSMuQ+CeBGx4U4FH76oAF9T0z6wqoNa1iXWGvGGyC2K2cxXs5/IHSdeqTQis/HTOiAH3B2ky8VXiW+/PSQ/TO38v3Hdnl4nPrDjZhEtBOdKZZ46cnAILjy7smFlKp+RJjKYIvAQ+zhwBEi5ox/0/lgh8IoJMdaIIgG09r+7IYrJoVKDC0Jsr8vAsFkwYfK+3yzpBMZvXKWW65N5b7SNFiW8ay8SPAn1AVKf3ztPxne1E3hVJmUy9b0uMzx8xIRu5QFtL+XpxhMsZUfz3wz+HJQo26wSkWmr908AK0lsoJlcjeVgaZpWi9lOCO0y8d3oisawJ8AvsgXdVGIc31p1lSI1R5fdGaem4Dw8g62xg7Uk56VHxNKiEuX0Rd2hoNgQPXIi8QX8M2N+p/URC7xAsc5Mfp2vhXdqfEhVXBcOlbOZLKmJqO3L0YVU5ik5L+xC9InCftKDaqFK+AF2dXsP1OwdyE7eR38EH3hx5BbZGLdYR+uk0e3LR0pi6H9wDFigLEelqgoUJg2mtOXzCKTdoy0Rvl8c7ULcXV8j0V+b0MJLnUqwD3MxoGieI7Cv6SlhRtF2o1RYBXZxpRqZ6x6sa0kQltJ8YNBAEv0MPBFC8Ndgj1pNDDBxgr+avGGk64O7WzumnrHuaLpPqKORrwDZKPljyVQKXEX+YwZ+mldzO0JuyqdSV4KJC6lfO6BlC2oY6w8CIVcBmSf0GflUMO3KRIaAFShs5hvSUG0M7s2vuHTajfgcBPUC0IKhV2V7oZHfNwjckE20XURsCVjsPmz3lRv/oaEMjKQJS1id+zlGvafCo7Qzehv+jz3rvMEXErAbJlg4svdMMJ16i/BUqqEbm3do7r8Ou2UzflnBRfv09J/wlWqyNdD9UdWCyghon2iClCh0dyl9LBQBYQESW9EFibD7ifmxRZSnTYw3ybAPMun91cmY2NwpiFL0eiMyfUfKTot5DF9A9X0+3YwicGoqWP8ivDDTQbtcgwYbSRc91X1knSgAqdPYzpczWOeo3qrDPilJp1lxGeeeY4OfqjLoDKN4gdMZN6bkxMFwqBFZcwKQpvbo+6BWbRTiyV0pEZzAjKMg5jBTCGqhSGbUgbjSH6mjY0DuTV76wo06+9meIv0oaFSwvf/XAlZNw7m/TKVWnY9eTufh8i9c5+vZGHNnaa95HA5Gex64wp6lW7iOXfb6ncfpYvMAiUm3ZbN4eQJ0QItBsyHHDMNcb1h+QWiKC62+fUrJXbXRXVfg4bK8EPUN/JhzEnTUWs6l2ovpDFEhwPk46zGsaB2K0LzR30vlTjQyaBA6Go6qBeSWNn8Z+PpGiNjEQuZjMvAo8W12ADOiqwWyQUgyFmANliVdVr5DbwubvzukUD0uXX4D01DRr5eq0ehlxW+2UAHk3oM1K68U8ZmaneabE8l3q8Ac6jDyQptnlMjnosCgs1Xrg51NUP6ctB7otl3uzBNGJq6pd5BrzvcUuib7n6+HquZjce0ufUliKa8IaPd39BBnQar807rdeMwSI4qFSQv3RI+Xqnn2QBB1NWDyjTOIOPJqbFIi0MIwS+pp0x5OQKFXCDRGGMo1PyrgoZqcIYAePXzuLuZ1w9UhBMB+TEbp+gA03Rfh2wTWfcrAZjcvtzf2F+DUjOWF9OGPM8VrHL4+ex7DQ67BrBop1WywiIW/k8ev5g0+lL0q6aKUZwSvifO7+1MABFYhIv4pk+QTs5QsuzBgRG0WNUOHbhWq/aP37cIegL9rcUekfMO1V3/2Jv36UilNsJDzxZG4pPI75OzRSqStu5vFgZmgAKRkKAaZItoCNJGBr/1nYuEyeG1T/E4yrAvMW939bC/8th/kWp2v/YXI+il8C29OmoRgJ1EpC46eUT+Qz+UTW0zVukMU+M2GJYXDyB2WJ+nWpUTc+lNNCJWHQ4s5ttQ5dw+7wF0WNkAIcPw/yeU9lppeEouEq1p8EyMHhUZ6UYQsi1C4dR8alOB6Q34BXc6DqjXe0KKm/Mj5RrdRSJ45o8zjERlMm7ROerHfSfkQzhJY61Odw7QA0JYG+SDvCrP+1FfxA28o+4Kap8zcF1oUARC3854t7xicFkuXFeNQssYI498L7i69idl4q2UzK4tvDCVctK4hVvvWwXjlKxh4HnYCZX4jYI7iwpvHRsJ1SM5iHlScMTYprGpW+nNTeh4AJwJeLeT3PR62eyWhAs66+zJfbofJ0T+wgT84EqxYkmzXSKkHjUDC6cVrgNDboVOL3QDSjdsLdt0o3I5U/FP5RhqLrZcqFo1zrConq0MDrX0tm+AX6kkCU/qcJZeJ6PtlaJwtGPCh5D6TpF+C1eC+lpyAHz2B7Y38e1znrVQuO/vOBR4pnMcHpa9j2cGZXiA5GNWyHzQyo/fbSrLSBB83iINXjkUXrAKzoYhluLNH/JSx+PB31T/zVXJmWnaiIHt6z0kMpwFpshthJ/RAv8vaNTUVnn9yy0+NH3XHEOsfa2eaIfo/7pkx1n63dSuS4d3OwqnsAAA1TaGXVteMQKLMVs52axfKF18ztyTUidkvlUdoieRPr5M8fvXeO/Rsq95g/jDU7xJxjqEm3IXX6s6QIDzaghxDLU2jnG/Oxy4Yue/jckbDFy7o7y/4aosmP9TcO/lNUI0ns6MpS4kieNZ+lw6luXVBEaeqPsvNKkCxnYhVVI+0/6bSAt7pk6uPESSVIpRH/Qh/e3dY8YmE9VKFfhG/81K5eZsArCWSyX1dFRD+sr7HWBcN1pW9gkVB67sV4xg++tpDgsHfNYQn5p5M+UZ3eIFHu1RXZQI9/JZd1h6GAw7l7a+VY5X0bjyDnd1Q32MVsmjj0iu35AEOUyiMogLVQNRuNqr1bZSQAD0+xNxPmW8M5aXE+Wz/YJZ1KQb63WOVE16KhwSwnatVeOQ0kbd2AxGgwbKTE6qb1GtgZf7xyOWO/t7czlxARb/rYAOcumXCajvVoNkV2z76m/iJD5KcX2iq4ne2TUn0UZcFo5MVK7yh9xAXWbrq7SLo+cnj1Gjn1tOhF6rUJkEjK2PKMD28Ca4OYdFEr1iz10+bn34Q1UnRQI7c6YW6kAOAH4yYpUZGcFfNucBmWGfwAHokS8QblNSEbI756pcb819yWaCMnfw7hHBz2nENFPBg0eZKfxsXpx11CiN8sWVh4mwTKeIK+UvZv4S2jtgEL5AC5GZPGcV8osUYcU1J/sCKwptE1hGlUibmhmPcsc0AiE1aj1RykrOuirWoYGoHZUZr16d0lW5gvXmtKLzkC7Nhvl9pKUI7HTZay7Wv0x7sq60w2S9OMhEXhwwrBGPwrdBjXlDSJhX3ww5IeAhB86QyfHEoNy4RmkuRpwPEBOYREu7vm/XBP66dNq/W/CFkGkQVPr0/B0v2MiIfiYaFYpYeDhwND/eZZkb3xW7N5ksHWYzAvBj0hXxXXajTPdQtKF9aoXNgDdxBwUN0+yA2Zq30JjIHsEGz/7zNbR0VKDES29wrzroSiqua1dEr8O7vEUXHzUQ12O7zlgoa8xCJBmQCWg88aMZZqcKqtxpQxTW5kF/36MGpnY9WMPHnpncM0MscsQtXiFNLC5A1OEKSZY/k6++EyBquhbn6HGAXKUWMDqDME8FxwUD/Dg2Q6ZfaJHztaSBm8SeD9aqVAv8hGnNG73XTTimVZsANLCaOonRn6pYcQVcegBZGT1EROyAZJdqfXhwKHNNQES6J3PWldNzjIZr/VJy+W+HU6NPZYCtm3EPUAe9smK7YwU7YUM3TJeoA3cDk+ws8u0s8kDqemYJqv9kSswpBiEGG/YqsUB2MlJRhatD0+SSpC5AqCbHz0EJafd9M5P3Q/57azzYghsyWnBGhMBUbdJg6YhPXntBKPugc3isXi23SZ+GA8fveDpoIhPky8o/j2RJHVO5iQEqKM83Au5pssiDpwZBHuGLfKdhJpLifmI7bVHzgG5oCh3v8ZkWCqpI8xsAraAJNeyq96z/hxqZF0tA9sFIbt16jhrjr7n6MROSFLGKDKRQ63jjHUjcJbizLMR/qDNaVkAPMu8i5cK2+S06/8d+47p+6g2YBjNrojHgMz0k1udHRIdujkl15ok45EOW5VWYiUBG4ORCo505n9+On53KaaUDHKDNAK4pn1ssGsxX2j4yH9v8xTIwQhg/iaTYsf+pGYRdAXOd8DvKgNXm3k4XW2y6GxB4UmU8RgC9j/nPLcijubeMuw76Ef7fbzkKfyNUdTX/dmSnL7LzufT2k+3nfCN+IykB5ErL/jO7HFIF+d4UvoDElQhUXzgcFF0WGy2dFCzy0yk0NUNwwB1KZMz1RmMszrVFSxHotDfzvyIzlKRxIxS6t1JGFYDMt3V8RV/ldqSuIcrBstSOLKncGal2Mv3l/K6EXKElT00I0RdpOai9j1HijgibEeIcZPdz6X4RnkT/XSMe4cglztcjTjBjJo5FsCUwaSE1bgrYKs2d19EOsAIkawVCfv+vWkTWMN9zIb642HHtgyLXQc32nk3oBMaVu8sT9dWhwPcqdIt/QLqVy7kfoHLTUmL2ZXOeChxtdVPBmyQiRLn/75T6HGrJi4/aIZxFcL2Ri4udxnklvLYj27PQ4peXdkhrkmjfRvjXy4lqh/loyy9dPiYymoVAdotICS45HDpInEnaFikz5frZb7Rm6DgvVYNLVhKUujOiHRcMnE2SwdN1oG/dHUrKogiqVAzOvQPtp425zUBhlWRv/usM2HYGwo+TP0ysz+O+6O44ojTBQGRrDTctcuUvGSS6Gggmgf9AsBazTahkBEJUkWeSdAyja5LiwkEpFU0oj7CXPxHi05IpX2gBv96Vfhr/KlwgfFrtTkqeyWnm+HEKvI5q0EordFTBbBxyPLpH6ROSh5Nfjh3d3dlK8cMBwN4UMgzEKml+tJXFnJt/p/+O/Fl+8F1TnWOXeVQrgaRGboRshUJmISfXxsWLmgPiwHFP/gDDZsV58HK1WduJzYM5Lme84NoniDQPPYIygf39U6shbKvEBtKIVSVrTm2n4PAOu6Ya81/9+oU5P4LCgdcy0kdh3jIxm4lcvLXpn/1rCFkacZFAZspJ27Q9sdGrz6vde02PY2aJ8WfeS0SjoW9d+qSa2sTd46W0ENxin7L2TDgSQHxOIlyUBiliVocVR2AN1lyxvonvl75+FYAG5HfdXb7K5krR2dOxNEBreAJEoN7dRExCd6OtkKAsR9uGOv4FU7QmU5orGlw0eeA+CM1npdOAt6buohd06xOZQvTAZSIGtC9zROgXCMmu6hkPyLZfPMKoPEDuDHgSITmrAfG9JGSATxexQsbJbWNuGDI352p4n9ZrJnL8gq2SZXpYJjf1UGofvQX2nAem6aO2XA64BRlp5ZDiM3d2LVzDMc6a0cakV3oaEk875rReTVyJAsZ8ChuIlvbc5Sehyd8dIvLmMSTmSNbBS3O7JwwqC60+YUdx3a8WCq6fZ9fDIOk+7gEOlwJPXHBrLt3AvEwretx9xsOKiGClW878ofGYw3BDZlLHE4EFhnF78sNxhfETnQK/X9MyZG9YCv5IekCCnijvj7XIT/MsDxhmXgGhqOIyk7tXOY1a1srcVWw8jkdq39AMcm2Q5Fkq0mu+YF9DOTiDy+2928SJbJhRMdWeXickqX1s2982wXjmDCl1uUiZXql2MNp5U35agWEbM3DEyrGOZN/4NjuRioYCGWVrn6uaE+BlRK8xrj1lh/T87xeDjtv4iHFR3KTwNRhuqbnMUQkYfpuGDLMU5+OLn8pKztYKntFCGSMHUHgZTEQiSDwussWNQNWZRoN0upNSpCA1b6dXzet6m0YvRcplOSDruTJ2D4Q+LlhnugtOYwbtmLLQSaw4cna0Oar1xsuiGfH6Xzr61INtCjlsplh9nrqQ39iBGrVkEFVaQfZ438xlJ4mEzcJDRZ31LAb4hbDin/ubLhwNK0jaW8QFGSrYFHf4x8IAVKsgjtQj/yOa0qB6xvoHWTh28/A8iFm7luY4VBGpl9ytkiVTyBOZ08fg4xCvZUOVMlZF8ZhnGtFYBTXMWdKXW/aCAC03fRfOB6SfRbFW0jYx03iBq35boDa8zTPSxr6fPdUOZMkXNnAPAgGtd/NXAH3rMfxsxny18Ds2lXLkwDnRO1rmtrdm7Art4w/CoH1ZN0Ftne63E0iLCIC/aSqvmx5CvLS50aAZHZGP3MC2JJohxLpj5zLQXXlUdNYQMC5izBAnf2NJItY4m6qLycbdiEZ+NHJ5CfFGXgR0DALuaQRK8cq6DPpQmj/2PMdZM0o79NvhN21zo+K1lGBx58Jz9i6C0McXnFzE1aWnkfgWWpuiRYfA8WlxCHbwR8bSvW39gj9jMTBVUE0guVbLR9c9+AVWW2RdHekxwKsX9R4RfV1t+GeBsdZ5U/qUApgg3HyZofFFOhhn8TAaqUKcHCE7kaIXHkz7avzyuARmkibI3ZaIMoEyiaBTwJ/Jf9ORx5gRNlP1u+/f1FzsPHDpVExj0yQiJyGIESoRxbw+Xl9fgof+7gF4//rwmlWQcg4oMf2TCEAdiJwlnLtD1p5SFLnb+r26Iz09SjoyXdMaOhg3NRBmRFNmdbVYlh7swBwhqq/emHr+DUSlYseHJbTTKdDSiY/B3QCl/FEEWrp2NFgtA8vKFJTa4c3tn7GeYwUJiCJCnYCGirqBCmNWl+YSMJ+U+LhJcZi6q6V7R/fdZjS3ZL62N2iZEzW8MDU2tHROQ8oOwxtj2W7OEt1IwgKmJDMJ3nk7XMdnKjRQvtbp4oJgi7gm7HS1yONOcPvLbajUUW3/aWSS+jJeh67dKbcnZaXI360G36GAK/+kyIUbm19CHn1KKKk06rwSO2UytaNdHwJ1yjN0vQ0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,iv:Y8tsqDcg3iizc+XVIXUvCZ0n/rnytKqlmjRzDVtDqv0=,tag:uDaWVnA+yXgsAT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,iv:OTtoW3WS7Z9nNghPfru3rYpaXA/pqcTs5dW3XGqyAG8=,tag:LEw95oE7u8tK/r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Content-Transfer-Encoding: 8bit Mirrors Wealthfolio's daily_account_valuation / accounts / activities from SQLite into a new PG database (wealthfolio_sync) every hour, so Grafana can chart net worth, contributions, and growth over time. Components: - dbaas: null_resource creates wealthfolio_sync DB + role on the CNPG cluster (dynamic primary lookup so it survives failover). - vault: pg-wealthfolio-sync static role rotates the password every 7d. - wealthfolio: ExternalSecret pulls the rotated password into the WF namespace; new pg-sync sidecar (alpine + sqlite + postgresql-client + busybox crond) does sqlite3 .backup → TSV dump → truncate-and-reload psql, hourly at :07. Plus a grafana-wealth-datasource ConfigMap in the monitoring namespace (uid: wealth-pg). - monitoring: new Wealth dashboard (wealth.json, 10 panels) — current net worth / contribution / growth / ROI% stats, then time-series for net worth, contribution-vs-market, growth area, per-account stacked area, cash-vs-invested, and a 100-row activity log. Initial sync: 6 accounts, 10,798 daily valuations, 518 activities. Verified PG totals match SQLite latest snapshot exactly. --- stacks/dbaas/modules/dbaas/main.tf | 27 ++ .../modules/monitoring/dashboards/wealth.json | 451 ++++++++++++++++++ .../monitoring/modules/monitoring/grafana.tf | 1 + stacks/vault/main.tf | 11 +- stacks/wealthfolio/main.tf | 268 +++++++++++ stacks/wealthfolio/terragrunt.hcl | 5 + 6 files changed, 762 insertions(+), 1 deletion(-) create mode 100644 stacks/monitoring/modules/monitoring/dashboards/wealth.json diff --git a/stacks/dbaas/modules/dbaas/main.tf b/stacks/dbaas/modules/dbaas/main.tf index d3e33617..68ea9f44 100644 --- a/stacks/dbaas/modules/dbaas/main.tf +++ b/stacks/dbaas/modules/dbaas/main.tf @@ -1209,6 +1209,33 @@ resource "null_resource" "pg_job_hunter_db" { } } +# Create wealthfolio_sync database for the SQLite→PG ETL sidecar that mirrors +# Wealthfolio's daily_account_valuation/accounts/activities into PG so Grafana +# can chart net worth, contributions, and growth. +# Role password is managed by Vault Database Secrets Engine (static role `pg-wealthfolio-sync`, 7d rotation). +resource "null_resource" "pg_wealthfolio_sync_db" { + depends_on = [null_resource.pg_cluster] + + triggers = { + db_name = "wealthfolio_sync" + username = "wealthfolio_sync" + } + + provisioner "local-exec" { + command = <<-EOT + PRIMARY=$(kubectl --kubeconfig ${var.kube_config_path} get cluster -n dbaas pg-cluster -o jsonpath='{.status.currentPrimary}') + kubectl --kubeconfig ${var.kube_config_path} exec -n dbaas $PRIMARY -c postgres -- \ + bash -c ' + psql -U postgres -tc "SELECT 1 FROM pg_catalog.pg_roles WHERE rolname = '"'"'wealthfolio_sync'"'"'" | grep -q 1 || \ + psql -U postgres -c "CREATE ROLE wealthfolio_sync WITH LOGIN PASSWORD '"'"'changeme-vault-will-rotate'"'"'" + psql -U postgres -tc "SELECT 1 FROM pg_catalog.pg_database WHERE datname = '"'"'wealthfolio_sync'"'"'" | grep -q 1 || \ + psql -U postgres -c "CREATE DATABASE wealthfolio_sync OWNER wealthfolio_sync" + psql -U postgres -c "GRANT ALL PRIVILEGES ON DATABASE wealthfolio_sync TO wealthfolio_sync" + ' + EOT + } +} + # Old PostgreSQL deployment — kept commented for rollback reference # resource "kubernetes_deployment" "postgres" { # metadata { diff --git a/stacks/monitoring/modules/monitoring/dashboards/wealth.json b/stacks/monitoring/modules/monitoring/dashboards/wealth.json new file mode 100644 index 00000000..8fa3704c --- /dev/null +++ b/stacks/monitoring/modules/monitoring/dashboards/wealth.json @@ -0,0 +1,451 @@ +{ + "annotations": { + "list": [ + { + "builtIn": 1, + "datasource": {"type": "datasource", "uid": "grafana"}, + "enable": true, + "hide": true, + "iconColor": "rgba(0, 211, 255, 1)", + "name": "Annotations & Alerts", + "type": "dashboard" + } + ] + }, + "description": "Wealth — net worth, contributions, and growth over time. Backed by the wealthfolio_sync PG mirror of Wealthfolio's SQLite, refreshed hourly by the pg-sync sidecar.", + "editable": true, + "fiscalYearStartMonth": 0, + "id": null, + "links": [], + "panels": [ + { + "id": 1, + "title": "Net worth (current)", + "type": "stat", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 4, "w": 6, "x": 0, "y": 0}, + "fieldConfig": { + "defaults": { + "unit": "currencyGBP", + "color": {"mode": "fixed", "fixedColor": "green"}, + "decimals": 0 + }, + "overrides": [] + }, + "options": { + "colorMode": "value", + "graphMode": "area", + "justifyMode": "center", + "orientation": "auto", + "reduceOptions": {"calcs": ["lastNotNull"], "fields": "", "values": false}, + "textMode": "auto" + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT SUM(total_value) AS net_worth FROM daily_account_valuation WHERE valuation_date = (SELECT MAX(valuation_date) FROM daily_account_valuation)" + } + ] + }, + { + "id": 2, + "title": "Net contribution (cumulative)", + "description": "Total deposits minus withdrawals across all accounts.", + "type": "stat", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 4, "w": 6, "x": 6, "y": 0}, + "fieldConfig": { + "defaults": { + "unit": "currencyGBP", + "color": {"mode": "fixed", "fixedColor": "blue"}, + "decimals": 0 + }, + "overrides": [] + }, + "options": { + "colorMode": "value", + "graphMode": "area", + "justifyMode": "center", + "orientation": "auto", + "reduceOptions": {"calcs": ["lastNotNull"], "fields": "", "values": false}, + "textMode": "auto" + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT SUM(net_contribution) AS contribution FROM daily_account_valuation WHERE valuation_date = (SELECT MAX(valuation_date) FROM daily_account_valuation)" + } + ] + }, + { + "id": 3, + "title": "Growth (unrealised)", + "description": "Net worth minus net contribution — the gain on everything you've put in.", + "type": "stat", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 4, "w": 6, "x": 12, "y": 0}, + "fieldConfig": { + "defaults": { + "unit": "currencyGBP", + "color": {"mode": "thresholds"}, + "decimals": 0, + "thresholds": { + "mode": "absolute", + "steps": [ + {"color": "red", "value": null}, + {"color": "green", "value": 0} + ] + } + }, + "overrides": [] + }, + "options": { + "colorMode": "value", + "graphMode": "area", + "justifyMode": "center", + "orientation": "auto", + "reduceOptions": {"calcs": ["lastNotNull"], "fields": "", "values": false}, + "textMode": "auto" + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT (SUM(total_value) - SUM(net_contribution)) AS growth FROM daily_account_valuation WHERE valuation_date = (SELECT MAX(valuation_date) FROM daily_account_valuation)" + } + ] + }, + { + "id": 4, + "title": "ROI %", + "description": "Growth / net contribution × 100. Excludes accounts with zero/negative contribution (Schwab) to avoid distortion.", + "type": "stat", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 4, "w": 6, "x": 18, "y": 0}, + "fieldConfig": { + "defaults": { + "unit": "percent", + "color": {"mode": "thresholds"}, + "decimals": 1, + "thresholds": { + "mode": "absolute", + "steps": [ + {"color": "red", "value": null}, + {"color": "yellow", "value": 0}, + {"color": "green", "value": 5} + ] + } + }, + "overrides": [] + }, + "options": { + "colorMode": "value", + "graphMode": "area", + "justifyMode": "center", + "orientation": "auto", + "reduceOptions": {"calcs": ["lastNotNull"], "fields": "", "values": false}, + "textMode": "auto" + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "WITH latest AS (SELECT * FROM daily_account_valuation WHERE valuation_date = (SELECT MAX(valuation_date) FROM daily_account_valuation) AND net_contribution > 0) SELECT (SUM(total_value - net_contribution) / NULLIF(SUM(net_contribution), 0) * 100) AS roi_pct FROM latest" + } + ] + }, + { + "id": 5, + "title": "Net worth — total over time", + "description": "Daily total_value summed across all accounts (base GBP).", + "type": "timeseries", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 10, "w": 24, "x": 0, "y": 4}, + "fieldConfig": { + "defaults": { + "color": {"mode": "fixed", "fixedColor": "green"}, + "unit": "currencyGBP", + "custom": { + "drawStyle": "line", + "lineWidth": 2, + "fillOpacity": 20, + "pointSize": 4, + "showPoints": "never", + "spanNulls": true, + "axisPlacement": "auto", + "stacking": {"group": "A", "mode": "none"} + } + }, + "overrides": [ + { + "matcher": {"id": "byName", "options": "net_worth"}, + "properties": [{"id": "displayName", "value": "Net worth"}] + } + ] + }, + "options": { + "legend": {"calcs": ["last", "max"], "displayMode": "table", "placement": "bottom"}, + "tooltip": {"mode": "multi", "sort": "desc"} + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "time_series", + "rawSql": "SELECT valuation_date::timestamp AS \"time\", SUM(total_value) AS net_worth FROM daily_account_valuation WHERE $__timeFilter(valuation_date) GROUP BY valuation_date ORDER BY valuation_date" + } + ] + }, + { + "id": 6, + "title": "Net contribution vs market value", + "description": "Net contribution = cumulative deposits − withdrawals. Market value = total_value (cash + investments). Gap between the two = unrealised growth.", + "type": "timeseries", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 10, "w": 12, "x": 0, "y": 14}, + "fieldConfig": { + "defaults": { + "color": {"mode": "palette-classic"}, + "unit": "currencyGBP", + "custom": { + "drawStyle": "line", + "lineWidth": 2, + "fillOpacity": 0, + "pointSize": 4, + "showPoints": "never", + "spanNulls": true, + "axisPlacement": "auto", + "stacking": {"group": "A", "mode": "none"} + } + }, + "overrides": [ + { + "matcher": {"id": "byName", "options": "market_value"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "green"}}, + {"id": "displayName", "value": "Market value"} + ] + }, + { + "matcher": {"id": "byName", "options": "net_contribution"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "blue"}}, + {"id": "displayName", "value": "Net contribution"} + ] + } + ] + }, + "options": { + "legend": {"calcs": ["last"], "displayMode": "table", "placement": "bottom"}, + "tooltip": {"mode": "multi", "sort": "desc"} + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "time_series", + "rawSql": "SELECT valuation_date::timestamp AS \"time\", SUM(net_contribution) AS net_contribution, SUM(total_value) AS market_value FROM daily_account_valuation WHERE $__timeFilter(valuation_date) GROUP BY valuation_date ORDER BY valuation_date" + } + ] + }, + { + "id": 7, + "title": "Growth (market value − contribution) over time", + "description": "Unrealised gain across all accounts. Filled area to emphasise the wealth created above the contributed capital.", + "type": "timeseries", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 10, "w": 12, "x": 12, "y": 14}, + "fieldConfig": { + "defaults": { + "color": {"mode": "fixed", "fixedColor": "#56A64B"}, + "unit": "currencyGBP", + "custom": { + "drawStyle": "line", + "lineWidth": 2, + "fillOpacity": 50, + "gradientMode": "opacity", + "pointSize": 4, + "showPoints": "never", + "spanNulls": true, + "axisPlacement": "auto", + "stacking": {"group": "A", "mode": "none"} + } + }, + "overrides": [ + { + "matcher": {"id": "byName", "options": "growth"}, + "properties": [{"id": "displayName", "value": "Growth"}] + } + ] + }, + "options": { + "legend": {"calcs": ["last", "max"], "displayMode": "table", "placement": "bottom"}, + "tooltip": {"mode": "multi", "sort": "desc"} + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "time_series", + "rawSql": "SELECT valuation_date::timestamp AS \"time\", (SUM(total_value) - SUM(net_contribution)) AS growth FROM daily_account_valuation WHERE $__timeFilter(valuation_date) GROUP BY valuation_date ORDER BY valuation_date" + } + ] + }, + { + "id": 8, + "title": "Per-account stacked — total value", + "description": "Stacked area showing each account's contribution to total net worth over time. Useful for spotting which account drives the trajectory.", + "type": "timeseries", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 11, "w": 24, "x": 0, "y": 24}, + "fieldConfig": { + "defaults": { + "color": {"mode": "palette-classic"}, + "unit": "currencyGBP", + "custom": { + "drawStyle": "line", + "lineWidth": 1, + "fillOpacity": 70, + "pointSize": 3, + "showPoints": "never", + "spanNulls": true, + "axisPlacement": "auto", + "stacking": {"group": "A", "mode": "normal"} + } + }, + "overrides": [] + }, + "options": { + "legend": {"calcs": ["last"], "displayMode": "table", "placement": "bottom"}, + "tooltip": {"mode": "multi", "sort": "desc"} + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "time_series", + "rawSql": "SELECT d.valuation_date::timestamp AS \"time\", a.name AS metric, d.total_value AS value FROM daily_account_valuation d JOIN accounts a ON a.id = d.account_id WHERE $__timeFilter(d.valuation_date) ORDER BY d.valuation_date, a.name" + } + ] + }, + { + "id": 9, + "title": "Cash vs invested (stacked)", + "description": "Daily breakdown of cash holdings vs market value of investments, summed across all accounts.", + "type": "timeseries", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 10, "w": 24, "x": 0, "y": 35}, + "fieldConfig": { + "defaults": { + "color": {"mode": "palette-classic"}, + "unit": "currencyGBP", + "custom": { + "drawStyle": "line", + "lineWidth": 1, + "fillOpacity": 70, + "pointSize": 3, + "showPoints": "never", + "spanNulls": true, + "axisPlacement": "auto", + "stacking": {"group": "A", "mode": "normal"} + } + }, + "overrides": [ + { + "matcher": {"id": "byName", "options": "cash"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "#FADE2A"}}, + {"id": "displayName", "value": "Cash"} + ] + }, + { + "matcher": {"id": "byName", "options": "invested"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "#56A64B"}}, + {"id": "displayName", "value": "Invested"} + ] + } + ] + }, + "options": { + "legend": {"calcs": ["last"], "displayMode": "table", "placement": "bottom"}, + "tooltip": {"mode": "multi", "sort": "desc"} + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "time_series", + "rawSql": "SELECT valuation_date::timestamp AS \"time\", SUM(cash_balance) AS cash, SUM(investment_market_value) AS invested FROM daily_account_valuation WHERE $__timeFilter(valuation_date) GROUP BY valuation_date ORDER BY valuation_date" + } + ] + }, + { + "id": 10, + "title": "Activity log", + "description": "Recent activities (BUY / SELL / DEPOSIT / WITHDRAWAL / DIVIDEND / etc.) across all accounts. Limited to 100 most recent.", + "type": "table", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 14, "w": 24, "x": 0, "y": 45}, + "fieldConfig": { + "defaults": { + "custom": {"align": "auto", "displayMode": "auto"} + }, + "overrides": [ + { + "matcher": {"id": "byName", "options": "amount"}, + "properties": [{"id": "unit", "value": "currencyGBP"}] + } + ] + }, + "options": { + "cellHeight": "sm", + "footer": {"show": false} + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT a.activity_date AS \"date\", acc.name AS \"account\", a.activity_type AS \"type\", a.asset_id AS \"asset\", a.quantity AS \"qty\", a.unit_price AS \"unit_price\", a.amount AS \"amount\", a.currency AS \"ccy\", a.notes AS \"notes\" FROM activities a LEFT JOIN accounts acc ON acc.id = a.account_id WHERE $__timeFilter(a.activity_date) ORDER BY a.activity_date DESC LIMIT 100" + } + ] + } + ], + "refresh": "5m", + "schemaVersion": 39, + "tags": ["finance", "personal", "wealth"], + "templating": {"list": []}, + "time": {"from": "now-5y", "to": "now"}, + "timepicker": {}, + "timezone": "browser", + "title": "Wealth", + "uid": "wealth", + "version": 1 +} diff --git a/stacks/monitoring/modules/monitoring/grafana.tf b/stacks/monitoring/modules/monitoring/grafana.tf index 2c5089ee..ed1f4451 100644 --- a/stacks/monitoring/modules/monitoring/grafana.tf +++ b/stacks/monitoring/modules/monitoring/grafana.tf @@ -136,6 +136,7 @@ locals { "realestate-crawler.json" = "Applications" "uk-payslip.json" = "Finance" "job-hunter.json" = "Finance" + "wealth.json" = "Finance" } } diff --git a/stacks/vault/main.tf b/stacks/vault/main.tf index 52ea3b6a..e98b2f35 100644 --- a/stacks/vault/main.tf +++ b/stacks/vault/main.tf @@ -554,7 +554,8 @@ resource "vault_database_secret_backend_connection" "postgresql" { # "pg-trading", # Commented out 2026-04-06 - trading-bot disabled "pg-health", "pg-linkwarden", "pg-affine", "pg-woodpecker", "pg-claude-memory", - "pg-terraform-state", "pg-payslip-ingest", "pg-job-hunter" + "pg-terraform-state", "pg-payslip-ingest", "pg-job-hunter", + "pg-wealthfolio-sync" ] postgresql { @@ -708,6 +709,14 @@ resource "vault_database_secret_backend_static_role" "pg_job_hunter" { rotation_period = 604800 } +resource "vault_database_secret_backend_static_role" "pg_wealthfolio_sync" { + backend = vault_mount.database.path + db_name = vault_database_secret_backend_connection.postgresql.name + name = "pg-wealthfolio-sync" + username = "wealthfolio_sync" + rotation_period = 604800 +} + # ============================================================================= # Kubernetes Secrets Engine — Dynamic K8s Credentials # ============================================================================= diff --git a/stacks/wealthfolio/main.tf b/stacks/wealthfolio/main.tf index a469e9b3..258578a2 100644 --- a/stacks/wealthfolio/main.tf +++ b/stacks/wealthfolio/main.tf @@ -3,6 +3,7 @@ variable "tls_secret_name" { sensitive = true } variable "nfs_server" { type = string } +variable "postgresql_host" { type = string } resource "kubernetes_namespace" "wealthfolio" { metadata { @@ -45,6 +46,52 @@ resource "kubernetes_manifest" "external_secret" { depends_on = [kubernetes_namespace.wealthfolio] } +# DB credentials for the SQLite→PG ETL sidecar. Vault DB engine static role +# `pg-wealthfolio-sync` rotates this every 7 days; ExternalSecret refreshes +# the K8s Secret every 15m so the sidecar always has a valid password. +resource "kubernetes_manifest" "wealthfolio_sync_db_external_secret" { + manifest = { + apiVersion = "external-secrets.io/v1beta1" + kind = "ExternalSecret" + metadata = { + name = "wealthfolio-sync-db-creds" + namespace = "wealthfolio" + } + spec = { + refreshInterval = "15m" + secretStoreRef = { + name = "vault-database" + kind = "ClusterSecretStore" + } + target = { + name = "wealthfolio-sync-db-creds" + template = { + metadata = { + annotations = { + "reloader.stakater.com/match" = "true" + } + } + data = { + PGHOST = var.postgresql_host + PGPORT = "5432" + PGDATABASE = "wealthfolio_sync" + PGUSER = "wealthfolio_sync" + PGPASSWORD = "{{ .password }}" + } + } + } + data = [{ + secretKey = "password" + remoteRef = { + key = "static-creds/pg-wealthfolio-sync" + property = "password" + } + }] + } + } + depends_on = [kubernetes_namespace.wealthfolio] +} + module "tls_secret" { source = "../../modules/kubernetes/setup_tls_secret" namespace = kubernetes_namespace.wealthfolio.metadata[0].name @@ -214,6 +261,180 @@ resource "kubernetes_deployment" "wealthfolio" { limits = { memory = "64Mi" } } } + + # pg-sync sidecar — mirrors a small subset of SQLite into PG every hour + # so Grafana can chart net worth / contributions / growth via the + # `wealthfolio_sync` database. Mounts /data RO; writes to a tmp dir + # for the sqlite3 .backup snapshot to avoid blocking writers. Bootstrap + # DDL runs each iteration (CREATE TABLE IF NOT EXISTS — idempotent). + # Truncate-and-reload pattern: tables are small (~10k DAV rows, ~500 + # activities, 6 accounts), so a full reload each hour is simpler than + # incremental upserts and gives clean cold-start behaviour. + container { + name = "pg-sync" + image = "alpine:3.20" + env { + name = "PGHOST" + value_from { + secret_key_ref { + name = "wealthfolio-sync-db-creds" + key = "PGHOST" + } + } + } + env { + name = "PGPORT" + value_from { + secret_key_ref { + name = "wealthfolio-sync-db-creds" + key = "PGPORT" + } + } + } + env { + name = "PGDATABASE" + value_from { + secret_key_ref { + name = "wealthfolio-sync-db-creds" + key = "PGDATABASE" + } + } + } + env { + name = "PGUSER" + value_from { + secret_key_ref { + name = "wealthfolio-sync-db-creds" + key = "PGUSER" + } + } + } + env { + name = "PGPASSWORD" + value_from { + secret_key_ref { + name = "wealthfolio-sync-db-creds" + key = "PGPASSWORD" + } + } + } + command = ["/bin/sh", "-c", <<-EOT + set -eu + apk add --no-cache --quiet sqlite postgresql-client busybox-suid + mkdir -p /etc/crontabs /scripts /tmp/wf-sync + cat >/etc/crontabs/root <<'CRON' + # Hourly: snapshot SQLite, reload PG mirror. + 7 * * * * /scripts/sync.sh >>/proc/1/fd/1 2>&1 + CRON + cat >/scripts/sync.sh <<'SCRIPT' + #!/bin/sh + set -eu + TS=$(date -u +%Y-%m-%dT%H:%M:%SZ) + echo "[$TS] wealthfolio-pg-sync: starting" + + # Bootstrap schema (idempotent). + psql -v ON_ERROR_STOP=1 <<'SQL' + CREATE TABLE IF NOT EXISTS accounts ( + id TEXT PRIMARY KEY, + name TEXT, + account_type TEXT, + currency TEXT, + is_active BOOLEAN + ); + CREATE TABLE IF NOT EXISTS daily_account_valuation ( + id TEXT PRIMARY KEY, + account_id TEXT NOT NULL, + valuation_date DATE NOT NULL, + account_currency TEXT, + base_currency TEXT, + fx_rate_to_base NUMERIC, + cash_balance NUMERIC, + investment_market_value NUMERIC, + total_value NUMERIC, + cost_basis NUMERIC, + net_contribution NUMERIC + ); + CREATE INDEX IF NOT EXISTS idx_dav_acct_date ON daily_account_valuation(account_id, valuation_date); + CREATE INDEX IF NOT EXISTS idx_dav_date ON daily_account_valuation(valuation_date); + CREATE TABLE IF NOT EXISTS activities ( + id TEXT PRIMARY KEY, + account_id TEXT, + asset_id TEXT, + activity_type TEXT, + activity_date TIMESTAMPTZ, + quantity NUMERIC, + unit_price NUMERIC, + amount NUMERIC, + fee NUMERIC, + currency TEXT, + fx_rate NUMERIC, + notes TEXT + ); + CREATE INDEX IF NOT EXISTS idx_act_date ON activities(activity_date); + SQL + + # Snapshot SQLite (online backup — non-blocking). + rm -f /tmp/wf-sync/snapshot.db + sqlite3 /data/wealthfolio.db ".backup /tmp/wf-sync/snapshot.db" + + # Dump source rows to TSV. + sqlite3 -separator $'\t' /tmp/wf-sync/snapshot.db \ + "SELECT id, name, account_type, currency, is_active FROM accounts;" \ + > /tmp/wf-sync/accounts.tsv + + sqlite3 -separator $'\t' /tmp/wf-sync/snapshot.db <<'SQ' > /tmp/wf-sync/dav.tsv + SELECT id, account_id, valuation_date, account_currency, base_currency, + CAST(fx_rate_to_base AS REAL), + CAST(cash_balance AS REAL), + CAST(investment_market_value AS REAL), + CAST(total_value AS REAL), + CAST(cost_basis AS REAL), + CAST(net_contribution AS REAL) + FROM daily_account_valuation; + SQ + + sqlite3 -separator $'\t' /tmp/wf-sync/snapshot.db <<'SQ' > /tmp/wf-sync/activities.tsv + SELECT id, account_id, asset_id, activity_type, activity_date, + CAST(quantity AS REAL), + CAST(unit_price AS REAL), + CAST(amount AS REAL), + CAST(fee AS REAL), + currency, + CAST(fx_rate AS REAL), + notes + FROM activities WHERE status='POSTED'; + SQ + + # Truncate-and-reload (small tables; simpler than upserts). + psql -v ON_ERROR_STOP=1 < Date: Sat, 25 Apr 2026 17:09:35 +0000 Subject: [PATCH 44/66] state(vault): update encrypted state --- state/stacks/vault/terraform.tfstate.enc | 3832 +++++++++++----------- 1 file changed, 1892 insertions(+), 1940 deletions(-) diff --git a/state/stacks/vault/terraform.tfstate.enc 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,iv:k+rUxv1kSLSCN/KYCQKi+FNCsKZxI76p5Wy/Ay1bp5s=,tag:SSQSTSfxUa5mlQ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,iv:bPV//h9uBNXPwdA+P65CnIYuyW522qqfuLDNicZj8YY=,tag:Lc644+N5pVXRIl/hTYIhrQ==,type:str]", 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,iv:OTtoW3WS7Z9nNghPfru3rYpaXA/pqcTs5dW3XGqyAG8=,tag:LEw95oE7u8tK/r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,iv:ssmmxqFtOnVaekQHsumYZz7whcMjYWs9Km+d0FcmJaM=,tag:ZUv10AM2Aezrh9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voters now on proxmox-lvm-encrypted (vault-0 16:18, vault-1 + vault-2 today). The NFS fsync incompatibility identified in the 2026-04-22 raft-leader-deadlock post-mortem is no longer reachable — raft consensus log + audit log live on LUKS2 block storage with real fsync semantics. Cluster-wide consumers of the inline kubernetes_storage_class.nfs_proxmox dropped to zero after the rolling, so the resource is removed from infra/stacks/vault/main.tf. Released NFS PVs (6) remain in the cluster and will be reclaimed in Phase 3 cleanup. Lesson learned (recorded in plan): pvc-protection finalizer races the StatefulSet controller — pod recreates on the OLD PVCs unless the finalizer is patched out before pod delete. Force-finalize technique applied to vault-1 + vault-2 successfully. Closes: code-gy7h --- docs/architecture/storage.md | 2 +- .../2026-04-25-nfs-hostile-migration-plan.md | 61 +++++++++++-------- .../2026-04-22-vault-raft-leader-deadlock.md | 6 ++ stacks/vault/main.tf | 16 ----- 4 files changed, 42 insertions(+), 43 deletions(-) diff --git a/docs/architecture/storage.md b/docs/architecture/storage.md index 28ab28ca..df1e89f9 100644 --- a/docs/architecture/storage.md +++ b/docs/architecture/storage.md @@ -131,7 +131,7 @@ graph TB **Services on encrypted storage (2026-04-15 migration):** vaultwarden, dbaas (mysql+pg+pgadmin), mailserver, nextcloud, forgejo, matrix, n8n, affine, health, hackmd, redis, headscale, frigate, meshcentral, technitium, actualbudget, grampsweb, owntracks, wealthfolio, monitoring (alertmanager) -**Services migrated later** (post-audit catch-up): paperless-ngx (2026-04-25 — sensitive document scans had been left on plain `proxmox-lvm` by an abandoned attempt; rsync swap cleaned up the orphan and re-did via Terraform). +**Services migrated later** (post-audit catch-up): paperless-ngx (2026-04-25 — sensitive document scans had been left on plain `proxmox-lvm` by an abandoned attempt; rsync swap cleaned up the orphan and re-did via Terraform). Vault raft cluster (2026-04-25 — all 3 voters migrated from `nfs-proxmox` to `proxmox-lvm-encrypted` after the 2026-04-22 raft-leader-deadlock post-mortem found NFS fsync semantics incompatible with raft consensus log; rolled non-leader-first with force-finalize on the pvc-protection finalizer to avoid pod-recreating on the old PVCs). **CSI node plugin memory**: Requires 1280Mi limit for LUKS2 Argon2id key derivation (~1GiB). Set via `node.plugin.resources` in Helm values (not `node.resources`). diff --git a/docs/plans/2026-04-25-nfs-hostile-migration-plan.md b/docs/plans/2026-04-25-nfs-hostile-migration-plan.md index 73d863dd..50b10ca5 100644 --- a/docs/plans/2026-04-25-nfs-hostile-migration-plan.md +++ b/docs/plans/2026-04-25-nfs-hostile-migration-plan.md @@ -30,7 +30,9 @@ module. After cleanup, point it at a dedicated backup PVC or to the existing `immich-backups` NFS share. -## Phase 2 — Vault Raft (IN PROGRESS) +## Phase 2 — Vault Raft (DONE 2026-04-25) + +**Phase 2 complete 2026-04-25; all 3 voters on `proxmox-lvm-encrypted`.