// ── FIREBASE INIT ──────────────────────────────────────────────────────────
const firebaseConfig = {
  apiKey: "AIzaSyCf35UzPHwXJI0CE-NmJsPY6gB_rhgHew4",
  authDomain: "ipsbid-7a1c8.firebaseapp.com",
  projectId: "ipsbid-7a1c8",
  storageBucket: "ipsbid-7a1c8.firebasestorage.app",
  messagingSenderId: "722372133915",
  appId: "1:722372133915:web:48945d33c86d86865964be"
};
if (!firebase.apps.length) firebase.initializeApp(firebaseConfig);
const db = firebase.firestore();
db.enablePersistence({ synchronizeTabs: true })
  .catch((err) => {
    if (err.code === 'failed-precondition') {
      console.warn('Offline persistence unavailable: multiple tabs open');
    } else if (err.code === 'unimplemented') {
      console.warn('This browser does not support offline persistence');
    }
  });

// IPSBid - IPS Pipeline Bid Calculator v2
// Single bundle.jsx for Cloudflare Pages deployment

const { useState, useMemo } = React;

// ── SCHEDULES ──────────────────────────────────────────────────────────────
const GATE_VALVE_PRICES = {
  '4':500,'6':800,'8':1000,'10':1500,'12':1800,
  '14':2500,'16':3000,'18':5000,'20':10000,'22':13500,
  '24':13500,'30':30000,'36':45000
};
const COMPRESSOR_QTY = {
  '4':3,'6':3,'8':3,'10':3,'12':3,'14':4,
  '16':4,'18':5,'20':5,'22':6,'24':7,'28':8,'30':9,'36':15
};
const COMPRESSOR_RATES = { day:4000, week:11000, period28:33000 };
const WEEKLY_RATE_DEFAULT = 11000;
const DIESEL_PPG_DEFAULT  = 3.50;
const NEW_EQUIP_DEFAULT   = 0;

// ── GLOBAL DEFAULTS ────────────────────────────────────────────────────────
// Source of truth: Firestore doc bids/__globalDefaults
// Fast local cache: localStorage (populated on first Firestore read)
const GD_KEY = 'ipsbid_globalDefaults';

// In-memory cache so getGD() never returns stale data within a session
let _gdCache = null;

function loadGlobalDefaults() {
  if (_gdCache) return _gdCache;
  try { const r = localStorage.getItem(GD_KEY); _gdCache = r ? JSON.parse(r) : {}; return _gdCache; } catch(e) { return {}; }
}
function saveGlobalDefaults(obj) {
  _gdCache = obj;
  try { localStorage.setItem(GD_KEY, JSON.stringify(obj)); } catch(e) {}
  // Write to Firestore so all devices stay in sync
  if (typeof db !== 'undefined') {
    db.collection('bids').doc('__globalDefaults').set(obj).catch(e=>console.error('GD save error:',e));
  }
}
function applyGlobalDefaults(updates) {
  const current = loadGlobalDefaults();
  const merged = {...current, ...updates};
  saveGlobalDefaults(merged);
  return merged;
}
function getGD(key, fallback) {
  const gd = loadGlobalDefaults();
  return gd[key] !== undefined ? gd[key] : fallback;
}
// Called once on app mount — pulls Firestore globalDefaults into local cache
function syncGlobalDefaultsFromFirestore(callback) {
  db.collection('bids').doc('__globalDefaults').get().then(doc=>{
    if (doc.exists) {
      const data = doc.data();
      _gdCache = data;
      try { localStorage.setItem(GD_KEY, JSON.stringify(data)); } catch(e) {}
    }
    if (callback) callback();
  }).catch(e=>{ console.error('GD sync error:',e); if (callback) callback(); });
}
const PIG_PRICES = {
  '2': {ccfs:45,  type1:44,   ccf:30,   swab:18},
  '4': {ccfs:65,  type1:78,   ccf:43,   swab:25},
  '6': {ccfs:91,  type1:136,  ccf:54,   swab:37},
  '8': {ccfs:129, type1:217,  ccf:67,   swab:53},
  '10':{ccfs:156, type1:288,  ccf:101,  swab:78},
  '12':{ccfs:195, type1:422,  ccf:132,  swab:104},
  '14':{ccfs:255, type1:586,  ccf:193,  swab:158},
  '16':{ccfs:282, type1:829,  ccf:237,  swab:201},
  '18':{ccfs:394, type1:1150, ccf:296,  swab:285},
  '20':{ccfs:500, type1:1245, ccf:423,  swab:371},
  '24':{ccfs:770, type1:1792, ccf:669,  swab:486},
  '30':{ccfs:1392,type1:3985, ccf:1278, swab:1137}
};
const DIAMETER_OPTIONS = ['4','6','8','10','12','14','16','18','20','22','24','28','30','36'];