** ### Pre-flight (T-0) — DONE 2026-04-25 15:50 UTC @@ -84,40 +86,47 @@ - [x] Verify: `vault operator raft list-peers` shows 3 voters, vault-0 follower, leader=vault-2. External HTTPS 200. -### Step 2 — 24h soak (IN PROGRESS, ends ~2026-04-26 16:18 UTC) +### Step 2 — 24h soak (SKIPPED per user direction 2026-04-25) -Wait 24h. Confirm no Raft alarms, no Vault errors, downstream -healthy. Rollback window for vault-0 closes here. +User instructed "continue with all the remaining actions" — soak +gates compressed to per-pod settle windows + raft-state verification +between rollings. No Raft alarms, no Vault errors observed at each +verification gate. -### Step 3 — Roll vault-1 (T+24h) +### Step 3 — Roll vault-1 — DONE 2026-04-25 -Same shape as Step 1. The securityContext fix is now in main.tf -so this should be straightforward. +- [x] Force-finalize PVCs to break re-mount race: + `kubectl -n vault patch pvc data-vault-1 audit-vault-1 -p '{"metadata":{"finalizers":null}}' --type=merge`. + (Initial pod-then-PVC delete recreated pod on the OLD NFS PVCs + because pvc-protection finalizer hadn't cleared. Lesson learned + and applied to vault-2 below.) +- [x] Pod recreated on encrypted PVCs; auto-unsealed; rejoined raft. -### Step 4 — 24h soak +### Step 4 — Settle window — DONE 2026-04-25 -### Step 5 — Roll vault-2 (T+48h, leader) +3-check verification over 90s; raft index advancing (2730010→2730012), +all 3 voters healthy. -- [ ] Step-down vault-2 first: - `kubectl -n vault exec vault-2 -- vault operator step-down`. -- [ ] Then delete pod + PVCs as Step 1. +### Step 5 — Roll vault-2 (leader) — DONE 2026-04-25 -### Step 6 — Cleanup +- [x] `vault operator step-down` on vault-2; vault-0 took leadership. + Confirmed vault-0 active, vault-1+vault-2 standby before delete. +- [x] Snapshot anchor at `/tmp/vault-pre-vault2.snap` (1.5 MB) from new + leader vault-0. +- [x] Force-finalize + delete PVCs + delete pod (lesson from vault-1). +- [x] Pod recreated on encrypted PVCs; auto-unsealed; rejoined raft. +- [x] `vault operator raft list-peers` shows 3 voters all healthy on + encrypted storage; leader vault-0. -- [ ] Re-enable ESO if disabled: `kubectl -n external-secrets scale deploy external-secrets --replicas=2`. -- [ ] Verify `kubectl get pvc -A | grep nfs-proxmox` returns zero - live-data results (only backup-host should remain, if any). -- [ ] If no consumers: remove inline `kubernetes_storage_class.nfs_proxmox` - from `infra/stacks/vault/main.tf` (lines 29-42). +### Step 6 — Cleanup — DONE 2026-04-25 -### Verify (after each pod, then again at the end) - -- [ ] All 3 PVC pairs on `proxmox-lvm-encrypted`. -- [ ] `vault operator raft autopilot state` healthy=true. -- [ ] External `https://vault.viktorbarzin.me/v1/sys/health` = 200. -- [ ] `vault-raft-backup` CronJob completes overnight (writes to NFS, - stays NFS — correct). -- [ ] No Prometheus alerts (`VaultSealed`, `VaultLeaderless`). +- [x] `kubectl get pvc -A` cross-cluster shows zero PVCs on + `nfs-proxmox` SC (only Released PVs remain → Phase 3). +- [x] Removed inline `kubernetes_storage_class.nfs_proxmox` from + `infra/stacks/vault/main.tf` (was lines 29–42). +- [x] All 3 PVC pairs on `proxmox-lvm-encrypted`. +- [x] `vault operator raft autopilot state` healthy=true. +- [x] External `https://vault.viktorbarzin.me/v1/sys/health` = 200. ## Phase 3 — Released-PV cleanup (FOLLOW-UP) diff --git a/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md b/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md index ee66c054..dcbb8e02 100644 --- a/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md +++ b/docs/post-mortems/2026-04-22-vault-raft-leader-deadlock.md @@ -1,5 +1,11 @@ # Post-Mortem: Vault Raft Leader Deadlock + NFS Kernel Client Corruption Cascade +> **Resolution status (2026-04-25):** Resolved structurally by code-gy7h +> migration. All 3 vault voters now on `proxmox-lvm-encrypted` block +> storage; the NFS fsync incompatibility that triggered the original +> raft hang is no longer reachable. See +> `docs/plans/2026-04-25-nfs-hostile-migration-plan.md` Phase 2. + | Field | Value | |-------|-------| | **Date** | 2026-04-22 | diff --git a/stacks/vault/main.tf b/stacks/vault/main.tf index e98b2f35..ee8d98ef 100644 --- a/stacks/vault/main.tf +++ b/stacks/vault/main.tf @@ -25,22 +25,6 @@ module "tls_secret" { tls_secret_name = var.tls_secret_name } -# NFS StorageClass pointing to Proxmox host (replaces nfs-truenas for vault) -resource "kubernetes_storage_class" "nfs_proxmox" { - metadata { - name = "nfs-proxmox" - } - storage_provisioner = "nfs.csi.k8s.io" - reclaim_policy = "Retain" - volume_binding_mode = "Immediate" - allow_volume_expansion = true - parameters = { - server = "192.168.1.127" - share = "/srv/nfs" - } - mount_options = ["soft", "actimeo=5", "retrans=3", "timeo=30"] -} - resource "helm_release" "vault" { name = "vault" namespace = kubernetes_namespace.vault.metadata[0].name From f0ce7b0363d54cc9b8213e7b63862b543da3442e Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 17:27:19 +0000 Subject: [PATCH 46/66] fire-planner: add stack, Vault DB role, dashboard, DB MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit New stacks/fire-planner/ mirrors payslip-ingest layout: - ExternalSecret pulling RECOMPUTE_BEARER_TOKEN from Vault secret/fire-planner - DB ExternalSecret templating DB_CONNECTION_STRING via static role pg-fire-planner - FastAPI Deployment (serve), CronJob (recompute-all monthly on 2nd at 09:00 UTC, scheduled after wealthfolio-sync's 1st at 08:00), ClusterIP Service - Grafana datasource ConfigMap "FirePlanner" — `database` inside jsonData (cc56ba29 fix; otherwise Grafana 11.2+ hits "you do not have default database") Plus: - vault/main.tf: pg-fire-planner static role (7d rotation), allowed_roles - dbaas/modules/dbaas/main.tf: null_resource creates fire_planner DB+role - monitoring/dashboards/fire-planner.json: 9-panel Finance-folder dashboard (NW timeseries, MC fan chart, success heatmap, lifetime tax bars, years-to-ruin table, optimal leave-UK stat, ending wealth stat, UK success-by-strategy bars, sequence-risk correlation table) - monitoring/modules/monitoring/grafana.tf: register "fire-planner.json" in Finance folder Apply order: 1. vault stack — creates the static role 2. dbaas stack — creates the database & role 3. external-secrets stack picks up vault-database refs (no change needed) 4. fire-planner stack — first apply with -target=kubernetes_manifest.db_external_secret before full apply, per the plan-time-data-source pattern 5. monitoring stack — picks up the new dashboard ConfigMap [ci skip] Co-Authored-By: Claude Opus 4.7 --- stacks/dbaas/modules/dbaas/main.tf | 28 ++ stacks/fire-planner/main.tf | 383 ++++++++++++++++++ stacks/fire-planner/terragrunt.hcl | 28 ++ .../monitoring/dashboards/fire-planner.json | 226 +++++++++++ .../monitoring/modules/monitoring/grafana.tf | 1 + stacks/vault/main.tf | 10 +- 6 files changed, 675 insertions(+), 1 deletion(-) create mode 100644 stacks/fire-planner/main.tf create mode 100644 stacks/fire-planner/terragrunt.hcl create mode 100644 stacks/monitoring/modules/monitoring/dashboards/fire-planner.json diff --git a/stacks/dbaas/modules/dbaas/main.tf b/stacks/dbaas/modules/dbaas/main.tf index 68ea9f44..1ae6f415 100644 --- a/stacks/dbaas/modules/dbaas/main.tf +++ b/stacks/dbaas/modules/dbaas/main.tf @@ -1236,6 +1236,34 @@ resource "null_resource" "pg_wealthfolio_sync_db" { } } +# Create fire_planner database for the FIRE retirement-planning service. +# Role password is managed by Vault Database Secrets Engine +# (static role `pg-fire-planner`, 7d rotation). +# fire_planner reads from payslip_ingest + wealthfolio_sync (read-only) +# and writes its own MC results into schema fire_planner. +resource "null_resource" "pg_fire_planner_db" { + depends_on = [null_resource.pg_cluster] + + triggers = { + db_name = "fire_planner" + username = "fire_planner" + } + + provisioner "local-exec" { + command = <<-EOT + PRIMARY=$(kubectl --kubeconfig ${var.kube_config_path} get cluster -n dbaas pg-cluster -o jsonpath='{.status.currentPrimary}') + kubectl --kubeconfig ${var.kube_config_path} exec -n dbaas $PRIMARY -c postgres -- \ + bash -c ' + psql -U postgres -tc "SELECT 1 FROM pg_catalog.pg_roles WHERE rolname = '"'"'fire_planner'"'"'" | grep -q 1 || \ + psql -U postgres -c "CREATE ROLE fire_planner WITH LOGIN PASSWORD '"'"'changeme-vault-will-rotate'"'"'" + psql -U postgres -tc "SELECT 1 FROM pg_catalog.pg_database WHERE datname = '"'"'fire_planner'"'"'" | grep -q 1 || \ + psql -U postgres -c "CREATE DATABASE fire_planner OWNER fire_planner" + psql -U postgres -c "GRANT ALL PRIVILEGES ON DATABASE fire_planner TO fire_planner" + ' + EOT + } +} + # Old PostgreSQL deployment — kept commented for rollback reference # resource "kubernetes_deployment" "postgres" { # metadata { diff --git a/stacks/fire-planner/main.tf b/stacks/fire-planner/main.tf new file mode 100644 index 00000000..09e1177b --- /dev/null +++ b/stacks/fire-planner/main.tf @@ -0,0 +1,383 @@ +variable "image_tag" { + type = string + default = "latest" + description = "fire-planner image tag. Use 8-char git SHA in CI; :latest only for local trials." +} + +variable "postgresql_host" { type = string } + +locals { + namespace = "fire-planner" + image = "registry.viktorbarzin.me/fire-planner:${var.image_tag}" + labels = { + app = "fire-planner" + } +} + +resource "kubernetes_namespace" "fire_planner" { + metadata { + name = local.namespace + labels = { + tier = local.tiers.aux + "istio-injection" = "disabled" + } + } + lifecycle { + # KYVERNO_LIFECYCLE_V1: goldilocks-vpa-auto-mode ClusterPolicy stamps + # this label on every namespace. + ignore_changes = [metadata[0].labels["goldilocks.fairwinds.com/vpa-update-mode"]] + } +} + +# App secrets — the recompute-API bearer token (manual seed in Vault). +# Seed before applying: +# secret/fire-planner -> property `recompute_bearer_token` +resource "kubernetes_manifest" "external_secret" { + manifest = { + apiVersion = "external-secrets.io/v1beta1" + kind = "ExternalSecret" + metadata = { + name = "fire-planner-secrets" + namespace = local.namespace + } + spec = { + refreshInterval = "15m" + secretStoreRef = { + name = "vault-kv" + kind = "ClusterSecretStore" + } + target = { + name = "fire-planner-secrets" + template = { + metadata = { + annotations = { + "reloader.stakater.com/match" = "true" + } + } + } + } + data = [ + { + secretKey = "RECOMPUTE_BEARER_TOKEN" + remoteRef = { + key = "fire-planner" + property = "recompute_bearer_token" + } + }, + ] + } + } + depends_on = [kubernetes_namespace.fire_planner] +} + +# DB credentials from Vault database engine (rotated every 7 days). +# Template builds the asyncpg DSN consumed by the FastAPI app + CronJob +# as DB_CONNECTION_STRING. +resource "kubernetes_manifest" "db_external_secret" { + manifest = { + apiVersion = "external-secrets.io/v1beta1" + kind = "ExternalSecret" + metadata = { + name = "fire-planner-db-creds" + namespace = local.namespace + } + spec = { + refreshInterval = "15m" + secretStoreRef = { + name = "vault-database" + kind = "ClusterSecretStore" + } + target = { + name = "fire-planner-db-creds" + template = { + metadata = { + annotations = { + "reloader.stakater.com/match" = "true" + } + } + data = { + DB_CONNECTION_STRING = "postgresql+asyncpg://fire_planner:{{ .password }}@${var.postgresql_host}:5432/fire_planner" + DB_PASSWORD = "{{ .password }}" + } + } + } + data = [{ + secretKey = "password" + remoteRef = { + key = "static-creds/pg-fire-planner" + property = "password" + } + }] + } + } + depends_on = [kubernetes_namespace.fire_planner] +} + +resource "kubernetes_deployment" "fire_planner" { + metadata { + name = "fire-planner" + namespace = kubernetes_namespace.fire_planner.metadata[0].name + labels = merge(local.labels, { + tier = local.tiers.aux + }) + annotations = { + "reloader.stakater.com/search" = "true" + } + } + + spec { + replicas = 1 + strategy { + type = "Recreate" + } + + selector { + match_labels = local.labels + } + + template { + metadata { + labels = local.labels + annotations = { + "dependency.kyverno.io/wait-for" = "postgresql.dbaas:5432" + } + } + + spec { + image_pull_secrets { + name = "registry-credentials" + } + + init_container { + name = "alembic-migrate" + image = local.image + command = ["python", "-m", "fire_planner", "migrate"] + + env_from { + secret_ref { + name = "fire-planner-db-creds" + } + } + + resources { + requests = { + cpu = "50m" + memory = "256Mi" + } + limits = { + memory = "512Mi" + } + } + } + + container { + name = "fire-planner" + image = local.image + + command = ["python", "-m", "fire_planner", "serve"] + + port { + container_port = 8080 + } + + env_from { + secret_ref { + name = "fire-planner-secrets" + } + } + env_from { + secret_ref { + name = "fire-planner-db-creds" + } + } + + readiness_probe { + http_get { + path = "/healthz" + port = 8080 + } + initial_delay_seconds = 5 + period_seconds = 10 + } + + liveness_probe { + http_get { + path = "/healthz" + port = 8080 + } + initial_delay_seconds = 5 + period_seconds = 10 + } + + resources { + requests = { + cpu = "100m" + memory = "512Mi" + } + limits = { + memory = "1024Mi" + } + } + } + } + } + } + + lifecycle { + ignore_changes = [spec[0].template[0].spec[0].dns_config] # KYVERNO_LIFECYCLE_V1 + } + + depends_on = [ + kubernetes_manifest.external_secret, + kubernetes_manifest.db_external_secret, + ] +} + +# ClusterIP-only — /recompute is cluster-internal (operator triggers +# via kubectl port-forward or ad-hoc CronJob). +resource "kubernetes_service" "fire_planner" { + metadata { + name = "fire-planner" + namespace = kubernetes_namespace.fire_planner.metadata[0].name + labels = local.labels + } + + spec { + type = "ClusterIP" + selector = local.labels + + port { + name = "http" + port = 8080 + target_port = 8080 + } + } +} + +# Monthly recompute on the 2nd at 09:00 UTC. Wealthfolio-sync runs on +# the 1st at 08:00, so account_snapshot is fresh by the time the +# planner picks up. +resource "kubernetes_cron_job_v1" "fire_planner_recompute" { + metadata { + name = "fire-planner-recompute" + namespace = kubernetes_namespace.fire_planner.metadata[0].name + } + spec { + schedule = "0 9 2 * *" + concurrency_policy = "Forbid" + successful_jobs_history_limit = 3 + failed_jobs_history_limit = 5 + starting_deadline_seconds = 600 + + job_template { + metadata { + labels = local.labels + } + spec { + backoff_limit = 1 + ttl_seconds_after_finished = 86400 + template { + metadata { + labels = local.labels + } + spec { + restart_policy = "OnFailure" + image_pull_secrets { + name = "registry-credentials" + } + container { + name = "recompute" + image = local.image + command = ["python", "-m", "fire_planner", "recompute-all"] + + env_from { + secret_ref { + name = "fire-planner-secrets" + } + } + env_from { + secret_ref { + name = "fire-planner-db-creds" + } + } + + resources { + requests = { + cpu = "200m" + memory = "1Gi" + } + limits = { + memory = "2Gi" + } + } + } + } + } + } + } + } + + lifecycle { + # KYVERNO_LIFECYCLE_V1 + ignore_changes = [spec[0].job_template[0].spec[0].template[0].spec[0].dns_config] + } + + depends_on = [ + kubernetes_manifest.external_secret, + kubernetes_manifest.db_external_secret, + ] +} + +# Plan-time read of the ESO-created K8s Secret for Grafana datasource +# password. First-apply gotcha: must +# `terragrunt apply -target=kubernetes_manifest.db_external_secret` so +# the Secret exists before this data source plans. +data "kubernetes_secret" "fire_planner_db_creds" { + metadata { + name = "fire-planner-db-creds" + namespace = kubernetes_namespace.fire_planner.metadata[0].name + } + depends_on = [kubernetes_manifest.db_external_secret] +} + +# Grafana datasource for fire_planner PostgreSQL DB. +# Lives in the monitoring namespace so the grafana sidecar +# (label grafana_datasource=1) picks it up. +# +# Grafana 11.2+ Postgres plugin reads the DB name from jsonData.database; +# the top-level `database` field is silently ignored by the frontend and +# triggers "you do not have default database" on every panel. +# See github.com/grafana/grafana#112418 — same fix as the payslip-ingest +# datasource (commit cc56ba29). +resource "kubernetes_config_map" "grafana_fire_planner_datasource" { + metadata { + name = "grafana-fire-planner-datasource" + namespace = "monitoring" + labels = { + grafana_datasource = "1" + } + } + data = { + "fire-planner-datasource.yaml" = yamlencode({ + apiVersion = 1 + datasources = [{ + name = "FirePlanner" + type = "postgres" + access = "proxy" + url = "${var.postgresql_host}:5432" + user = "fire_planner" + uid = "fire-planner-pg" + jsonData = { + database = "fire_planner" + sslmode = "disable" + postgresVersion = 1600 + timescaledb = false + } + secureJsonData = { + password = data.kubernetes_secret.fire_planner_db_creds.data["DB_PASSWORD"] + } + editable = true + }] + }) + } +} diff --git a/stacks/fire-planner/terragrunt.hcl b/stacks/fire-planner/terragrunt.hcl new file mode 100644 index 00000000..c1d2e468 --- /dev/null +++ b/stacks/fire-planner/terragrunt.hcl @@ -0,0 +1,28 @@ +include "root" { + path = find_in_parent_folders() +} + +dependency "platform" { + config_path = "../platform" + skip_outputs = true +} + +dependency "vault" { + config_path = "../vault" + skip_outputs = true +} + +dependency "external-secrets" { + config_path = "../external-secrets" + skip_outputs = true +} + +dependency "dbaas" { + config_path = "../dbaas" + skip_outputs = true +} + +inputs = { + # fire-planner repo HEAD — bump on every deploy. + image_tag = "latest" +} diff --git a/stacks/monitoring/modules/monitoring/dashboards/fire-planner.json b/stacks/monitoring/modules/monitoring/dashboards/fire-planner.json new file mode 100644 index 00000000..9dba9e11 --- /dev/null +++ b/stacks/monitoring/modules/monitoring/dashboards/fire-planner.json @@ -0,0 +1,226 @@ +{ + "annotations": { + "list": [ + { + "builtIn": 1, + "datasource": {"type": "datasource", "uid": "grafana"}, + "enable": true, + "hide": true, + "iconColor": "rgba(0, 211, 255, 1)", + "name": "Annotations & Alerts", + "type": "dashboard" + } + ] + }, + "description": "FIRE Retirement Planner — risk-adjusted, tax-minimised Monte Carlo over jurisdictions, withdrawal strategies, and UK-departure years. Backed by fire_planner schema on pg-cluster-rw.", + "editable": true, + "fiscalYearStartMonth": 0, + "id": null, + "templating": { + "list": [ + { + "name": "scenario", + "type": "query", + "label": "Scenario", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "query": "SELECT external_id FROM fire_planner.scenario ORDER BY external_id", + "refresh": 1, + "includeAll": false, + "multi": false, + "current": {"selected": false, "text": "cyprus-vpw-leave-y3-glide-rising", "value": "cyprus-vpw-leave-y3-glide-rising"} + } + ] + }, + "links": [], + "panels": [ + { + "id": 1, + "title": "Net worth over time (real + nominal)", + "type": "timeseries", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "gridPos": {"h": 8, "w": 24, "x": 0, "y": 0}, + "fieldConfig": { + "defaults": {"unit": "currencyGBP", "decimals": 0}, + "overrides": [] + }, + "options": {"legend": {"displayMode": "table", "showLegend": true}, "tooltip": {"mode": "multi"}}, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "time_series", + "rawSql": "SELECT snapshot_date AS time, account_name AS metric, SUM(market_value_gbp) AS value FROM fire_planner.account_snapshot WHERE snapshot_date >= NOW() - INTERVAL '10 years' GROUP BY snapshot_date, account_name ORDER BY snapshot_date" + } + ] + }, + { + "id": 2, + "title": "Monte Carlo fan chart — selected scenario", + "type": "timeseries", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "gridPos": {"h": 10, "w": 24, "x": 0, "y": 8}, + "description": "P10/p25/p50/p75/p90 portfolio value across MC paths, for the scenario picked in the selector at the top.", + "fieldConfig": {"defaults": {"unit": "currencyGBP", "decimals": 0}, "overrides": []}, + "options": {"legend": {"displayMode": "table", "showLegend": true}, "tooltip": {"mode": "multi"}}, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "time_series", + "rawSql": "SELECT (DATE_TRUNC('year', NOW()) + (year_idx || ' years')::interval) AS time, 'p10' AS metric, p10_portfolio_gbp AS value FROM fire_planner.projection_yearly p JOIN fire_planner.mc_run r ON r.id = p.mc_run_id JOIN fire_planner.scenario s ON s.id = r.scenario_id WHERE s.external_id = '$scenario' UNION ALL SELECT (DATE_TRUNC('year', NOW()) + (year_idx || ' years')::interval), 'p25', p25_portfolio_gbp FROM fire_planner.projection_yearly p JOIN fire_planner.mc_run r ON r.id = p.mc_run_id JOIN fire_planner.scenario s ON s.id = r.scenario_id WHERE s.external_id = '$scenario' UNION ALL SELECT (DATE_TRUNC('year', NOW()) + (year_idx || ' years')::interval), 'p50', p50_portfolio_gbp FROM fire_planner.projection_yearly p JOIN fire_planner.mc_run r ON r.id = p.mc_run_id JOIN fire_planner.scenario s ON s.id = r.scenario_id WHERE s.external_id = '$scenario' UNION ALL SELECT (DATE_TRUNC('year', NOW()) + (year_idx || ' years')::interval), 'p75', p75_portfolio_gbp FROM fire_planner.projection_yearly p JOIN fire_planner.mc_run r ON r.id = p.mc_run_id JOIN fire_planner.scenario s ON s.id = r.scenario_id WHERE s.external_id = '$scenario' UNION ALL SELECT (DATE_TRUNC('year', NOW()) + (year_idx || ' years')::interval), 'p90', p90_portfolio_gbp FROM fire_planner.projection_yearly p JOIN fire_planner.mc_run r ON r.id = p.mc_run_id JOIN fire_planner.scenario s ON s.id = r.scenario_id WHERE s.external_id = '$scenario' ORDER BY time" + } + ] + }, + { + "id": 3, + "title": "Confidence heatmap — jurisdiction × strategy", + "type": "table", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "gridPos": {"h": 8, "w": 12, "x": 0, "y": 18}, + "description": "Median success rate by (jurisdiction, strategy), averaged across leave-UK years and glide paths.", + "fieldConfig": { + "defaults": {"custom": {"align": "left", "displayMode": "auto"}, "unit": "percentunit", "decimals": 2}, + "overrides": [] + }, + "options": {"showHeader": true}, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT jurisdiction, strategy, AVG(success_rate) AS avg_success FROM fire_planner.scenario_summary GROUP BY jurisdiction, strategy ORDER BY jurisdiction, strategy" + } + ] + }, + { + "id": 4, + "title": "Median lifetime tax — by jurisdiction", + "type": "barchart", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "gridPos": {"h": 8, "w": 12, "x": 12, "y": 18}, + "fieldConfig": {"defaults": {"unit": "currencyGBP", "decimals": 0}, "overrides": []}, + "options": {"orientation": "horizontal", "showValue": "auto", "stacking": "none", "legend": {"displayMode": "list"}}, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT jurisdiction, AVG(median_lifetime_tax_gbp) AS lifetime_tax FROM fire_planner.scenario_summary GROUP BY jurisdiction ORDER BY lifetime_tax DESC" + } + ] + }, + { + "id": 5, + "title": "Withdrawal runway — years to ruin (failing paths)", + "type": "table", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "gridPos": {"h": 8, "w": 12, "x": 0, "y": 26}, + "description": "Among scenarios where some MC paths failed, the median year-to-ruin. Empty where every path survives.", + "fieldConfig": {"defaults": {"unit": "y", "decimals": 1}, "overrides": []}, + "options": {"showHeader": true}, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT jurisdiction, strategy, leave_uk_year, glide_path, median_years_to_ruin FROM fire_planner.scenario_summary WHERE median_years_to_ruin IS NOT NULL ORDER BY median_years_to_ruin ASC LIMIT 20" + } + ] + }, + { + "id": 6, + "title": "Optimal leave-UK year", + "type": "stat", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "gridPos": {"h": 4, "w": 6, "x": 12, "y": 26}, + "description": "leave_uk_year that maximises success_rate − lifetime_tax (tax in £M; small weighting).", + "fieldConfig": {"defaults": {"unit": "none"}, "overrides": []}, + "options": {"colorMode": "value", "reduceOptions": {"calcs": ["lastNotNull"]}}, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT leave_uk_year FROM fire_planner.scenario_summary WHERE jurisdiction <> 'uk' ORDER BY (success_rate - median_lifetime_tax_gbp / 1000000.0) DESC LIMIT 1" + } + ] + }, + { + "id": 7, + "title": "Median ending wealth — selected scenario", + "type": "stat", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "gridPos": {"h": 4, "w": 6, "x": 18, "y": 26}, + "fieldConfig": {"defaults": {"unit": "currencyGBP", "decimals": 0}, "overrides": []}, + "options": {"colorMode": "value", "reduceOptions": {"calcs": ["lastNotNull"]}}, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT p50_ending_gbp FROM fire_planner.scenario_summary WHERE scenario_id = (SELECT id FROM fire_planner.scenario WHERE external_id = '$scenario')" + } + ] + }, + { + "id": 8, + "title": "Success rate vs spend (UK-stay)", + "type": "barchart", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "gridPos": {"h": 8, "w": 12, "x": 0, "y": 30}, + "description": "Sanity gauge — UK success rate by strategy, helps anchor expectations against published cFIREsim numbers.", + "fieldConfig": {"defaults": {"unit": "percentunit", "decimals": 2}, "overrides": []}, + "options": {"orientation": "horizontal", "showValue": "auto", "legend": {"displayMode": "list"}}, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT strategy, AVG(success_rate) AS success FROM fire_planner.scenario_summary WHERE jurisdiction = 'uk' GROUP BY strategy ORDER BY success DESC" + } + ] + }, + { + "id": 9, + "title": "Sequence-of-returns sensitivity (top failing scenarios)", + "type": "table", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "gridPos": {"h": 8, "w": 12, "x": 12, "y": 30}, + "description": "Pearson correlation between year-1 portfolio drawdown and overall success — strongly negative ⇒ scenario is sequence-of-returns sensitive (case for the rising-equity glide).", + "fieldConfig": {"defaults": {"unit": "none", "decimals": 4}, "overrides": []}, + "options": {"showHeader": true}, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "fire-planner-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT s.external_id, r.sequence_risk_correlation, r.success_rate FROM fire_planner.mc_run r JOIN fire_planner.scenario s ON s.id = r.scenario_id WHERE r.id IN (SELECT MAX(id) FROM fire_planner.mc_run GROUP BY scenario_id) ORDER BY r.sequence_risk_correlation ASC LIMIT 15" + } + ] + } + ], + "schemaVersion": 39, + "tags": ["finance", "fire", "retirement", "monte-carlo"], + "title": "FIRE Planner", + "uid": "fire-planner", + "version": 1, + "weekStart": "" +} diff --git a/stacks/monitoring/modules/monitoring/grafana.tf b/stacks/monitoring/modules/monitoring/grafana.tf index ed1f4451..b7f8d261 100644 --- a/stacks/monitoring/modules/monitoring/grafana.tf +++ b/stacks/monitoring/modules/monitoring/grafana.tf @@ -137,6 +137,7 @@ locals { "uk-payslip.json" = "Finance" "job-hunter.json" = "Finance" "wealth.json" = "Finance" + "fire-planner.json" = "Finance" } } diff --git a/stacks/vault/main.tf b/stacks/vault/main.tf index ee8d98ef..a47379ff 100644 --- a/stacks/vault/main.tf +++ b/stacks/vault/main.tf @@ -539,7 +539,7 @@ resource "vault_database_secret_backend_connection" "postgresql" { "pg-health", "pg-linkwarden", "pg-affine", "pg-woodpecker", "pg-claude-memory", "pg-terraform-state", "pg-payslip-ingest", "pg-job-hunter", - "pg-wealthfolio-sync" + "pg-wealthfolio-sync", "pg-fire-planner" ] postgresql { @@ -701,6 +701,14 @@ resource "vault_database_secret_backend_static_role" "pg_wealthfolio_sync" { rotation_period = 604800 } +resource "vault_database_secret_backend_static_role" "pg_fire_planner" { + backend = vault_mount.database.path + db_name = vault_database_secret_backend_connection.postgresql.name + name = "pg-fire-planner" + username = "fire_planner" + rotation_period = 604800 +} + # ============================================================================= # Kubernetes Secrets Engine — Dynamic K8s Credentials # ============================================================================= From 498400173c139ffc6b4a9c7d95a4a08884214729 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 22:59:24 +0000 Subject: [PATCH 47/66] wealthfolio-sync: skip the synthetic TOTAL row in ETL MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Wealthfolio's daily_account_valuation includes a row with account_id='TOTAL' that pre-aggregates the per-account values for that day. Mirroring it into PG verbatim caused every SUM(total_value) in the Wealth dashboard to double-count (showing ~£2M against actual ~£1M). Drop the synthetic row at the dump step so the PG mirror only holds real-account rows. Initial sync after fix: 8,649 DAV rows (was 10,798), net worth resolves to £1,024,071 — matches the per-account latest snapshot. --- stacks/wealthfolio/main.tf | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/stacks/wealthfolio/main.tf b/stacks/wealthfolio/main.tf index 258578a2..df4dca48 100644 --- a/stacks/wealthfolio/main.tf +++ b/stacks/wealthfolio/main.tf @@ -390,7 +390,8 @@ resource "kubernetes_deployment" "wealthfolio" { CAST(total_value AS REAL), CAST(cost_basis AS REAL), CAST(net_contribution AS REAL) - FROM daily_account_valuation; + FROM daily_account_valuation + WHERE account_id != 'TOTAL'; -- synthetic pre-aggregated row; would double-count when summed SQ sqlite3 -separator $'\t' /tmp/wf-sync/snapshot.db <<'SQ' > /tmp/wf-sync/activities.tsv From 51bf38815c6d57dabdb7b0535b860137404e2ed3 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 23:08:45 +0000 Subject: [PATCH 48/66] vault: record Phase 3 vault Released-PV cleanup Deleted the 6 NFS PVs orphaned by the Phase 2 rolling and removed their /srv/nfs/ subtrees on the PVE host (~1.5 GB; vault-2 audit log was 1.4 GB on its own). Cluster-wide Released-PV sweep on the proxmox-lvm/encrypted side stays out of scope. --- .../2026-04-25-nfs-hostile-migration-plan.md | 25 +++++++++++++++++-- 1 file changed, 23 insertions(+), 2 deletions(-) diff --git a/docs/plans/2026-04-25-nfs-hostile-migration-plan.md b/docs/plans/2026-04-25-nfs-hostile-migration-plan.md index 50b10ca5..f24c562a 100644 --- a/docs/plans/2026-04-25-nfs-hostile-migration-plan.md +++ b/docs/plans/2026-04-25-nfs-hostile-migration-plan.md @@ -130,8 +130,29 @@ all 3 voters healthy. ## Phase 3 — Released-PV cleanup (FOLLOW-UP) -After Phase 1+2 land cleanly, ~30 PVs in `Released` hold dead LVs. -Reclaim by: +### Step 3.1 — vault Released PVs — DONE 2026-04-25 + +6 vault NFS PVs (Released, `nfs-proxmox` SC, Retain policy) deleted +along with their NFS subdirectories on PVE host (~1.5 GB reclaimed): + +| PV | Claim | Size on disk | +|---|---|---| +| pvc-004a5d3b-… | data-vault-2 | 45M | +| pvc-808a78ec-… | audit-vault-1 | 1.4M | +| pvc-918ee7c1-… | audit-vault-0 | 3.2M | +| pvc-9d2ddcb4-… | data-vault-0 | 46M | +| pvc-a659711d-… | data-vault-1 | 46M | +| pvc-d2e65109-… | audit-vault-2 | 1.4G | + +Procedure: `kubectl delete pv ` (cluster object only — Retain +policy means CSI never touches NFS) then `rm -rf /srv/nfs/` on +192.168.1.127. + +### Step 3.2 — Cluster-wide Released PV sweep (DEFERRED) + +~50 other Released PVs persist across the cluster (~200 GiB on +`proxmox-lvm` and `proxmox-lvm-encrypted`). Out of scope for the +2026-04-25 NFS-hostile session per user direction. To reclaim: 1. List Released PVs, confirm LV exists on PVE. 2. `kubectl delete pv ` (CSI removes underlying LV when PV is From d48e2220543787a94dafebd14a731054f1d6706c Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 23:11:26 +0000 Subject: [PATCH 49/66] monitoring: lock Finance (Personal) folder to admin + fix cash classification MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Folder ACL: - Move uk-payslip + wealth dashboards to a new "Finance (Personal)" folder; job-hunter + fire-planner stay in "Finance" (open). - New null_resource calls Grafana's folder permissions API after the dashboard sidecar materialises the folder, setting an admin-only ACL ({Admin: 4}). Default Viewer/Editor inheritance is overridden, so anonymous-Viewer (auth.anonymous=true) is denied. Server-admin always retains access. - Verified: anonymous → 403 on uk-payslip + wealth, 200 on control dashboards (node-exporter); admin → 200 on all. Wealth cash fix: - Wealthfolio dumps WORKPLACE_PENSION wrappers entirely into cash_balance because it doesn't track underlying fund holdings. Reclassify pension cash as invested in the "Cash vs invested" panel so the cash series reflects actual uninvested broker cash (~£16k T212 ISA + Schwab) instead of phantom £154k. Pre-fix: cash=£153,789 / invested=£870,282 / total=£1,024,071 Post-fix: cash=£16,064 / invested=£1,008,008 / total=£1,024,071 --- stacks/monitoring/main.tf | 1 + .../modules/monitoring/dashboards/wealth.json | 4 +- .../monitoring/modules/monitoring/grafana.tf | 66 ++++++++++++++++++- stacks/monitoring/modules/monitoring/main.tf | 4 ++ 4 files changed, 71 insertions(+), 4 deletions(-) diff --git a/stacks/monitoring/main.tf b/stacks/monitoring/main.tf index c4961fdd..0c207aa0 100644 --- a/stacks/monitoring/main.tf +++ b/stacks/monitoring/main.tf @@ -30,6 +30,7 @@ module "monitoring" { haos_api_token = data.vault_kv_secret_v2.secrets.data["haos_api_token"] pve_password = data.vault_kv_secret_v2.secrets.data["pve_password"] grafana_admin_password = data.vault_kv_secret_v2.secrets.data["grafana_admin_password"] + kube_config_path = var.kube_config_path registry_user = data.vault_kv_secret_v2.viktor.data["registry_user"] registry_password = data.vault_kv_secret_v2.viktor.data["registry_password"] tier = local.tiers.cluster diff --git a/stacks/monitoring/modules/monitoring/dashboards/wealth.json b/stacks/monitoring/modules/monitoring/dashboards/wealth.json index 8fa3704c..b3dddfe7 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/wealth.json +++ b/stacks/monitoring/modules/monitoring/dashboards/wealth.json @@ -353,7 +353,7 @@ { "id": 9, "title": "Cash vs invested (stacked)", - "description": "Daily breakdown of cash holdings vs market value of investments, summed across all accounts.", + "description": "Daily breakdown of uninvested broker cash vs market value of investments. WORKPLACE_PENSION accounts (Fidelity) are reclassified entirely as invested — Wealthfolio dumps pension wrappers into cash_balance because it doesn't track the underlying fund holdings, but they are not actually cash.", "type": "timeseries", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, "gridPos": {"h": 10, "w": 24, "x": 0, "y": 35}, @@ -400,7 +400,7 @@ "rawQuery": true, "editorMode": "code", "format": "time_series", - "rawSql": "SELECT valuation_date::timestamp AS \"time\", SUM(cash_balance) AS cash, SUM(investment_market_value) AS invested FROM daily_account_valuation WHERE $__timeFilter(valuation_date) GROUP BY valuation_date ORDER BY valuation_date" + "rawSql": "SELECT d.valuation_date::timestamp AS \"time\", SUM(CASE WHEN a.account_type = 'WORKPLACE_PENSION' THEN 0 ELSE d.cash_balance END) AS cash, SUM(CASE WHEN a.account_type = 'WORKPLACE_PENSION' THEN d.cash_balance + d.investment_market_value ELSE d.investment_market_value END) AS invested FROM daily_account_valuation d JOIN accounts a ON a.id = d.account_id WHERE $__timeFilter(d.valuation_date) GROUP BY d.valuation_date ORDER BY d.valuation_date" } ] }, diff --git a/stacks/monitoring/modules/monitoring/grafana.tf b/stacks/monitoring/modules/monitoring/grafana.tf index b7f8d261..b5a5f249 100644 --- a/stacks/monitoring/modules/monitoring/grafana.tf +++ b/stacks/monitoring/modules/monitoring/grafana.tf @@ -134,11 +134,19 @@ locals { # Applications "qbittorrent.json" = "Applications" "realestate-crawler.json" = "Applications" - "uk-payslip.json" = "Finance" + "uk-payslip.json" = "Finance (Personal)" + "wealth.json" = "Finance (Personal)" "job-hunter.json" = "Finance" - "wealth.json" = "Finance" "fire-planner.json" = "Finance" } + + # Folders restricted to the Grafana admin user (anonymous Viewer + any future + # non-admin users are denied). Permission set by null_resource below via the + # Grafana folder permissions API after the dashboard sidecar auto-creates the + # folder. Server-admin always retains access regardless of folder ACL. + admin_only_folders = [ + "Finance (Personal)", + ] } resource "kubernetes_config_map" "grafana_dashboards" { @@ -159,6 +167,60 @@ resource "kubernetes_config_map" "grafana_dashboards" { } } +# Lock down "admin only" folders via Grafana folder permissions API. +# Default org-role inheritance gives Viewer + Editor read access to every +# folder; explicitly setting the folder ACL to {Admin: 4} overrides that +# inheritance so Viewer/Editor (incl. anonymous-Viewer) get no access. +# The Grafana super-admin (`admin` user) always retains access regardless. +resource "null_resource" "grafana_admin_only_folder_acl" { + for_each = toset(local.admin_only_folders) + + # Re-runs on tg apply (cheap, idempotent API call). Catches drift if anyone + # edits permissions via the UI or the folder is rebuilt. + triggers = { + folder = each.value + always = timestamp() + } + + provisioner "local-exec" { + interpreter = ["/bin/bash", "-c"] + command = <<-EOT + set -euo pipefail + FOLDER='${each.value}' + KUBECONFIG_FLAG='--kubeconfig ${var.kube_config_path}' + POD=$(kubectl $KUBECONFIG_FLAG get pod -n monitoring -l app.kubernetes.io/name=grafana -o jsonpath='{.items[0].metadata.name}') + ADMIN_PW=$(kubectl $KUBECONFIG_FLAG get secret -n monitoring grafana -o jsonpath='{.data.admin-password}' | base64 -d) + + # Wait up to 60s for the dashboard sidecar to materialise the folder. + for i in $(seq 1 12); do + FOLDER_UID=$(kubectl $KUBECONFIG_FLAG exec -n monitoring "$POD" -c grafana -- \ + curl -sf -u "admin:$ADMIN_PW" "http://localhost:3000/api/folders" \ + | python3 -c "import json,sys; folders=json.load(sys.stdin); print(next((f['uid'] for f in folders if f['title']==sys.argv[1]), ''))" "$FOLDER" || true) + if [ -n "$FOLDER_UID" ]; then break; fi + sleep 5 + done + + if [ -z "$FOLDER_UID" ]; then + echo "ERROR: folder '$FOLDER' not found in Grafana after 60s" + exit 1 + fi + + # Admin-only ACL. permission codes: 1=View, 2=Edit, 4=Admin. + kubectl $KUBECONFIG_FLAG exec -n monitoring "$POD" -c grafana -- \ + curl -sf -u "admin:$ADMIN_PW" -X POST \ + -H "Content-Type: application/json" \ + -d '{"items":[{"role":"Admin","permission":4}]}' \ + "http://localhost:3000/api/folders/$FOLDER_UID/permissions" >/dev/null + echo "set admin-only ACL on folder '$FOLDER' (uid=$FOLDER_UID)" + EOT + } + + depends_on = [ + helm_release.grafana, + kubernetes_config_map.grafana_dashboards, + ] +} + resource "helm_release" "grafana" { namespace = kubernetes_namespace.monitoring.metadata[0].name create_namespace = true diff --git a/stacks/monitoring/modules/monitoring/main.tf b/stacks/monitoring/modules/monitoring/main.tf index db0c798e..d55ac703 100644 --- a/stacks/monitoring/modules/monitoring/main.tf +++ b/stacks/monitoring/modules/monitoring/main.tf @@ -27,6 +27,10 @@ variable "grafana_admin_password" { type = string sensitive = true } +variable "kube_config_path" { + type = string + sensitive = true +} variable "tier" { type = string } variable "mysql_host" { type = string } variable "registry_user" { From 55d1da41f60c82e0229aaf3e963f84a35b6f51d2 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 23:21:42 +0000 Subject: [PATCH 50/66] monitoring: more growth detail in Wealth + gross composition in UK Payslip MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Wealth (4 new panels at the bottom): - Trailing 12-month growth % (stat) — % change in net worth over last 12mo. - Yearly growth % (bar per calendar year) — first→last valuation each year. - Annual change decomposition (stacked bar) — splits each year's NW change into "net contributions" (new money in) and "market gain" (everything else: appreciation, dividends, FX). Answers "did I grow because I saved or because the market did the work?". - Per-account ROI % (horizontal bar) — (value − contribution) / contribution × 100, latest snapshot. Excludes accounts with zero/negative net contribution (Schwab — distorts ratio after RSU sells). UK Payslip (1 new panel below the yearly receipt): - Gross composition by tax year (stacked bar) — salary / bonus / RSU vest / other components per tax year. Bar height = gross pay. Trends in salary growth, bonus levels, and RSU vest sizing at a glance. All queries spot-checked via Grafana /api/ds/query. --- .../monitoring/dashboards/uk-payslip.json | 89 ++++++++ .../modules/monitoring/dashboards/wealth.json | 207 ++++++++++++++++++ 2 files changed, 296 insertions(+) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 0dfb1bd0..c96080e7 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -2535,6 +2535,95 @@ "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT tax_year, SUM(net_pay) AS net_pay, SUM(GREATEST(0, income_tax - rsu_paye_marginal)) AS cash_income_tax, SUM(rsu_paye_marginal + rsu_ni_marginal) AS rsu_tax_marginal, SUM(GREATEST(0, national_insurance - rsu_ni_marginal)) AS cash_ni, SUM(student_loan) AS student_loan, SUM(COALESCE(pension_sacrifice, 0)) AS pension_sacrifice, SUM(rsu_offset) AS rsu_offset FROM m GROUP BY tax_year ORDER BY tax_year" } ] + }, + { + "id": 17, + "title": "Gross composition by tax year — salary / bonus / RSU / other", + "description": "Per-tax-year stacked bar of gross pay broken into earned components: salary, bonus, RSU vest value, and other (overtime, benefits-in-kind, etc.). Bar height = total gross. Compare year-over-year trends in base salary growth, bonus levels, and RSU vest sizing. Always shows all years — ignores the time picker.", + "type": "barchart", + "datasource": { + "type": "grafana-postgresql-datasource", + "uid": "payslips-pg" + }, + "gridPos": { + "h": 11, + "w": 24, + "x": 0, + "y": 190 + }, + "fieldConfig": { + "defaults": { + "color": {"mode": "palette-classic"}, + "unit": "currencyGBP", + "decimals": 0, + "custom": { + "axisPlacement": "auto", + "axisLabel": "", + "fillOpacity": 80, + "gradientMode": "none", + "lineWidth": 1 + } + }, + "overrides": [ + { + "matcher": {"id": "byName", "options": "salary"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "green"}}, + {"id": "displayName", "value": "Salary"} + ] + }, + { + "matcher": {"id": "byName", "options": "bonus"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "#FADE2A"}}, + {"id": "displayName", "value": "Bonus"} + ] + }, + { + "matcher": {"id": "byName", "options": "rsu"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "#3274D9"}}, + {"id": "displayName", "value": "RSU vest"} + ] + }, + { + "matcher": {"id": "byName", "options": "other"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "#888888"}}, + {"id": "displayName", "value": "Other"} + ] + } + ] + }, + "options": { + "barRadius": 0, + "barWidth": 0.6, + "groupWidth": 0.7, + "orientation": "auto", + "showValue": "auto", + "stacking": "normal", + "xField": "tax_year", + "xTickLabelRotation": 0, + "legend": { + "calcs": ["sum"], + "displayMode": "table", + "placement": "bottom" + }, + "tooltip": {"mode": "multi", "sort": "desc"} + }, + "targets": [ + { + "refId": "A", + "datasource": { + "type": "grafana-postgresql-datasource", + "uid": "payslips-pg" + }, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT tax_year, SUM(salary) AS salary, SUM(bonus) AS bonus, SUM(rsu_vest) AS rsu, SUM(GREATEST(gross_pay - salary - bonus - rsu_vest, 0)) AS other FROM payslip_ingest.payslip GROUP BY tax_year ORDER BY tax_year" + } + ] } ], "refresh": "5m", diff --git a/stacks/monitoring/modules/monitoring/dashboards/wealth.json b/stacks/monitoring/modules/monitoring/dashboards/wealth.json index b3dddfe7..e68b3143 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/wealth.json +++ b/stacks/monitoring/modules/monitoring/dashboards/wealth.json @@ -436,6 +436,213 @@ "rawSql": "SELECT a.activity_date AS \"date\", acc.name AS \"account\", a.activity_type AS \"type\", a.asset_id AS \"asset\", a.quantity AS \"qty\", a.unit_price AS \"unit_price\", a.amount AS \"amount\", a.currency AS \"ccy\", a.notes AS \"notes\" FROM activities a LEFT JOIN accounts acc ON acc.id = a.account_id WHERE $__timeFilter(a.activity_date) ORDER BY a.activity_date DESC LIMIT 100" } ] + }, + { + "id": 11, + "title": "Trailing 12-month growth %", + "description": "% change in net worth over the trailing 12 months. Captures market momentum + new contributions combined.", + "type": "stat", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 4, "w": 24, "x": 0, "y": 59}, + "fieldConfig": { + "defaults": { + "unit": "percent", + "color": {"mode": "thresholds"}, + "decimals": 2, + "thresholds": { + "mode": "absolute", + "steps": [ + {"color": "red", "value": null}, + {"color": "yellow", "value": 0}, + {"color": "green", "value": 5} + ] + } + }, + "overrides": [] + }, + "options": { + "colorMode": "value", + "graphMode": "area", + "justifyMode": "center", + "orientation": "auto", + "reduceOptions": {"calcs": ["lastNotNull"], "fields": "", "values": false}, + "textMode": "value" + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "WITH t12 AS (SELECT (SELECT SUM(total_value) FROM daily_account_valuation WHERE valuation_date = (SELECT MAX(valuation_date) FROM daily_account_valuation)) AS now_nw, (SELECT SUM(total_value) FROM daily_account_valuation WHERE valuation_date = (SELECT MIN(valuation_date) FROM daily_account_valuation WHERE valuation_date >= (SELECT MAX(valuation_date) - INTERVAL '12 months' FROM daily_account_valuation))) AS yr_ago_nw) SELECT ROUND(((now_nw - yr_ago_nw) / NULLIF(yr_ago_nw, 0) * 100)::numeric, 2) AS pct_12mo FROM t12" + } + ] + }, + { + "id": 12, + "title": "Yearly growth %", + "description": "% change in net worth from the first to last valuation in each calendar year. Includes both market gains and new contributions — see Panel 13 for the decomposition.", + "type": "barchart", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 11, "w": 24, "x": 0, "y": 63}, + "fieldConfig": { + "defaults": { + "color": {"mode": "thresholds"}, + "unit": "percent", + "decimals": 1, + "thresholds": { + "mode": "absolute", + "steps": [ + {"color": "red", "value": null}, + {"color": "yellow", "value": 0}, + {"color": "green", "value": 5} + ] + }, + "custom": { + "axisPlacement": "auto", + "axisLabel": "", + "fillOpacity": 80, + "gradientMode": "none", + "lineWidth": 1 + } + }, + "overrides": [] + }, + "options": { + "barRadius": 0, + "barWidth": 0.6, + "groupWidth": 0.7, + "orientation": "auto", + "showValue": "always", + "stacking": "none", + "xField": "year", + "xTickLabelRotation": 0, + "legend": {"displayMode": "list", "placement": "bottom"}, + "tooltip": {"mode": "single", "sort": "none"} + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "WITH yearly AS (SELECT EXTRACT(YEAR FROM valuation_date)::int AS yr, valuation_date, SUM(total_value) AS nw FROM daily_account_valuation GROUP BY valuation_date), endpoints AS (SELECT yr, (array_agg(nw ORDER BY valuation_date ASC))[1] AS nw_start, (array_agg(nw ORDER BY valuation_date DESC))[1] AS nw_end FROM yearly GROUP BY yr) SELECT yr::text AS year, ROUND(((nw_end - nw_start) / NULLIF(nw_start, 0) * 100)::numeric, 2) AS growth_pct FROM endpoints WHERE nw_start > 0 ORDER BY yr" + } + ] + }, + { + "id": 13, + "title": "Annual change decomposition — contributions vs market gain", + "description": "Each calendar year's net worth change split into 'new money in' (contributions − withdrawals) and 'market gain' (everything else: price appreciation, dividends, etc.). Shows whether you grew because you saved or because the market did the work. Negative bars = withdrawals or market losses.", + "type": "barchart", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 11, "w": 24, "x": 0, "y": 74}, + "fieldConfig": { + "defaults": { + "color": {"mode": "palette-classic"}, + "unit": "currencyGBP", + "decimals": 0, + "custom": { + "axisPlacement": "auto", + "axisLabel": "", + "fillOpacity": 80, + "gradientMode": "none", + "lineWidth": 1 + } + }, + "overrides": [ + { + "matcher": {"id": "byName", "options": "contributions"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "blue"}}, + {"id": "displayName", "value": "Net contributions"} + ] + }, + { + "matcher": {"id": "byName", "options": "market_gain"}, + "properties": [ + {"id": "color", "value": {"mode": "fixed", "fixedColor": "#56A64B"}}, + {"id": "displayName", "value": "Market gain"} + ] + } + ] + }, + "options": { + "barRadius": 0, + "barWidth": 0.6, + "groupWidth": 0.7, + "orientation": "auto", + "showValue": "auto", + "stacking": "normal", + "xField": "year", + "xTickLabelRotation": 0, + "legend": {"calcs": ["sum"], "displayMode": "table", "placement": "bottom"}, + "tooltip": {"mode": "multi", "sort": "desc"} + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "WITH yearly AS (SELECT EXTRACT(YEAR FROM valuation_date)::int AS yr, valuation_date, SUM(total_value) AS nw, SUM(net_contribution) AS contrib FROM daily_account_valuation GROUP BY valuation_date), endpoints AS (SELECT yr, (array_agg(nw ORDER BY valuation_date ASC))[1] AS nw_start, (array_agg(nw ORDER BY valuation_date DESC))[1] AS nw_end, (array_agg(contrib ORDER BY valuation_date ASC))[1] AS contrib_start, (array_agg(contrib ORDER BY valuation_date DESC))[1] AS contrib_end FROM yearly GROUP BY yr) SELECT yr::text AS year, ROUND((contrib_end - contrib_start)::numeric, 0) AS contributions, ROUND((nw_end - nw_start - (contrib_end - contrib_start))::numeric, 0) AS market_gain FROM endpoints ORDER BY yr" + } + ] + }, + { + "id": 14, + "title": "Per-account ROI %", + "description": "(market value − net contribution) / net contribution × 100, latest snapshot. Excludes accounts with zero/negative net contribution (Schwab — RSU vests sold = negative contribution distorts the ratio). Pension shows 0% because Wealthfolio doesn't track underlying fund holdings, so cost_basis = 0 and 'growth' is just the cash balance reported.", + "type": "barchart", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "gridPos": {"h": 10, "w": 24, "x": 0, "y": 85}, + "fieldConfig": { + "defaults": { + "color": {"mode": "thresholds"}, + "unit": "percent", + "decimals": 1, + "thresholds": { + "mode": "absolute", + "steps": [ + {"color": "red", "value": null}, + {"color": "yellow", "value": 0}, + {"color": "green", "value": 10} + ] + }, + "custom": { + "axisPlacement": "auto", + "axisLabel": "", + "fillOpacity": 80, + "gradientMode": "none", + "lineWidth": 1 + } + }, + "overrides": [] + }, + "options": { + "barRadius": 0, + "barWidth": 0.6, + "groupWidth": 0.7, + "orientation": "horizontal", + "showValue": "always", + "stacking": "none", + "xField": "account", + "legend": {"displayMode": "list", "placement": "bottom"}, + "tooltip": {"mode": "single", "sort": "none"} + }, + "targets": [ + { + "refId": "A", + "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, + "rawQuery": true, + "editorMode": "code", + "format": "table", + "rawSql": "SELECT a.name AS account, ROUND(((d.total_value - d.net_contribution) / NULLIF(d.net_contribution, 0) * 100)::numeric, 2) AS roi_pct FROM daily_account_valuation d JOIN accounts a ON a.id = d.account_id WHERE d.valuation_date = (SELECT MAX(valuation_date) FROM daily_account_valuation) AND d.net_contribution > 0 ORDER BY roi_pct DESC" + } + ] } ], "refresh": "5m", From 77bed10a51fe69e84ce9a39d9e407a5b6814a31f Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 23:25:42 +0000 Subject: [PATCH 51/66] monitoring: investment-only returns + YoY YTD gross line chart MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Wealth dashboard: - "Yearly growth %" → "Yearly investment return %": switched to modified-Dietz formula `market_gain / (nw_start + 0.5 × contributions)` so contributions don't inflate the return. New money in is excluded — this is portfolio performance, not net-worth change. - "Trailing 12-month growth %" → "Trailing 12-month investment return %": same formula, applied to the trailing 12mo window. Pre-fix vs post-fix: 2020: 155.0% → 5.12% (large contributions on small base) 2021: 344.7% → 26.45% 2022: 26.9% → -25.65% (the actual 2022 bear market) 2023: 123.2% → 41.60% 2024: 87.4% → 25.70% 2025: 46.8% → 8.43% 2026: 16.7% → 3.28% (YTD) UK Payslip dashboard: - Replaced the per-tax-year stacked bar with a year-over-year line chart: one line per tax year, X = month-of-tax-year (April→March, projected onto a 1970/71 fiscal calendar so years overlay), Y = cumulative YTD gross. Five+ lines visible at a glance for trend comparison. --- .../monitoring/dashboards/uk-payslip.json | 66 ++++--------------- .../modules/monitoring/dashboards/wealth.json | 12 ++-- 2 files changed, 20 insertions(+), 58 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index c96080e7..5bd89a58 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -2538,9 +2538,9 @@ }, { "id": 17, - "title": "Gross composition by tax year — salary / bonus / RSU / other", - "description": "Per-tax-year stacked bar of gross pay broken into earned components: salary, bonus, RSU vest value, and other (overtime, benefits-in-kind, etc.). Bar height = total gross. Compare year-over-year trends in base salary growth, bonus levels, and RSU vest sizing. Always shows all years — ignores the time picker.", - "type": "barchart", + "title": "YTD gross salary — year-over-year comparison", + "description": "Cumulative gross pay built up month by month within each UK tax year (April → March). One line per tax year. Pay dates are projected onto a 1970/71 fiscal calendar so years overlay cleanly — the X-axis shows month-of-tax-year (April first, March last). Always shows all years; ignores the time picker.", + "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", "uid": "payslips-pg" @@ -2557,58 +2557,20 @@ "unit": "currencyGBP", "decimals": 0, "custom": { + "drawStyle": "line", + "lineWidth": 2, + "fillOpacity": 0, + "pointSize": 5, + "showPoints": "auto", + "spanNulls": true, "axisPlacement": "auto", - "axisLabel": "", - "fillOpacity": 80, - "gradientMode": "none", - "lineWidth": 1 + "stacking": {"group": "A", "mode": "none"} } }, - "overrides": [ - { - "matcher": {"id": "byName", "options": "salary"}, - "properties": [ - {"id": "color", "value": {"mode": "fixed", "fixedColor": "green"}}, - {"id": "displayName", "value": "Salary"} - ] - }, - { - "matcher": {"id": "byName", "options": "bonus"}, - "properties": [ - {"id": "color", "value": {"mode": "fixed", "fixedColor": "#FADE2A"}}, - {"id": "displayName", "value": "Bonus"} - ] - }, - { - "matcher": {"id": "byName", "options": "rsu"}, - "properties": [ - {"id": "color", "value": {"mode": "fixed", "fixedColor": "#3274D9"}}, - {"id": "displayName", "value": "RSU vest"} - ] - }, - { - "matcher": {"id": "byName", "options": "other"}, - "properties": [ - {"id": "color", "value": {"mode": "fixed", "fixedColor": "#888888"}}, - {"id": "displayName", "value": "Other"} - ] - } - ] + "overrides": [] }, "options": { - "barRadius": 0, - "barWidth": 0.6, - "groupWidth": 0.7, - "orientation": "auto", - "showValue": "auto", - "stacking": "normal", - "xField": "tax_year", - "xTickLabelRotation": 0, - "legend": { - "calcs": ["sum"], - "displayMode": "table", - "placement": "bottom" - }, + "legend": {"calcs": ["last", "max"], "displayMode": "table", "placement": "bottom"}, "tooltip": {"mode": "multi", "sort": "desc"} }, "targets": [ @@ -2620,8 +2582,8 @@ }, "rawQuery": true, "editorMode": "code", - "format": "table", - "rawSql": "SELECT tax_year, SUM(salary) AS salary, SUM(bonus) AS bonus, SUM(rsu_vest) AS rsu, SUM(GREATEST(gross_pay - salary - bonus - rsu_vest, 0)) AS other FROM payslip_ingest.payslip GROUP BY tax_year ORDER BY tax_year" + "format": "time_series", + "rawSql": "SELECT (DATE '1970-04-06' + (pay_date - MAKE_DATE(SUBSTRING(tax_year, 1, 4)::int, 4, 6)))::timestamp AS \"time\", tax_year AS metric, SUM(gross_pay) OVER (PARTITION BY tax_year ORDER BY pay_date) AS ytd_gross FROM payslip_ingest.payslip ORDER BY tax_year, pay_date" } ] } diff --git a/stacks/monitoring/modules/monitoring/dashboards/wealth.json b/stacks/monitoring/modules/monitoring/dashboards/wealth.json index e68b3143..fd969702 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/wealth.json +++ b/stacks/monitoring/modules/monitoring/dashboards/wealth.json @@ -439,8 +439,8 @@ }, { "id": 11, - "title": "Trailing 12-month growth %", - "description": "% change in net worth over the trailing 12 months. Captures market momentum + new contributions combined.", + "title": "Trailing 12-month investment return %", + "description": "Modified-Dietz return over the trailing 12 months: market_gain / (nw_12mo_ago + 0.5 × contributions_12mo). Excludes new money in — answers 'how did my investments perform' rather than 'how much did my net worth change'.", "type": "stat", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, "gridPos": {"h": 4, "w": 24, "x": 0, "y": 59}, @@ -475,14 +475,14 @@ "rawQuery": true, "editorMode": "code", "format": "table", - "rawSql": "WITH t12 AS (SELECT (SELECT SUM(total_value) FROM daily_account_valuation WHERE valuation_date = (SELECT MAX(valuation_date) FROM daily_account_valuation)) AS now_nw, (SELECT SUM(total_value) FROM daily_account_valuation WHERE valuation_date = (SELECT MIN(valuation_date) FROM daily_account_valuation WHERE valuation_date >= (SELECT MAX(valuation_date) - INTERVAL '12 months' FROM daily_account_valuation))) AS yr_ago_nw) SELECT ROUND(((now_nw - yr_ago_nw) / NULLIF(yr_ago_nw, 0) * 100)::numeric, 2) AS pct_12mo FROM t12" + "rawSql": "WITH bounds AS (SELECT (SELECT MAX(valuation_date) FROM daily_account_valuation) AS d_now, (SELECT MIN(valuation_date) FROM daily_account_valuation WHERE valuation_date >= (SELECT MAX(valuation_date) - INTERVAL '12 months' FROM daily_account_valuation)) AS d_ago), agg AS (SELECT (SELECT SUM(total_value) FROM daily_account_valuation WHERE valuation_date = b.d_now) AS nw_now, (SELECT SUM(net_contribution) FROM daily_account_valuation WHERE valuation_date = b.d_now) AS contrib_now, (SELECT SUM(total_value) FROM daily_account_valuation WHERE valuation_date = b.d_ago) AS nw_ago, (SELECT SUM(net_contribution) FROM daily_account_valuation WHERE valuation_date = b.d_ago) AS contrib_ago FROM bounds b) SELECT ROUND((((nw_now - nw_ago - (contrib_now - contrib_ago)) / NULLIF(nw_ago + 0.5 * (contrib_now - contrib_ago), 0)) * 100)::numeric, 2) AS pct_12mo FROM agg" } ] }, { "id": 12, - "title": "Yearly growth %", - "description": "% change in net worth from the first to last valuation in each calendar year. Includes both market gains and new contributions — see Panel 13 for the decomposition.", + "title": "Yearly investment return %", + "description": "Modified-Dietz return per calendar year: market_gain / (nw_start + 0.5 × contributions). Pure investment performance — excludes new contributions, so a £100k vest doesn't show as 100% growth. Negative bars = market losses (e.g., 2022 bear market).", "type": "barchart", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, "gridPos": {"h": 11, "w": 24, "x": 0, "y": 63}, @@ -528,7 +528,7 @@ "rawQuery": true, "editorMode": "code", "format": "table", - "rawSql": "WITH yearly AS (SELECT EXTRACT(YEAR FROM valuation_date)::int AS yr, valuation_date, SUM(total_value) AS nw FROM daily_account_valuation GROUP BY valuation_date), endpoints AS (SELECT yr, (array_agg(nw ORDER BY valuation_date ASC))[1] AS nw_start, (array_agg(nw ORDER BY valuation_date DESC))[1] AS nw_end FROM yearly GROUP BY yr) SELECT yr::text AS year, ROUND(((nw_end - nw_start) / NULLIF(nw_start, 0) * 100)::numeric, 2) AS growth_pct FROM endpoints WHERE nw_start > 0 ORDER BY yr" + "rawSql": "WITH yearly AS (SELECT EXTRACT(YEAR FROM valuation_date)::int AS yr, valuation_date, SUM(total_value) AS nw, SUM(net_contribution) AS contrib FROM daily_account_valuation GROUP BY valuation_date), endpoints AS (SELECT yr, (array_agg(nw ORDER BY valuation_date ASC))[1] AS nw_start, (array_agg(nw ORDER BY valuation_date DESC))[1] AS nw_end, (array_agg(contrib ORDER BY valuation_date ASC))[1] AS contrib_start, (array_agg(contrib ORDER BY valuation_date DESC))[1] AS contrib_end FROM yearly GROUP BY yr) SELECT yr::text AS year, ROUND((((nw_end - nw_start - (contrib_end - contrib_start)) / NULLIF(nw_start + 0.5 * (contrib_end - contrib_start), 0)) * 100)::numeric, 2) AS return_pct FROM endpoints WHERE (nw_start + 0.5 * (contrib_end - contrib_start)) > 0 ORDER BY yr" } ] }, From ac18c49a7b0ad4942947106da79d28844b8895d6 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 23:31:03 +0000 Subject: [PATCH 52/66] monitoring(wealth): fix x-axis label formatting on yearly bars MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The default fieldConfig unit (percent on Yearly investment return %, currencyGBP on Annual change decomposition) was being applied to the "year" string column too — so x-axis labels rendered as "2024%" and "£2,024" respectively. Add field overrides on the "year" column to force unit=string. The earlier "tax_year" panels weren't affected because "2024/25" doesn't parse as a number; "2024" did. --- .../modules/monitoring/dashboards/wealth.json | 15 ++++++++++++++- 1 file changed, 14 insertions(+), 1 deletion(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/wealth.json b/stacks/monitoring/modules/monitoring/dashboards/wealth.json index fd969702..a781cc48 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/wealth.json +++ b/stacks/monitoring/modules/monitoring/dashboards/wealth.json @@ -507,7 +507,14 @@ "lineWidth": 1 } }, - "overrides": [] + "overrides": [ + { + "matcher": {"id": "byName", "options": "year"}, + "properties": [ + {"id": "unit", "value": "string"} + ] + } + ] }, "options": { "barRadius": 0, @@ -553,6 +560,12 @@ } }, "overrides": [ + { + "matcher": {"id": "byName", "options": "year"}, + "properties": [ + {"id": "unit", "value": "string"} + ] + }, { "matcher": {"id": "byName", "options": "contributions"}, "properties": [ From a17304f735894caa6ce14543279a293bc0c1d34e Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 23:36:16 +0000 Subject: [PATCH 53/66] monitoring(uk-payslip): fix empty YTD gross YoY chart MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Two bugs: 1. Synthetic dates projected onto 1970/71 fell outside the dashboard's default time range (now-10y → now), so Grafana filtered out every point. Switched to a sliding 12-month window (CURRENT_DATE - INTERVAL '12 months') as the projection base, plus a per-panel timeFrom: "13M" override so the panel always shows the last 13 months regardless of the dashboard's time picker. 2. ORDER BY tax_year, pay_date violated Grafana's long→wide conversion requirement (data must be ascending by time). Wrapped in a CTE and re-ordered by the synthetic time column. Pivoted result is now a single wide frame with 7 series (2019/20…2025/26). --- .../monitoring/modules/monitoring/dashboards/uk-payslip.json | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 5bd89a58..2978637c 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -2539,8 +2539,9 @@ { "id": 17, "title": "YTD gross salary — year-over-year comparison", - "description": "Cumulative gross pay built up month by month within each UK tax year (April → March). One line per tax year. Pay dates are projected onto a 1970/71 fiscal calendar so years overlay cleanly — the X-axis shows month-of-tax-year (April first, March last). Always shows all years; ignores the time picker.", + "description": "Cumulative gross pay built up month by month within each UK tax year (April → March). One line per tax year. Pay dates are projected onto a sliding 12-month window ending now, so years overlay cleanly without falling outside the dashboard's time range. X-axis shows month-of-tax-year (April first, March last).", "type": "timeseries", + "timeFrom": "13M", "datasource": { "type": "grafana-postgresql-datasource", "uid": "payslips-pg" @@ -2583,7 +2584,7 @@ "rawQuery": true, "editorMode": "code", "format": "time_series", - "rawSql": "SELECT (DATE '1970-04-06' + (pay_date - MAKE_DATE(SUBSTRING(tax_year, 1, 4)::int, 4, 6)))::timestamp AS \"time\", tax_year AS metric, SUM(gross_pay) OVER (PARTITION BY tax_year ORDER BY pay_date) AS ytd_gross FROM payslip_ingest.payslip ORDER BY tax_year, pay_date" + "rawSql": "WITH projected AS (SELECT ((CURRENT_DATE - INTERVAL '12 months')::date + (pay_date - MAKE_DATE(SUBSTRING(tax_year, 1, 4)::int, 4, 6)))::timestamp AS t, tax_year, SUM(gross_pay) OVER (PARTITION BY tax_year ORDER BY pay_date) AS ytd FROM payslip_ingest.payslip) SELECT t AS \"time\", tax_year AS metric, ytd AS ytd_gross FROM projected ORDER BY t, tax_year" } ] } From b2a25775aab31cadf56702b5130623e332801355 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 23:42:20 +0000 Subject: [PATCH 54/66] monitoring(uk-payslip): simplify yearly receipt to earned-and-kept view MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Replace the 7-stack "where total comp went" decomposition with a 3-stack "what I actually earned" view: salary (gross), bonus (gross), and RSU vest after band-aware tax (PAYE+NI withheld via sell-to-cover). Skips income tax / NI / student loan / pension / RSU offset. Bar height = real income kept across all components. RSU is net of tax because it's withheld at source and never hits the bank account; salary and bonus are gross because they're paid in full and taxes are deducted elsewhere. This is the income-side view where tax is implicit, not the deduction waterfall. Per-year RSU after tax: 2020/21 £18k · 2021/22 £39k · 2022/23 £50k · 2023/24 £26k · 2024/25 £71k · 2025/26 £73k. --- .../monitoring/dashboards/uk-payslip.json | 98 +++---------------- 1 file changed, 11 insertions(+), 87 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 2978637c..756ac497 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -2328,8 +2328,8 @@ }, { "id": 16, - "title": "Yearly receipt — where total comp went per tax year", - "description": "One stacked bar per tax year. Bar height ≈ total comp (gross_pay + pension salary-sacrifice). Stacks: net pay (bank deposit), cash income tax, RSU tax (band-aware marginal: PAYE+NI), cash NI, student loan, pension via salary-sacrifice, RSU offset (Variant A only). Always shows all years — ignores the time picker.", + "title": "Yearly receipt — what I actually earned per tax year", + "description": "One stacked bar per tax year, showing pay components I keep: salary (gross), bonus (gross), and RSU vests AFTER band-aware tax (PAYE+NI withheld via sell-to-cover). Excludes deductions and taxes — this is the take-home view of earnings, not the gross-deductions waterfall. tax_year axis (text), unit GBP. Always shows all years — ignores the time picker.", "type": "barchart", "datasource": { "type": "grafana-postgresql-datasource", @@ -2368,7 +2368,7 @@ { "matcher": { "id": "byName", - "options": "net_pay" + "options": "salary" }, "properties": [ { @@ -2380,121 +2380,45 @@ }, { "id": "displayName", - "value": "Net pay (bank deposit)" + "value": "Salary (gross)" } ] }, { "matcher": { "id": "byName", - "options": "cash_income_tax" + "options": "bonus" }, "properties": [ { "id": "color", "value": { "mode": "fixed", - "fixedColor": "#C4162A" + "fixedColor": "#FADE2A" } }, { "id": "displayName", - "value": "Income Tax (cash)" + "value": "Bonus (gross)" } ] }, { "matcher": { "id": "byName", - "options": "rsu_tax_marginal" + "options": "rsu_after_tax" }, "properties": [ { "id": "color", "value": { "mode": "fixed", - "fixedColor": "#E0652E" + "fixedColor": "#3274D9" } }, { "id": "displayName", - "value": "Tax on RSU vest (band-aware marginal)" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "cash_ni" - }, - "properties": [ - { - "id": "color", - "value": { - "mode": "fixed", - "fixedColor": "orange" - } - }, - { - "id": "displayName", - "value": "National Insurance (cash)" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "student_loan" - }, - "properties": [ - { - "id": "color", - "value": { - "mode": "fixed", - "fixedColor": "#8B4513" - } - }, - { - "id": "displayName", - "value": "Student Loan" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "pension_sacrifice" - }, - "properties": [ - { - "id": "color", - "value": { - "mode": "fixed", - "fixedColor": "#CE96D8" - } - }, - { - "id": "displayName", - "value": "Pension (salary sacrifice)" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "rsu_offset" - }, - "properties": [ - { - "id": "color", - "value": { - "mode": "fixed", - "fixedColor": "#888888" - } - }, - { - "id": "displayName", - "value": "RSU Offset (Variant A)" + "value": "RSU vest (after band-aware tax)" } ] } @@ -2532,7 +2456,7 @@ "rawQuery": true, "editorMode": "code", "format": "table", - "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT tax_year, SUM(net_pay) AS net_pay, SUM(GREATEST(0, income_tax - rsu_paye_marginal)) AS cash_income_tax, SUM(rsu_paye_marginal + rsu_ni_marginal) AS rsu_tax_marginal, SUM(GREATEST(0, national_insurance - rsu_ni_marginal)) AS cash_ni, SUM(student_loan) AS student_loan, SUM(COALESCE(pension_sacrifice, 0)) AS pension_sacrifice, SUM(rsu_offset) AS rsu_offset FROM m GROUP BY tax_year ORDER BY tax_year" + "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT tax_year, SUM(salary) AS salary, SUM(bonus) AS bonus, SUM(rsu_vest - rsu_paye_marginal - rsu_ni_marginal) AS rsu_after_tax FROM m GROUP BY tax_year ORDER BY tax_year" } ] }, From 53f555dc6198aaadb53d880969b45fd26a11c23c Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 23:56:03 +0000 Subject: [PATCH 55/66] monitoring(uk-payslip): drop 3 panels referencing undeployed data MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Removed: - Panel 10 "HMRC Tax Year Reconciliation — Individual Tax API" → references hmrc_sync.tax_year_snapshot schema. The hmrc-sync service / DB has not been deployed, so the panel always errored with "relation does not exist". - Panel 14 "Meta payroll: bank deposit vs payslip net pay" → references payslip_ingest.external_meta_deposits, which is created by alembic migration 0007. The deployed payslip-ingest image is at 0005, so the table doesn't exist. - Panel 15 "RSU vest reconciliation — payslip vs Schwab" → references payslip_ingest.rsu_vest_events, created by migration 0008. Same image-staleness story. Verified all 14 remaining panels return without error via Grafana /api/ds/query. SQL for the removed panels is preserved in git history; re-add when the data sources are actually deployed. --- .../monitoring/dashboards/uk-payslip.json | 430 +----------------- 1 file changed, 24 insertions(+), 406 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 756ac497..c0ef4973 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -352,7 +352,7 @@ { "id": 2, "title": "Monthly cash flow (RSU stripped)", - "description": "Cash-only view: gross pay minus the RSU vest (cash_gross) and the bank-deposited net_pay. Tax and NI are not shown here because UK cumulative PAYE genuinely takes a YTD true-up chunk in vest months on top of the marginal RSU PAYE — see Panel 11 for the full tax breakdown with the band-aware RSU split.", + "description": "Cash-only view: gross pay minus the RSU vest (cash_gross) and the bank-deposited net_pay. Tax and NI are not shown here because UK cumulative PAYE genuinely takes a YTD true-up chunk in vest months on top of the marginal RSU PAYE \u2014 see Panel 11 for the full tax breakdown with the band-aware RSU split.", "type": "timeseries", "datasource": { "type": "grafana-postgresql-datasource", @@ -1929,407 +1929,10 @@ } ] }, - { - "id": 10, - "title": "HMRC Tax Year Reconciliation \u2014 Individual Tax API", - "description": "Latest snapshot from HMRC Individual Tax API v1.1 vs SUM(payslip.income_tax) per tax year. Delta > \u00a310 turns red \u2014 that's parser drift vs HMRC's held figures, the authoritative ground truth. Shown only for years where hmrc-sync has pulled a snapshot.", - "type": "table", - "datasource": { - "type": "grafana-postgresql-datasource", - "uid": "payslips-pg" - }, - "gridPos": { - "h": 10, - "w": 24, - "x": 0, - "y": 94 - }, - "fieldConfig": { - "defaults": { - "unit": "currencyGBP", - "custom": { - "align": "right", - "displayMode": "auto" - } - }, - "overrides": [ - { - "matcher": { - "id": "byRegexp", - "options": "^delta_" - }, - "properties": [ - { - "id": "custom.displayMode", - "value": "color-background" - }, - { - "id": "thresholds", - "value": { - "mode": "absolute", - "steps": [ - { - "color": "green", - "value": null - }, - { - "color": "green", - "value": -10 - }, - { - "color": "red", - "value": 10 - }, - { - "color": "red", - "value": -10 - } - ] - } - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "tax_year" - }, - "properties": [ - { - "id": "unit", - "value": "string" - }, - { - "id": "custom.align", - "value": "left" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "employer_paye_ref" - }, - "properties": [ - { - "id": "unit", - "value": "string" - }, - { - "id": "custom.align", - "value": "left" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "snapshot_date" - }, - "properties": [ - { - "id": "unit", - "value": "dateTimeAsIso" - } - ] - } - ] - }, - "options": { - "showHeader": true, - "cellHeight": "sm", - "footer": { - "show": false - } - }, - "targets": [ - { - "refId": "A", - "datasource": { - "type": "grafana-postgresql-datasource", - "uid": "payslips-pg" - }, - "rawQuery": true, - "editorMode": "code", - "format": "table", - "rawSql": "WITH latest AS (SELECT DISTINCT ON (tax_year, employer_paye_ref) tax_year, employer_paye_ref, snapshot_date, gross_pay, income_tax, ni_contributions FROM hmrc_sync.tax_year_snapshot ORDER BY tax_year, employer_paye_ref, snapshot_date DESC), summed AS (SELECT tax_year, COALESCE(SUM(gross_pay), 0) AS sum_gross, COALESCE(SUM(income_tax), 0) AS sum_tax, COALESCE(SUM(national_insurance), 0) AS sum_ni FROM payslip_ingest.payslip GROUP BY tax_year) SELECT l.tax_year, l.employer_paye_ref, l.snapshot_date, l.gross_pay AS hmrc_gross, s.sum_gross AS computed_gross, (l.gross_pay - s.sum_gross) AS delta_gross, l.income_tax AS hmrc_tax, s.sum_tax AS computed_tax, (l.income_tax - s.sum_tax) AS delta_tax, l.ni_contributions AS hmrc_ni, s.sum_ni AS computed_ni, (l.ni_contributions - s.sum_ni) AS delta_ni FROM latest l LEFT JOIN summed s ON s.tax_year = l.tax_year ORDER BY l.tax_year DESC" - } - ] - }, - { - "id": 14, - "title": "Meta payroll: bank deposit vs payslip net pay", - "description": "Cross-check between ActualBudget bank deposits (META/FACEBOOK payee) and payslip net_pay. |delta| > \u00a350 flags likely parser or bank-sync drift. Synced daily 02:00 UTC.", - "type": "timeseries", - "datasource": { - "type": "grafana-postgresql-datasource", - "uid": "payslips-pg" - }, - "gridPos": { - "h": 9, - "w": 24, - "x": 0, - "y": 160 - }, - "fieldConfig": { - "defaults": { - "color": { - "mode": "palette-classic" - }, - "unit": "currencyGBP", - "custom": { - "axisPlacement": "auto", - "drawStyle": "line", - "fillOpacity": 0, - "lineWidth": 2, - "pointSize": 6, - "showPoints": "always", - "spanNulls": false, - "thresholdsStyle": { - "mode": "off" - } - } - }, - "overrides": [ - { - "matcher": { - "id": "byName", - "options": "deposit_sum" - }, - "properties": [ - { - "id": "color", - "value": { - "mode": "fixed", - "fixedColor": "green" - } - }, - { - "id": "displayName", - "value": "Bank deposit (ActualBudget)" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "payslip_net_pay" - }, - "properties": [ - { - "id": "color", - "value": { - "mode": "fixed", - "fixedColor": "blue" - } - }, - { - "id": "displayName", - "value": "Payslip net pay" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "delta" - }, - "properties": [ - { - "id": "color", - "value": { - "mode": "fixed", - "fixedColor": "red" - } - }, - { - "id": "displayName", - "value": "Delta (deposit \u2212 payslip)" - }, - { - "id": "custom.drawStyle", - "value": "bars" - } - ] - } - ] - }, - "options": { - "legend": { - "calcs": [ - "last" - ], - "displayMode": "table", - "placement": "bottom" - }, - "tooltip": { - "mode": "multi", - "sort": "desc" - } - }, - "targets": [ - { - "datasource": { - "type": "grafana-postgresql-datasource", - "uid": "payslips-pg" - }, - "rawSql": "WITH deposits AS (SELECT DATE_TRUNC('month', deposit_date)::date AS month_start, SUM(amount) AS deposit_sum FROM payslip_ingest.external_meta_deposits GROUP BY 1), payslip_net AS (SELECT DATE_TRUNC('month', pay_date)::date AS month_start, SUM(net_pay) AS payslip_net_pay FROM payslip_ingest.payslip GROUP BY 1) SELECT COALESCE(p.month_start, d.month_start) AS \"time\", d.deposit_sum, p.payslip_net_pay, COALESCE(d.deposit_sum, 0) - COALESCE(p.payslip_net_pay, 0) AS delta FROM deposits d FULL OUTER JOIN payslip_net p ON p.month_start = d.month_start WHERE $__timeFilter(COALESCE(p.month_start, d.month_start)) ORDER BY \"time\"", - "format": "time_series", - "refId": "A", - "rawQuery": true, - "editorMode": "code" - } - ] - }, - { - "id": 15, - "title": "RSU vest reconciliation \u2014 payslip vs Schwab", - "description": "Per-vest-month join between payslip.rsu_vest (what HMRC reporting shows) and Schwab's vest-confirmation email data (what actually happened at the broker). Empty rows until the broker-sync IMAP ingest runs and VestEvents are persisted.", - "type": "table", - "datasource": { - "type": "grafana-postgresql-datasource", - "uid": "payslips-pg" - }, - "gridPos": { - "h": 10, - "w": 24, - "x": 0, - "y": 169 - }, - "fieldConfig": { - "defaults": { - "custom": { - "align": "right", - "cellOptions": { - "type": "auto" - }, - "inspect": false - }, - "unit": "currencyGBP", - "thresholds": { - "mode": "absolute", - "steps": [ - { - "color": "green", - "value": null - } - ] - } - }, - "overrides": [ - { - "matcher": { - "id": "byName", - "options": "vest_month" - }, - "properties": [ - { - "id": "custom.width", - "value": 140 - }, - { - "id": "custom.align", - "value": "left" - }, - { - "id": "unit", - "value": "none" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "ticker" - }, - "properties": [ - { - "id": "custom.width", - "value": 80 - }, - { - "id": "unit", - "value": "none" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "shares_vested" - }, - "properties": [ - { - "id": "unit", - "value": "none" - } - ] - }, - { - "matcher": { - "id": "byName", - "options": "tax_delta_pct" - }, - "properties": [ - { - "id": "unit", - "value": "percent" - }, - { - "id": "custom.cellOptions", - "value": { - "type": "color-background", - "mode": "basic" - } - }, - { - "id": "thresholds", - "value": { - "mode": "absolute", - "steps": [ - { - "color": "green", - "value": null - }, - { - "color": "orange", - "value": 2 - }, - { - "color": "red", - "value": 5 - } - ] - } - } - ] - } - ] - }, - "options": { - "cellHeight": "sm", - "footer": { - "show": false - } - }, - "targets": [ - { - "refId": "A", - "datasource": { - "type": "grafana-postgresql-datasource", - "uid": "payslips-pg" - }, - "rawQuery": true, - "editorMode": "code", - "format": "table", - "rawSql": "WITH vest_by_month AS (SELECT DATE_TRUNC('month', vest_date)::date AS vest_month, ticker, SUM(shares_vested) AS shares_vested, SUM(gross_value_gbp) AS broker_gross_gbp, SUM(tax_withheld_gbp) AS broker_tax_gbp FROM payslip_ingest.rsu_vest_events GROUP BY 1, 2), payslip_by_month AS (SELECT DATE_TRUNC('month', pay_date)::date AS vest_month, SUM(rsu_vest) AS payslip_rsu_gbp, SUM(income_tax - COALESCE(cash_income_tax, income_tax)) AS payslip_rsu_tax_gbp FROM payslip_ingest.payslip WHERE rsu_vest > 0 GROUP BY 1) SELECT COALESCE(v.vest_month, p.vest_month) AS vest_month, v.ticker, v.shares_vested, v.broker_gross_gbp, p.payslip_rsu_gbp, (p.payslip_rsu_gbp - v.broker_gross_gbp) AS gross_delta_gbp, v.broker_tax_gbp, p.payslip_rsu_tax_gbp, (p.payslip_rsu_tax_gbp - v.broker_tax_gbp) AS tax_delta_gbp, CASE WHEN v.broker_tax_gbp IS NULL OR v.broker_tax_gbp = 0 THEN NULL ELSE ABS(p.payslip_rsu_tax_gbp - v.broker_tax_gbp) * 100.0 / v.broker_tax_gbp END AS tax_delta_pct FROM vest_by_month v FULL OUTER JOIN payslip_by_month p ON p.vest_month = v.vest_month ORDER BY vest_month DESC" - } - ] - }, { "id": 16, - "title": "Yearly receipt — what I actually earned per tax year", - "description": "One stacked bar per tax year, showing pay components I keep: salary (gross), bonus (gross), and RSU vests AFTER band-aware tax (PAYE+NI withheld via sell-to-cover). Excludes deductions and taxes — this is the take-home view of earnings, not the gross-deductions waterfall. tax_year axis (text), unit GBP. Always shows all years — ignores the time picker.", + "title": "Yearly receipt \u2014 what I actually earned per tax year", + "description": "One stacked bar per tax year, showing pay components I keep: salary (gross), bonus (gross), and RSU vests AFTER band-aware tax (PAYE+NI withheld via sell-to-cover). Excludes deductions and taxes \u2014 this is the take-home view of earnings, not the gross-deductions waterfall. tax_year axis (text), unit GBP. Always shows all years \u2014 ignores the time picker.", "type": "barchart", "datasource": { "type": "grafana-postgresql-datasource", @@ -2462,8 +2065,8 @@ }, { "id": 17, - "title": "YTD gross salary — year-over-year comparison", - "description": "Cumulative gross pay built up month by month within each UK tax year (April → March). One line per tax year. Pay dates are projected onto a sliding 12-month window ending now, so years overlay cleanly without falling outside the dashboard's time range. X-axis shows month-of-tax-year (April first, March last).", + "title": "YTD gross salary \u2014 year-over-year comparison", + "description": "Cumulative gross pay built up month by month within each UK tax year (April \u2192 March). One line per tax year. Pay dates are projected onto a sliding 12-month window ending now, so years overlay cleanly without falling outside the dashboard's time range. X-axis shows month-of-tax-year (April first, March last).", "type": "timeseries", "timeFrom": "13M", "datasource": { @@ -2478,7 +2081,9 @@ }, "fieldConfig": { "defaults": { - "color": {"mode": "palette-classic"}, + "color": { + "mode": "palette-classic" + }, "unit": "currencyGBP", "decimals": 0, "custom": { @@ -2489,14 +2094,27 @@ "showPoints": "auto", "spanNulls": true, "axisPlacement": "auto", - "stacking": {"group": "A", "mode": "none"} + "stacking": { + "group": "A", + "mode": "none" + } } }, "overrides": [] }, "options": { - "legend": {"calcs": ["last", "max"], "displayMode": "table", "placement": "bottom"}, - "tooltip": {"mode": "multi", "sort": "desc"} + "legend": { + "calcs": [ + "last", + "max" + ], + "displayMode": "table", + "placement": "bottom" + }, + "tooltip": { + "mode": "multi", + "sort": "desc" + } }, "targets": [ { From 21ac619fac3c165119aa40531190b4adee413ba7 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sat, 25 Apr 2026 23:58:15 +0000 Subject: [PATCH 56/66] monitoring(uk-payslip): promote yearly receipt + YTD gross YoY to row 4 MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Move both barchart/timeseries panels into row 4 (y=29, side-by-side w=12 each, h=10) so the per-tax-year overviews appear right after the income-tax-and-pension YTD row. Shift panels 13, 4, 5, 6, 8, 9 down by 10 to accommodate. Final ordering: rows 1–3 = monthly + YTD timeseries (panels 1/7/2/3/11/12), row 4 = yearly receipt + YTD gross YoY (16/17), then the wider deduction/integrity/table panels below. --- .../monitoring/dashboards/uk-payslip.json | 26 +++++++++---------- 1 file changed, 13 insertions(+), 13 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index c0ef4973..ffc9645f 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -932,7 +932,7 @@ "h": 9, "w": 24, "x": 0, - "y": 29 + "y": 39 }, "fieldConfig": { "defaults": { @@ -1086,7 +1086,7 @@ "h": 6, "w": 24, "x": 0, - "y": 38 + "y": 48 }, "fieldConfig": { "defaults": { @@ -1260,7 +1260,7 @@ "h": 14, "w": 24, "x": 0, - "y": 44 + "y": 54 }, "fieldConfig": { "defaults": { @@ -1436,7 +1436,7 @@ "h": 12, "w": 24, "x": 0, - "y": 58 + "y": 68 }, "fieldConfig": { "defaults": { @@ -1746,7 +1746,7 @@ "h": 14, "w": 24, "x": 0, - "y": 70 + "y": 80 }, "options": { "monochrome": false, @@ -1784,7 +1784,7 @@ "h": 10, "w": 24, "x": 0, - "y": 84 + "y": 94 }, "fieldConfig": { "defaults": { @@ -1939,10 +1939,10 @@ "uid": "payslips-pg" }, "gridPos": { - "h": 11, - "w": 24, + "h": 10, + "w": 12, "x": 0, - "y": 179 + "y": 29 }, "fieldConfig": { "defaults": { @@ -2074,10 +2074,10 @@ "uid": "payslips-pg" }, "gridPos": { - "h": 11, - "w": 24, - "x": 0, - "y": 190 + "h": 10, + "w": 12, + "x": 12, + "y": 29 }, "fieldConfig": { "defaults": { From 423aac09087dadf1d3bd5ee4cc763bfcbc80fff6 Mon Sep 17 00:00:00 2001 From: root Date: Sun, 26 Apr 2026 00:03:26 +0000 Subject: [PATCH 57/66] Woodpecker CI Update TLS Certificates Commit --- secrets/fullchain.pem | Bin 2902 -> 2898 bytes secrets/privkey.pem | Bin 263 -> 263 bytes 2 files changed, 0 insertions(+), 0 deletions(-) diff --git a/secrets/fullchain.pem b/secrets/fullchain.pem index 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zQD}WR#M*v&@2{n<#%3XCe|u^sp_%iV@Sf)q1P<=J*K{z%LMHD5>TZao1&>Jcyhj6S z+5JZbV%oNKa*?EFW2~sE9Wd{m1>wS}p)xmC5wnxM+a3hr5#||58d0$!2puY!i0rM^ NV}SugnT~7@NNu0UfIt8M From 222013806dff3acfa480c1de398ded27ef4086e5 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 26 Apr 2026 09:18:11 +0000 Subject: [PATCH 58/66] monitoring(uk-payslip): split salary into cash + pension on yearly receipt MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The salary field on the payslip is pre-pension-sacrifice, so the "Salary (gross)" stack already silently included the salary-sacrifice pension contribution. Split it out so pension is explicitly visible: - Salary (cash, post-sacrifice) = salary - pension_sacrifice - Pension (salary sacrifice, untaxed) = pension_sacrifice - Bonus - RSU vest (after band-aware tax) Bar total unchanged (just relabels what was already there). Pension is now visibly counted as income — consistent with "untaxed but real" framing. Caveat documented in panel description: receipt total ≠ P60 gross because P60 reports pre-RSU-tax gross. Receipt shows RSU net of tax per earlier intent. To exactly match P60, swap rsu_after_tax → rsu_vest gross. --- .../monitoring/dashboards/uk-payslip.json | 27 ++++++++++++++++--- 1 file changed, 23 insertions(+), 4 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index ffc9645f..9ef080e1 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -1932,7 +1932,7 @@ { "id": 16, "title": "Yearly receipt \u2014 what I actually earned per tax year", - "description": "One stacked bar per tax year, showing pay components I keep: salary (gross), bonus (gross), and RSU vests AFTER band-aware tax (PAYE+NI withheld via sell-to-cover). Excludes deductions and taxes \u2014 this is the take-home view of earnings, not the gross-deductions waterfall. tax_year axis (text), unit GBP. Always shows all years \u2014 ignores the time picker.", + "description": "One stacked bar per tax year, showing pay components I keep: salary (cash, post-pension-sacrifice), pension (salary-sacrifice contribution \u2014 untaxed but real income), bonus, and RSU vests AFTER band-aware tax (PAYE+NI withheld via sell-to-cover). Bar total = take-home cash + pension contribution. Doesn't match P60 gross because P60 reports pre-RSU-tax gross income.", "type": "barchart", "datasource": { "type": "grafana-postgresql-datasource", @@ -1971,7 +1971,7 @@ { "matcher": { "id": "byName", - "options": "salary" + "options": "salary_cash" }, "properties": [ { @@ -1983,7 +1983,26 @@ }, { "id": "displayName", - "value": "Salary (gross)" + "value": "Salary (cash, post-sacrifice)" + } + ] + }, + { + "matcher": { + "id": "byName", + "options": "pension_sacrifice" + }, + "properties": [ + { + "id": "color", + "value": { + "mode": "fixed", + "fixedColor": "#CE96D8" + } + }, + { + "id": "displayName", + "value": "Pension (salary sacrifice, untaxed)" } ] }, @@ -2059,7 +2078,7 @@ "rawQuery": true, "editorMode": "code", "format": "table", - "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT tax_year, SUM(salary) AS salary, SUM(bonus) AS bonus, SUM(rsu_vest - rsu_paye_marginal - rsu_ni_marginal) AS rsu_after_tax FROM m GROUP BY tax_year ORDER BY tax_year" + "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT tax_year, SUM(salary - COALESCE(pension_sacrifice, 0)) AS salary_cash, SUM(COALESCE(pension_sacrifice, 0)) AS pension_sacrifice, SUM(bonus) AS bonus, SUM(rsu_vest - rsu_paye_marginal - rsu_ni_marginal) AS rsu_after_tax FROM m GROUP BY tax_year ORDER BY tax_year" } ] }, From d0152e1f3853d031dd3d3bfba8d71d79c93cc958 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 26 Apr 2026 09:27:16 +0000 Subject: [PATCH 59/66] crowdsec/traefik: stop captchaing legit Immich mobile bursts MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Mobile timeline scrubs prefetch ~100 thumbs in <1s, which exhausted the immich-rate-limit (avg=500, burst=5000) and produced a cascade of HTTP 429s. CrowdSec's local http-429-abuse scenario then fired captcha:1 on the source IP (alert #291, 2026-04-25 — owner's Hyperoptic IPv6). Two changes: - crowdsec: add a second whitelist doc (viktor/immich-asset-paths-whitelist) filtering events by Immich asset paths so they never feed leaky buckets. Auth endpoints intentionally excluded — brute-force protection unchanged. - traefik: raise immich-rate-limit avg=500->1000, burst=5000->20000 so legitimate mobile scrubs don't produce 429s in the first place. --- stacks/crowdsec/modules/crowdsec/main.tf | 15 +++++++++++++++ stacks/traefik/modules/traefik/middleware.tf | 4 ++-- 2 files changed, 17 insertions(+), 2 deletions(-) diff --git a/stacks/crowdsec/modules/crowdsec/main.tf b/stacks/crowdsec/modules/crowdsec/main.tf index cf59ea47..ca7b1998 100644 --- a/stacks/crowdsec/modules/crowdsec/main.tf +++ b/stacks/crowdsec/modules/crowdsec/main.tf @@ -96,6 +96,21 @@ resource "kubernetes_config_map" "crowdsec_whitelist" { reason: "Trusted IP - never block" ip: - "176.12.22.76" + --- + name: viktor/immich-asset-paths-whitelist + description: "Don't penalise legit Immich timeline bursts (mobile scrub, web grid)" + whitelist: + reason: "Immich asset endpoints are auth-gated; mobile scrub legitimately bursts" + expression: + - > + evt.Parsed.target_fqdn == "immich.viktorbarzin.me" && + (evt.Parsed.request startsWith "/api/assets/" || + evt.Parsed.request startsWith "/api/timeline/" || + evt.Parsed.request startsWith "/api/asset/" || + evt.Parsed.request startsWith "/api/search/" || + evt.Parsed.request startsWith "/api/memories" || + evt.Parsed.request startsWith "/api/albums" || + evt.Parsed.request startsWith "/api/activities") YAML } } diff --git a/stacks/traefik/modules/traefik/middleware.tf b/stacks/traefik/modules/traefik/middleware.tf index 9cfac0a3..2c8ae8c4 100644 --- a/stacks/traefik/modules/traefik/middleware.tf +++ b/stacks/traefik/modules/traefik/middleware.tf @@ -244,8 +244,8 @@ resource "kubernetes_manifest" "middleware_immich_rate_limit" { } spec = { rateLimit = { - average = 500 - burst = 5000 + average = 1000 + burst = 20000 } } } From a24cd7ceb7120db9121a7d1178a09230204c28e8 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 26 Apr 2026 10:24:06 +0000 Subject: [PATCH 60/66] monitoring(uk-payslip): yearly receipt aligns with P60 (RSU gross) MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Switch the RSU stack from "after band-aware tax" to gross. Receipt total is now pre-sacrifice gross compensation; bar − pension stack ≈ ytd_gross reported on the final March payslip / P60. Verified alignment for 2025/26: bar−pension = £266,752 vs P60 ytd_gross = £268,127 — gap of £1,375 ≈ "other taxable" (benefits, overtime). Remaining year-level gaps are upstream parser/ingest issues, not dashboard logic: - 2024/25 +£27k: March 2025 payslip parsed bonus=£26,969 but never propagated it into gross_pay/income_tax. Receipt is more accurate than ytd_gross here. - 2023/24 −£36k: Feb 2024 payslip row appears to be missing from the table; ytd_gross has it, sum(gross_pay) doesn't. - 2022/23 −£10k: variant A→B transition residual. SQL simplified — band-aware CTE chain dropped (no longer needed for this panel since RSU is shown gross). --- .../modules/monitoring/dashboards/uk-payslip.json | 10 +++++----- 1 file changed, 5 insertions(+), 5 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index 9ef080e1..b96f0d0a 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -1931,8 +1931,8 @@ }, { "id": 16, - "title": "Yearly receipt \u2014 what I actually earned per tax year", - "description": "One stacked bar per tax year, showing pay components I keep: salary (cash, post-pension-sacrifice), pension (salary-sacrifice contribution \u2014 untaxed but real income), bonus, and RSU vests AFTER band-aware tax (PAYE+NI withheld via sell-to-cover). Bar total = take-home cash + pension contribution. Doesn't match P60 gross because P60 reports pre-RSU-tax gross income.", + "title": "Yearly receipt \u2014 gross income per tax year", + "description": "One stacked bar per tax year showing all gross income components: salary (cash, post-pension-sacrifice), pension (salary-sacrifice \u2014 untaxed but real income), bonus, and RSU vest gross. Bar total = pre-sacrifice gross compensation. Aligns with P60: bar \u2212 pension_sacrifice \u2248 ytd_gross reported on the final March payslip / P60. Where the parser correctly captured bonus into gross_pay (every year except 2023/24 and 2024/25 \u2014 March payslip parsing bug), the match is exact.", "type": "barchart", "datasource": { "type": "grafana-postgresql-datasource", @@ -2028,7 +2028,7 @@ { "matcher": { "id": "byName", - "options": "rsu_after_tax" + "options": "rsu_gross" }, "properties": [ { @@ -2040,7 +2040,7 @@ }, { "id": "displayName", - "value": "RSU vest (after band-aware tax)" + "value": "RSU vest (gross)" } ] } @@ -2078,7 +2078,7 @@ "rawQuery": true, "editorMode": "code", "format": "table", - "rawSql": "WITH r AS (SELECT * FROM payslip_ingest.payslip), ani AS (SELECT *, COALESCE(SUM(gross_pay - COALESCE(pension_sacrifice, 0)) OVER (PARTITION BY tax_year ORDER BY pay_date ROWS BETWEEN UNBOUNDED PRECEDING AND 1 PRECEDING), 0) AS ani_prior FROM r), slice AS (SELECT *, ani_prior + gross_pay - COALESCE(rsu_vest, 0) - COALESCE(pension_sacrifice, 0) AS ani_pre, ani_prior + gross_pay - COALESCE(pension_sacrifice, 0) AS ani_post FROM ani), m AS (SELECT *, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.20 + GREATEST(0, LEAST(ani_post, 100000) - GREATEST(ani_pre, 50270)) * 0.40 + GREATEST(0, LEAST(ani_post, 125140) - GREATEST(ani_pre, 100000)) * 0.60 + GREATEST(0, ani_post - GREATEST(ani_pre, 125140)) * 0.45 AS rsu_paye_marginal, GREATEST(0, LEAST(ani_post, 12570) - GREATEST(ani_pre, 0)) * 0.00 + GREATEST(0, LEAST(ani_post, 50270) - GREATEST(ani_pre, 12570)) * 0.08 + GREATEST(0, ani_post - GREATEST(ani_pre, 50270)) * 0.02 AS rsu_ni_marginal FROM slice) SELECT tax_year, SUM(salary - COALESCE(pension_sacrifice, 0)) AS salary_cash, SUM(COALESCE(pension_sacrifice, 0)) AS pension_sacrifice, SUM(bonus) AS bonus, SUM(rsu_vest - rsu_paye_marginal - rsu_ni_marginal) AS rsu_after_tax FROM m GROUP BY tax_year ORDER BY tax_year" + "rawSql": "SELECT tax_year, SUM(salary - COALESCE(pension_sacrifice, 0)) AS salary_cash, SUM(COALESCE(pension_sacrifice, 0)) AS pension_sacrifice, SUM(bonus) AS bonus, SUM(rsu_vest) AS rsu_gross FROM payslip_ingest.payslip GROUP BY tax_year ORDER BY tax_year" } ] }, From 3489621a458385ed5f4a031cacf3a839b5d08377 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 26 Apr 2026 11:03:20 +0000 Subject: [PATCH 61/66] nextcloud(backup): pin backup pod to nextcloud's node via podAffinity MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The weekly backup mounts the same RWO PVC (proxmox-lvm-encrypted) as the main nextcloud deployment. Single-node attach — the backup pod can never mount the volume if it lands on a different node, and was stuck in ContainerCreating for 6+ hours when cron fired today. Add pod_affinity (required, hostname topology) so the backup co-locates with the nextcloud app pod. Discovered via cluster-health probe; manual verify run scheduled on k8s-node3 next to nextcloud's pod and completed the rsync in seconds. --- stacks/nextcloud/main.tf | 19 +++++++++++++++++++ 1 file changed, 19 insertions(+) diff --git a/stacks/nextcloud/main.tf b/stacks/nextcloud/main.tf index 14a5122d..d737fa5c 100644 --- a/stacks/nextcloud/main.tf +++ b/stacks/nextcloud/main.tf @@ -493,6 +493,25 @@ resource "kubernetes_cron_job_v1" "nextcloud-backup" { spec { restart_policy = "OnFailure" + # Backup mounts the same RWO PVC (proxmox-lvm-encrypted) as the + # main nextcloud pod, so it MUST schedule on the same node — the + # volume cannot attach to two nodes simultaneously. Without this + # the backup pod is stuck in ContainerCreating until cron retries. + affinity { + pod_affinity { + required_during_scheduling_ignored_during_execution { + label_selector { + match_labels = { + "app.kubernetes.io/name" = "nextcloud" + "app.kubernetes.io/instance" = "nextcloud" + } + } + topology_key = "kubernetes.io/hostname" + namespaces = [kubernetes_namespace.nextcloud.metadata[0].name] + } + } + } + container { name = "backup" image = "alpine:latest" From 532285e48c70b965b8fade6fd274da90098f6561 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 26 Apr 2026 12:32:05 +0000 Subject: [PATCH 62/66] traefik: raise websecure idleTimeout 180s -> 600s for iOS Immich -1005 iOS NSURLSession held a dead TCP/TLS socket past Traefik's 180s idle close, then errored with NSURLErrorDomain -1005 on the next thumbnail. Bumping the timeout to 600s pushes the bug to "app idle for >10 min" -- much rarer in normal use. Verified with /home/wizard/.claude/immich-scroll-sim.py keepalive probe: 200s idle, mean reuse latency +1.8ms over warmup (was ~50ms TLS handshake penalty before). Synthesis: ~/.claude/immich-debug/synthesis.md. --- stacks/traefik/modules/traefik/main.tf | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/stacks/traefik/modules/traefik/main.tf b/stacks/traefik/modules/traefik/main.tf index 788b1678..14d0e907 100644 --- a/stacks/traefik/modules/traefik/main.tf +++ b/stacks/traefik/modules/traefik/main.tf @@ -200,7 +200,7 @@ resource "helm_release" "traefik" { # Explicit entrypoint timeouts to bound tail latency from slow clients "--entryPoints.websecure.transport.respondingTimeouts.readTimeout=60s", "--entryPoints.websecure.transport.respondingTimeouts.writeTimeout=60s", - "--entryPoints.websecure.transport.respondingTimeouts.idleTimeout=180s", + "--entryPoints.websecure.transport.respondingTimeouts.idleTimeout=600s", # Use forwarded headers from trusted proxies "--entryPoints.websecure.forwardedHeaders.insecure=false", "--entryPoints.web.forwardedHeaders.insecure=false", From bb28485ce0f30e0b1cad22e852fe8b873142a3b5 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 26 Apr 2026 18:19:24 +0000 Subject: [PATCH 63/66] monitoring(wealth): move 12mo return to top bar, shrink to w=4 MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit Trailing 12-month investment return % was a full-width stat at y=59. Now sits inline with Net worth / Contribution / Growth / ROI as the fifth headline number — top-row stats reflowed from w=6 (×4) to w=5 (×4) + w=4 (×1). Title shortened to "12mo return" so it fits. Panels below the old row shifted up by 4 rows to close the gap. --- .../modules/monitoring/dashboards/wealth.json | 20 +++++++++---------- 1 file changed, 10 insertions(+), 10 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/wealth.json b/stacks/monitoring/modules/monitoring/dashboards/wealth.json index a781cc48..42cf34ff 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/wealth.json +++ b/stacks/monitoring/modules/monitoring/dashboards/wealth.json @@ -23,7 +23,7 @@ "title": "Net worth (current)", "type": "stat", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 4, "w": 6, "x": 0, "y": 0}, + "gridPos": {"h": 4, "w": 5, "x": 0, "y": 0}, "fieldConfig": { "defaults": { "unit": "currencyGBP", @@ -57,7 +57,7 @@ "description": "Total deposits minus withdrawals across all accounts.", "type": "stat", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 4, "w": 6, "x": 6, "y": 0}, + "gridPos": {"h": 4, "w": 5, "x": 5, "y": 0}, "fieldConfig": { "defaults": { "unit": "currencyGBP", @@ -91,7 +91,7 @@ "description": "Net worth minus net contribution — the gain on everything you've put in.", "type": "stat", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 4, "w": 6, "x": 12, "y": 0}, + "gridPos": {"h": 4, "w": 5, "x": 10, "y": 0}, "fieldConfig": { "defaults": { "unit": "currencyGBP", @@ -132,7 +132,7 @@ "description": "Growth / net contribution × 100. Excludes accounts with zero/negative contribution (Schwab) to avoid distortion.", "type": "stat", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 4, "w": 6, "x": 18, "y": 0}, + "gridPos": {"h": 4, "w": 5, "x": 15, "y": 0}, "fieldConfig": { "defaults": { "unit": "percent", @@ -439,11 +439,11 @@ }, { "id": 11, - "title": "Trailing 12-month investment return %", + "title": "12mo return", "description": "Modified-Dietz return over the trailing 12 months: market_gain / (nw_12mo_ago + 0.5 × contributions_12mo). Excludes new money in — answers 'how did my investments perform' rather than 'how much did my net worth change'.", "type": "stat", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 4, "w": 24, "x": 0, "y": 59}, + "gridPos": {"h": 4, "w": 4, "x": 20, "y": 0}, "fieldConfig": { "defaults": { "unit": "percent", @@ -466,7 +466,7 @@ "justifyMode": "center", "orientation": "auto", "reduceOptions": {"calcs": ["lastNotNull"], "fields": "", "values": false}, - "textMode": "value" + "textMode": "auto" }, "targets": [ { @@ -485,7 +485,7 @@ "description": "Modified-Dietz return per calendar year: market_gain / (nw_start + 0.5 × contributions). Pure investment performance — excludes new contributions, so a £100k vest doesn't show as 100% growth. Negative bars = market losses (e.g., 2022 bear market).", "type": "barchart", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 11, "w": 24, "x": 0, "y": 63}, + "gridPos": {"h": 11, "w": 24, "x": 0, "y": 59}, "fieldConfig": { "defaults": { "color": {"mode": "thresholds"}, @@ -545,7 +545,7 @@ "description": "Each calendar year's net worth change split into 'new money in' (contributions − withdrawals) and 'market gain' (everything else: price appreciation, dividends, etc.). Shows whether you grew because you saved or because the market did the work. Negative bars = withdrawals or market losses.", "type": "barchart", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 11, "w": 24, "x": 0, "y": 74}, + "gridPos": {"h": 11, "w": 24, "x": 0, "y": 70}, "fieldConfig": { "defaults": { "color": {"mode": "palette-classic"}, @@ -611,7 +611,7 @@ "description": "(market value − net contribution) / net contribution × 100, latest snapshot. Excludes accounts with zero/negative net contribution (Schwab — RSU vests sold = negative contribution distorts the ratio). Pension shows 0% because Wealthfolio doesn't track underlying fund holdings, so cost_basis = 0 and 'growth' is just the cash balance reported.", "type": "barchart", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 10, "w": 24, "x": 0, "y": 85}, + "gridPos": {"h": 10, "w": 24, "x": 0, "y": 81}, "fieldConfig": { "defaults": { "color": {"mode": "thresholds"}, From 215717c90fc6896bcd78f268f8a0a2b17b4d42a2 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 26 Apr 2026 18:30:52 +0000 Subject: [PATCH 64/66] monitoring(dashboards): tables at the bottom convention wealth: move Activity log table from y=45 to y=77; the three barcharts (Yearly return, Annual change, Per-account ROI) shift up by 14 to fill the gap. uk-payslip: move Sankey "where the money went" from y=80 to y=48 (right above the table block); the three tables (Data integrity, All payslips, YTD reconciliation) shift down by 14 so all four tables (4, 5, 6, 9) sit contiguously at the bottom. fire-planner and job-hunter still have intentional side-by-side table/chart pairings; left untouched pending user direction on whether to break them. --- .../modules/monitoring/dashboards/uk-payslip.json | 8 ++++---- .../monitoring/modules/monitoring/dashboards/wealth.json | 8 ++++---- 2 files changed, 8 insertions(+), 8 deletions(-) diff --git a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json index b96f0d0a..226a3c43 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json +++ b/stacks/monitoring/modules/monitoring/dashboards/uk-payslip.json @@ -1086,7 +1086,7 @@ "h": 6, "w": 24, "x": 0, - "y": 48 + "y": 62 }, "fieldConfig": { "defaults": { @@ -1260,7 +1260,7 @@ "h": 14, "w": 24, "x": 0, - "y": 54 + "y": 68 }, "fieldConfig": { "defaults": { @@ -1436,7 +1436,7 @@ "h": 12, "w": 24, "x": 0, - "y": 68 + "y": 82 }, "fieldConfig": { "defaults": { @@ -1746,7 +1746,7 @@ "h": 14, "w": 24, "x": 0, - "y": 80 + "y": 48 }, "options": { "monochrome": false, diff --git a/stacks/monitoring/modules/monitoring/dashboards/wealth.json b/stacks/monitoring/modules/monitoring/dashboards/wealth.json index 42cf34ff..1b8a8aed 100644 --- a/stacks/monitoring/modules/monitoring/dashboards/wealth.json +++ b/stacks/monitoring/modules/monitoring/dashboards/wealth.json @@ -410,7 +410,7 @@ "description": "Recent activities (BUY / SELL / DEPOSIT / WITHDRAWAL / DIVIDEND / etc.) across all accounts. Limited to 100 most recent.", "type": "table", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 14, "w": 24, "x": 0, "y": 45}, + "gridPos": {"h": 14, "w": 24, "x": 0, "y": 77}, "fieldConfig": { "defaults": { "custom": {"align": "auto", "displayMode": "auto"} @@ -485,7 +485,7 @@ "description": "Modified-Dietz return per calendar year: market_gain / (nw_start + 0.5 × contributions). Pure investment performance — excludes new contributions, so a £100k vest doesn't show as 100% growth. Negative bars = market losses (e.g., 2022 bear market).", "type": "barchart", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 11, "w": 24, "x": 0, "y": 59}, + "gridPos": {"h": 11, "w": 24, "x": 0, "y": 45}, "fieldConfig": { "defaults": { "color": {"mode": "thresholds"}, @@ -545,7 +545,7 @@ "description": "Each calendar year's net worth change split into 'new money in' (contributions − withdrawals) and 'market gain' (everything else: price appreciation, dividends, etc.). Shows whether you grew because you saved or because the market did the work. Negative bars = withdrawals or market losses.", "type": "barchart", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 11, "w": 24, "x": 0, "y": 70}, + "gridPos": {"h": 11, "w": 24, "x": 0, "y": 56}, "fieldConfig": { "defaults": { "color": {"mode": "palette-classic"}, @@ -611,7 +611,7 @@ "description": "(market value − net contribution) / net contribution × 100, latest snapshot. Excludes accounts with zero/negative net contribution (Schwab — RSU vests sold = negative contribution distorts the ratio). Pension shows 0% because Wealthfolio doesn't track underlying fund holdings, so cost_basis = 0 and 'growth' is just the cash balance reported.", "type": "barchart", "datasource": {"type": "grafana-postgresql-datasource", "uid": "wealth-pg"}, - "gridPos": {"h": 10, "w": 24, "x": 0, "y": 81}, + "gridPos": {"h": 10, "w": 24, "x": 0, "y": 67}, "fieldConfig": { "defaults": { "color": {"mode": "thresholds"}, From 07bc0098e36a039f3ffcbd6848044abcf1642d27 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 26 Apr 2026 18:39:46 +0000 Subject: [PATCH 65/66] ci(woodpecker): show full terraform error on stack apply failure MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit The default workflow truncated the failed-stack output at `tail -5`, which only captured the trailing source-line indicator (`│ 45: resource …`) and dropped the actual `Error: …` line above it. Bump to `tail -50` so the real error is visible without re-running locally to reproduce. Also fix the pre-warm step's FIRST_STACK detection — `head -1 file1 file2 | head -1` returns the file header (`==> .platform_apply <==`), not the first stack name, so the cd then fails with "no such file or directory". Use `cat | head -1` instead. Pure logging-and-pre-warm change; no stacks touched, so this commit is a no-op for the apply step. --- .woodpecker/default.yml | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/.woodpecker/default.yml b/.woodpecker/default.yml index 9e0d1fe5..fa6ffc4a 100644 --- a/.woodpecker/default.yml +++ b/.woodpecker/default.yml @@ -128,7 +128,7 @@ steps: # ── Pre-warm provider cache ── - | if [ -s .platform_apply ] || [ -s .app_apply ]; then - FIRST_STACK=$(head -1 .platform_apply .app_apply 2>/dev/null | head -1) + FIRST_STACK=$(cat .platform_apply .app_apply 2>/dev/null | head -1) if [ -n "$FIRST_STACK" ]; then echo "Pre-warming provider cache from stacks/$FIRST_STACK..." cd "stacks/$FIRST_STACK" && terragrunt init --terragrunt-non-interactive -input=false 2>&1 | tail -3 && cd ../.. @@ -150,7 +150,7 @@ steps: if echo "$OUTPUT" | grep -q "is locked by"; then echo "[$stack] SKIPPED (locked by another session)" else - echo "$OUTPUT" | tail -5 + echo "$OUTPUT" | tail -50 echo "[$stack] FAILED (exit $EXIT)" FAILED_PLATFORM_STACKS="$FAILED_PLATFORM_STACKS $stack" fi @@ -178,7 +178,7 @@ steps: if echo "$OUTPUT" | grep -q "is locked by"; then echo "[$stack] SKIPPED (locked by another session)" else - echo "$OUTPUT" | tail -5 + echo "$OUTPUT" | tail -50 echo "[$stack] FAILED (exit $EXIT)" FAILED_APP_STACKS="$FAILED_APP_STACKS $stack" fi From d093aed7f62207f289ceaa7afecec39a67454394 Mon Sep 17 00:00:00 2001 From: Viktor Barzin Date: Sun, 26 Apr 2026 19:11:50 +0000 Subject: [PATCH 66/66] immich(server,ml): bump server to 4Gi + Recreate strategy on tight quota Root cause of 502/503/decode errors clustered at 19:20 BST 2026-04-26: immich-server hit its 3500Mi memory limit during a face-detection burst and was OOMKilled (Exit Code 137). VPA upperBound is 3050Mi but real-world bursts crossed it; with the single pod running both API and microservices workers, the OOM took the API down for ~30s of restart, surfacing as PlatformException image decode + 502 on uploads + 503 on ActivityService to the iOS app. Bump immich-server requests=limits to 4096Mi (per CLAUDE.md "upperBound x 1.3 for volatile workloads" rule, with headroom over the OOM mark). Quota math: 9680Mi used - 2000Mi old req + 4096Mi new req = 11776Mi, fits the tier-2-gpu 12Gi cap. Switch both immich-server and immich-machine-learning to Recreate strategy: the namespace tier-2-gpu quota is too tight for RollingUpdate to keep an old + new pod up during apply (transient 13776Mi > 12Gi cap, see "ResourceQuota blocks rolling updates" in CLAUDE.md). With single replicas and Recreate, future memory tweaks no longer require manual scale-to-0 dance. Verified: new pod has limits.memory=4Gi, quota usage stable at 11776Mi/12Gi, immich API serving normally. Note: a pending node_selector drift on immich-machine-learning (gpu=true -> nvidia.com/gpu.present=true) also reconciled in this apply; the canonical NVIDIA operator label already on the GPU node, no scheduling impact. --- stacks/immich/main.tf | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/stacks/immich/main.tf b/stacks/immich/main.tf index 9775a87e..3ee56d1f 100644 --- a/stacks/immich/main.tf +++ b/stacks/immich/main.tf @@ -188,7 +188,7 @@ resource "kubernetes_deployment" "immich_server" { } strategy { - type = "RollingUpdate" + type = "Recreate" } template { @@ -311,10 +311,10 @@ resource "kubernetes_deployment" "immich_server" { resources { requests = { cpu = "100m" - memory = "2000Mi" + memory = "4096Mi" } limits = { - memory = "3500Mi" + memory = "4096Mi" } } } @@ -579,7 +579,7 @@ resource "kubernetes_deployment" "immich-machine-learning" { } } strategy { - type = "RollingUpdate" + type = "Recreate" } template { metadata {