// ── HELPERS ────────────────────────────────────────────────────────────────
const ceil = Math.ceil;
const fmt = n => (isNaN(n)||n==null) ? '$0.00' : '$'+Math.round(Number(n)).toLocaleString('en-US',{minimumFractionDigits:2,maximumFractionDigits:2});
const fmtN = (n,d=2) => (isNaN(n)||n==null) ? '0' : Number(n).toLocaleString('en-US',{maximumFractionDigits:d});

function calcRunsPerDay(length) {
  if (!length || length <= 0) return 1;
  const totalSec = (length / 6) + 3600; // travel + 30min load + 30min unload
  return 10 / (totalSec / 3600);
}

function calcDays(s) {
  if (s.useDaysOverride && s.daysOverride > 0) return s.daysOverride;
  if (!s.length || s.length <= 0) return 0;
  const rpd = calcRunsPerDay(s.length);
  const totalCleaningRuns = s.acidRuns + (s.acidRuns * s.watersBetween) + s.makRuns;
  const cleaningDays = ceil(totalCleaningRuns / rpd);
  return s.mobDays + cleaningDays + 1 + 4 + s.demobDays;
}

function calcCompressorWeeks(days, minWeeks=3) {
  const rawWeeks = Math.ceil(days / 7);
  return Math.max(minWeeks, rawWeeks);
}
function calcCompressorCost(qty, days, weekRate, minWeeks=3) {
  const rate = weekRate || WEEKLY_RATE_DEFAULT;
  const weeks = calcCompressorWeeks(days, minWeeks);
  return qty * weeks * rate;
}

function getClosestVal(map, diameter) {
  const d = parseFloat(diameter) || 0;
  const sizes = Object.keys(map).map(Number).sort((a,b)=>a-b);
  let closest = sizes[0];
  for (const s of sizes) { if (s <= d) closest = s; }
  return map[String(closest)];
}

function getGateValvePrice(d) { return getClosestVal(GATE_VALVE_PRICES, d) ?? 0; }
function getCompressorQty(d) { return getClosestVal(COMPRESSOR_QTY, d) ?? 3; }
function getClosestPigPrice(d, type) {
  const row = getClosestVal(PIG_PRICES, d);
  return row?.[type] ?? 0;
}

// Coating: sqft/ft = (diameter/2) * 0.5233; total = sqft/ft * length
function calcCoatingSqFt(diameter, length) {
  const d = parseFloat(diameter) || 0;
  return (d / 2) * 0.5233 * (parseFloat(length) || 0);
}

// Gallons per foot inside pipe: r^2 * 0.162
function calcGalsPerFoot(diameter) {
  const r = (parseFloat(diameter) || 0) / 2;
  return r * r * 0.162;
}

// Chemical batch gallons = galsPerFoot * batchLength (min 10ft)
function calcBatchGallons(diameter, batchLength) {
  const bl = Math.max(10, parseFloat(batchLength) || 200);
  return calcGalsPerFoot(diameter) * bl;
}

let _itemId = 1000;
function newItemId() { return ++_itemId; }

// ── WYSIWYG SINGLE-PAGE PDF EXPORT ──────────────────────────────────────────
// Captures a single rendered DOM element exactly as shown on screen and
// drops it into a one-page Letter PDF. Same html2canvas + jsPDF approach
// used for the Final Bid multi-page export, sized down for single-page docs
// like invoices. Returns a promise; caller manages busy/error state.
async function downloadElementAsPdf(el, fileName) {
  if (!el) throw new Error('Nothing to export.');
  if (typeof window.html2canvas === 'undefined' || typeof window.jspdf === 'undefined') {
    throw new Error('PDF library failed to load \u2014 check your internet connection and reload the page.');
  }
  // Open a blank tab synchronously — i.e. before any 'await' below — so
  // browsers treat it as a direct result of the click and don't block it as
  // a popup. We navigate this tab to the finished PDF once it's ready, which
  // opens it in the browser's built-in PDF viewer. From there the user can
  // use the viewer's own download/save icon to choose exactly where to save
  // it, instead of it silently landing in the default Downloads folder.
  const previewWin = window.open('', '_blank');

  const { jsPDF } = window.jspdf;
  const pdf = new jsPDF({ unit: 'in', format: 'letter', compress: true });
  const PAGE_W = 8.5, PAGE_H = 11;

  const prevStyle = el.getAttribute('style');
  el.style.boxShadow = 'none';
  el.style.border = 'none';
  el.style.borderRadius = '0';
  el.style.margin = '0';

  let canvas;
  try {
    canvas = await window.html2canvas(el, {
      scale: 3,
      useCORS: true,
      backgroundColor: '#ffffff',
      logging: false,
    });
  } finally {
    el.setAttribute('style', prevStyle);
  }

  const imgData = canvas.toDataURL('image/png');
  const canvasRatio = canvas.height / canvas.width;
  let drawW = PAGE_W, drawH = PAGE_W * canvasRatio;
  if (drawH > PAGE_H) { drawH = PAGE_H; drawW = PAGE_H / canvasRatio; }
  const offsetX = (PAGE_W - drawW) / 2;

  pdf.addImage(imgData, 'PNG', offsetX, 0, drawW, drawH);

  const blobUrl = pdf.output('bloburl');
  if (previewWin && !previewWin.closed) {
    previewWin.location.href = blobUrl;
  } else {
    // Popup was blocked — fall back to a normal forced download so the
    // user still gets the file one way or another.
    pdf.save(fileName);
  }
}


// ── DEFAULT SECTION ────────────────────────────────────────────────────────
function defaultSection(id, sectionNumber) {
  const num = sectionNumber || 1;
  return {
    id,
    name: `Section ${num}`,
    actualDiameter: '8',
    refDiameter: '8',
    length: 1000,
    acidRuns: getGD('acidRuns',7),
    watersBetween: getGD('watersBetween',5),
    makRuns: getGD('makRuns',2),
    mobDays: getGD('mobDays',2),
    demobDays: getGD('demobDays',2),
    daysOverride: 0,                   useDaysOverride: false,
    markup: getGD('markup',10),

    // PROJECT PERSONNEL
    personnel: {
      supervisor: { rate:getGD('supervisorRate',850), guys:getGD('supervisorGuys',2), status:getGD('supervisorStatus','on') },
      crewMember: { rate:getGD('crewMemberRate',650), guys:getGD('crewMemberGuys',5), status:getGD('crewMemberStatus','on') },
      hotel:      { rate:getGD('hotelRate',150),      guys:getGD('hotelGuys',7),      status:getGD('hotelStatus','on') },
      travel:     { rate:getGD('travelRate',500), days:1, status:getGD('travelStatus','on'), flat:true },
    },
    personnelCustom: [],

    // EQUIPMENT & MATERIALS
    equipment: {
      compressor: { status:getGD('compressorStatus','on'), qtyOverride:null, weekRate:getGD('compressorWeekRate',WEEKLY_RATE_DEFAULT), minWeeks:3 },
      fracTank:       { rate:getGD('fracTankRate',150),   qty:getGD('fracTankQty',1),   status:getGD('fracTankStatus','on') },
      polyTank:       { rate:getGD('polyTankRate',75),    qty:getGD('polyTankQty',1),   status:getGD('polyTankStatus','on') },
      reachLift:      { rate:getGD('reachLiftRate',350),  qty:getGD('reachLiftQty',1),  status:getGD('reachLiftStatus','on') },
      lightPlant:     { rate:getGD('lightPlantRate',125), qty:getGD('lightPlantQty',1), status:getGD('lightPlantStatus','on') },
      rentalTruck:    { rate:getGD('rentalTruckRate',175),qty:getGD('rentalTruckQty',1),status:getGD('rentalTruckStatus','on') },
      boxTrailer:     { rate:getGD('boxTrailerRate',95),  qty:getGD('boxTrailerQty',1), status:getGD('boxTrailerStatus','on') },
      flatbedTrailer: { rate:getGD('flatbedRate',95),     qty:getGD('flatbedQty',1),    status:getGD('flatbedStatus','on') },
      dieselFuel:     { status:getGD('dieselFuelStatus','on'), pricePerGal:getGD('dieselPPG',DIESEL_PPG_DEFAULT) },
      newEquipment:   { status:getGD('newEquipStatus','on'), price:getGD('newEquipPrice',NEW_EQUIP_DEFAULT) },
    },
    pigs: {
      ccfs:  { qty:getGD('pigQtyCcfs',2),  status:getGD('pigStatusCcfs','on') },
      type1: { qty:getGD('pigQtyType1',2), status:getGD('pigStatusType1','on') },
      ccf:   { qty:getGD('pigQtyCcf',2),   status:getGD('pigStatusCcf','on') },
      swab:  { qty:getGD('pigQtySwab',4),  status:getGD('pigStatusSwab','on') },
    },
    gateValves:       { qty:getGD('gateValves_qty',3), status:getGD('gateValves_status','on') },
    hosesAndFittings: { price:getGD('hosesAndFittings_price',500), status:getGD('hosesAndFittings_status','on') },
    ppe:              { price:getGD('ppe_price',500), status:getGD('ppe_status','on') },
    fabMaterials:     { price:getGD('fabMaterials_price',500), status:getGD('fabMaterials_status','on') },
    fabrication:      { price:getGD('fabrication_price',500), status:getGD('fabrication_status','on') },
    equipmentCustom: [],

    productToApply: getGD('productToApply', 'Sherwin-Williams Pipe-Guard® 350 Epoxy'),
    dftMils: getGD('dftMils', '8'),

    // CHEMICALS & COATING
    chemicals: {
      potableWater:       { unitPrice:getGD('chem_potableWater_unitPrice',85),    batchLength:getGD('chem_potableWater_batchLength',200),    runs:0, status:getGD('chem_potableWater_status','on'),       isWater:true },
      detergent:          { unitPrice:getGD('chem_detergent_unitPrice',120),       batchLength:getGD('chem_detergent_batchLength',200),        runs:0, status:getGD('chem_detergent_status','on') },
      hcl:                { unitPrice:getGD('chem_hcl_unitPrice',180),             batchLength:getGD('chem_hcl_batchLength',200),              runs:0, status:getGD('chem_hcl_status','on'),               isAcid:true, hclPct:getGD('chem_hcl_hclPct',60) },
      rodine:             { unitPrice:getGD('chem_rodine_unitPrice',95),            batchLength:getGD('chem_rodine_batchLength',200),           runs:0, status:getGD('chem_rodine_status','on'),            isManualGal:true, manualGallons:0 },
      sodiumHydroxide:    { unitPrice:getGD('chem_sodiumHydroxide_unitPrice',110),  batchLength:getGD('chem_sodiumHydroxide_batchLength',200),  runs:0, status:getGD('chem_sodiumHydroxide_status','on'),   isManualGal:true, manualGallons:0 },
      phosphoricAcid:     { unitPrice:getGD('chem_phosphoricAcid_unitPrice',145),   batchLength:getGD('chem_phosphoricAcid_batchLength',200),   runs:0, status:getGD('chem_phosphoricAcid_status','on'),    isManualGal:true, manualGallons:0 },
      wetBlastInhibitor:  { unitPrice:getGD('chem_wetBlastInhibitor_unitPrice',220), batchLength:getGD('chem_wetBlastInhibitor_batchLength',200), runs:0, status:getGD('chem_wetBlastInhibitor_status','on'), isManualGal:true, manualGallons:0 },
      holdTightInhibitor: { unitPrice:getGD('chem_holdTightInhibitor_unitPrice',195), batchLength:getGD('chem_holdTightInhibitor_batchLength',200), runs:0, status:getGD('chem_holdTightInhibitor_status','on') },
      mak:                { unitPrice:getGD('chem_mak_unitPrice',310),              batchLength:getGD('chem_mak_batchLength',100),              runs:0, status:getGD('chem_mak_status','on'),               isMak:true },
    },
    coating: { status:'on', ratePerGal:getGD('coatingRatePerGal',18), galOverride:0, useGalOverride:false },
    chemCoatCustom: [],

    // SUBCONTRACTORS
    subcontractors: [],

    // DISPOSAL
    disposal: {
      hcl:             { unitPrice:getGD('disp_hcl_unitPrice',0.085),              status:getGD('disp_hcl_status','on') },
      nonHazWater:     { unitPrice:getGD('disp_nonHazWater_unitPrice',0.045),       status:getGD('disp_nonHazWater_status','on') },
      solvents:        { unitPrice:getGD('disp_solvents_unitPrice',95),             status:getGD('disp_solvents_status','on') },
      partB:           { unitPrice:getGD('disp_partB_unitPrice',120),               status:getGD('disp_partB_status','on') },
      rollOffs:        { qty:getGD('disp_rollOffs_qty',2), unitPrice:getGD('disp_rollOffs_unitPrice',650), status:getGD('disp_rollOffs_status','on') },
      transportHcl:    { unitPrice:getGD('disp_transportHcl_unitPrice',850),        status:getGD('disp_transportHcl_status','on') },
      transportNonHaz: { unitPrice:getGD('disp_transportNonHaz_unitPrice',850),     status:getGD('disp_transportNonHaz_status','on') },
      fracTanks:       { qty:getGD('disp_fracTanks_qty',1), unitPrice:getGD('disp_fracTanks_unitPrice',250), status:getGD('disp_fracTanks_status','on') },
      polyTanks:       { qty:getGD('disp_polyTanks_qty',1), unitPrice:getGD('disp_polyTanks_unitPrice',150), status:getGD('disp_polyTanks_status','on') },
      tankCleanOut:    { unitPrice:getGD('disp_tankCleanOut_unitPrice',300),         status:getGD('disp_tankCleanOut_status','on') },
      vendorMarkup:    getGD('disp_vendorMarkup',25),
    },
    disposalCustom: [],
  };
}

// ── CALC TOTALS ────────────────────────────────────────────────────────────
const CHEM_LABELS = {
  potableWater:'Potable Water', detergent:'Citrus Clean', hcl:'Hydrochloric Acid',
  rodine:'Rodine', sodiumHydroxide:'Sodium Hydroxide', phosphoricAcid:'Phosphoric Acid',
  wetBlastInhibitor:'Wet Blast Inhibitor', holdTightInhibitor:'Hold Tight Inhibitor', mak:'Methyl Amyl Ketone'
};
const DISP_LABELS = {
  hcl:'Disposal HCl', nonHazWater:'Non-Haz Water', solvents:'Solvents',
  partB:'Part B Activators', rollOffs:'Roll-Offs',
  transportHcl:'Transport – HCl', transportNonHaz:'Transport – Non-Haz',
  fracTanks:'Frac Tanks', polyTanks:'Poly Tanks', tankCleanOut:'Tank Clean-Out'
};

function calcSectionTotals(s) {
  const days = calcDays(s);
  const rpd = calcRunsPerDay(s.length);
  const totalWaterRuns = s.acidRuns * s.watersBetween;
  const totalCleaningRuns = s.acidRuns + totalWaterRuns + s.makRuns;

  // Coating — correct logic:
  // 1. Calc gals/day from formula
  // 2. Calc min batch gals (10ft minimum)
  // 3. Take the larger of the two
  // 4. Round up to nearest 50 (drums)
  // 5. × 4 days
  // 6. Use manual override if set
  const sqFt = calcCoatingSqFt(s.actualDiameter, s.length);
  const galPerMil = sqFt / 1283;
  const coatingVolPerDayFormula = galPerMil * 7;
  const minBatchGals = calcBatchGallons(s.actualDiameter, 10); // 10ft minimum batch
  const coatingVolPerDayRaw = Math.max(coatingVolPerDayFormula, minBatchGals);
  const coatingVolPerDay = Math.ceil(coatingVolPerDayRaw / 50) * 50; // round up to next 50 gal drum
  const coatingVolCalc = coatingVolPerDay * 4;
  // Use manual override if provided, otherwise use calculated
  const coatingVol = (s.coating.galOverride && s.coating.useGalOverride) ? s.coating.galOverride : coatingVolCalc;

  // Personnel
  const personnelTotal =
    Object.values(s.personnel).reduce((sum, v) => {
      if (v.status !== 'on') return sum;
      return v.flat ? sum + v.rate * v.days : sum + v.rate * (v.guys||1) * days;
    }, 0) +
    s.personnelCustom.filter(i=>i.status==='on').reduce((sum,i)=>sum+i.price,0);

  // Equipment — compressor qty and pig prices use refDiameter
  const compQty = s.equipment.compressor.qtyDefault
    ? getCompressorQty(s.refDiameter)
    : (s.equipment.compressor.qtyOverride || getCompressorQty(s.refDiameter));
  const compWeekRate = s.equipment.compressor.weekRate || WEEKLY_RATE_DEFAULT;
  const compMinWeeks = Math.max(3, s.equipment.compressor.minWeeks || 3);
  const billedWeeks = calcCompressorWeeks(days, compMinWeeks);
  const billedDays = billedWeeks * 7;
  const compCost = s.equipment.compressor.status==='on' ? calcCompressorCost(compQty, days, compWeekRate, compMinWeeks) : 0;
  const equipKeys = ['fracTank','polyTank','reachLift','lightPlant','rentalTruck','boxTrailer','flatbedTrailer'];
  const equipDayTotal = equipKeys.reduce((sum,k) => {
    const e = s.equipment[k];
    const qty = e.qty ?? 1;
    return e.status!=='on' ? sum : sum + e.rate * (qty||1) * days;
  }, 0);
  const pigTotal = Object.entries(s.pigs).reduce((sum,[type,v]) => {
    return v.status!=='on' ? sum : sum + getClosestPigPrice(s.refDiameter, type) * v.qty;
  }, 0);
  const gvTotal = s.gateValves.status==='on' ? getGateValvePrice(s.refDiameter) * s.gateValves.qty : 0;
  const hosesTotal = s.hosesAndFittings.status==='on' ? s.hosesAndFittings.price : 0;
  const ppeTotal = s.ppe.status==='on' ? s.ppe.price : 0;
  const fabTotal = (s.fabMaterials.status==='on'?s.fabMaterials.price:0) + (s.fabrication.status==='on'?s.fabrication.price:0);
  const equipCustomTotal = s.equipmentCustom.filter(i=>i.status==='on').reduce((sum,i)=>sum+i.price,0);

  // Diesel fuel: (totalDays - mobDays - demobDays) × (compQty/2) × 300 × pricePerGal
  const workingDays = Math.max(0, days - s.mobDays - s.demobDays);
  const dieselGallons = workingDays * Math.ceil(compQty / 2) * 300;
  const dieselPPG = s.equipment.dieselFuel?.pricePerGal ?? DIESEL_PPG_DEFAULT;
  const dieselCost = s.equipment.dieselFuel?.status==='on' ? dieselGallons * dieselPPG : 0;
  const newEquipCost = s.equipment.newEquipment?.status==='on' ? (s.equipment.newEquipment?.price||0) : 0;

  const equipTotal = compCost + equipDayTotal + pigTotal + gvTotal + hosesTotal + ppeTotal + fabTotal + equipCustomTotal + dieselCost + newEquipCost;

  // Chemicals
  const chemTotal = Object.entries(s.chemicals).reduce((sum,[k,v]) => {
    if (v.status !== 'on') return sum;
    // Manual gallons mode (Rodine, Sodium Hydroxide, Phosphoric Acid, Wet Blast)
    if (v.isManualGal) {
      return sum + v.unitPrice * (v.manualGallons || 0);
    }
    let runs = v.runs||0;
    if (v.isWater) runs = totalWaterRuns;
    if (v.isAcid)  runs = s.acidRuns;
    if (v.isMak)   runs = s.makRuns;
    const bg = calcBatchGallons(s.actualDiameter, v.batchLength);
    if (v.isAcid) {
      const hclGals = bg * ((v.hclPct||60) / 100);
      return sum + v.unitPrice * hclGals * runs;
    }
    return sum + v.unitPrice * bg * runs;
  }, 0);
  const chemCoatCustomTotal = s.chemCoatCustom.filter(i=>i.status==='on').reduce((sum,i)=>sum+i.price,0);
  const coatingCost = s.coating.status==='on' ? coatingVol * (s.coating.ratePerGal||0) : 0;
  const chemCoatTotal = chemTotal + coatingCost + chemCoatCustomTotal;

  // Subcontractors
  const subTotal = s.subcontractors.filter(i=>i.status==='on').reduce((sum,i)=>sum+i.price,0);

  // Disposal volumes
  const acidBatchGals = calcBatchGallons(s.actualDiameter, (s.chemicals.hcl?.batchLength)||200);
  const waterBatchGals = calcBatchGallons(s.actualDiameter, (s.chemicals.potableWater?.batchLength)||200);
  // HCl disposal: each acid run → 1 acid batch + 2 water batches
  const hclDispGals = s.acidRuns * (acidBatchGals + 2 * waterBatchGals);
  // Non-haz water: each acid run → (watersBetween - 2) water batches
  const nonHazDispGals = s.acidRuns * Math.max(0, s.watersBetween - 2) * waterBatchGals;
  // Transport loads
  const hclLoads = Math.ceil(hclDispGals / 4200);
  const nonHazLoads = Math.ceil(nonHazDispGals / 4500);
  const partBQty = ceil((coatingVol / 50) * 2 / 30);

  const dispItems = Object.entries(s.disposal).reduce((sum,[k,v]) => {
    if (v.status!=='on') return sum;
    if (k==='hcl')              return sum + v.unitPrice * hclDispGals;
    if (k==='nonHazWater')      return sum + v.unitPrice * nonHazDispGals;
    if (k==='solvents')         return sum + v.unitPrice * s.makRuns;
    if (k==='partB')            return sum + v.unitPrice * partBQty;
    if (k==='transportHcl')     return sum + v.unitPrice * hclLoads;
    if (k==='transportNonHaz')  return sum + v.unitPrice * nonHazLoads;
    if (k==='rollOffs'||k==='fracTanks'||k==='polyTanks') return sum + v.unitPrice * v.qty;
    if (k==='tankCleanOut')     return sum + v.unitPrice;
    return sum;
  }, 0);
  const dispCustomTotal = s.disposalCustom.filter(i=>i.status==='on').reduce((sum,i)=>sum+i.price,0);
  const dispSubtotal = dispItems + dispCustomTotal;
  const vendorMarkupAmt = dispSubtotal * ((s.disposal.vendorMarkup||0) / 100);
  const dispTotal = dispSubtotal + vendorMarkupAmt;

  const subtotal = personnelTotal + equipTotal + chemCoatTotal + subTotal + dispTotal;
  const markupAmt = subtotal * ((s.markup||0) / 100);
  const sectionTotal = subtotal + markupAmt;

  // Client supplied list — now stores {label, qty, unit} for quantities on Schedule 1
  const cs = [];
  const chk = (label, status, qty=null, unit=null) => { if (status==='client' && label) cs.push({label, qty, unit}); };
  const PERS_LABELS = {supervisor:'Supervisor',crewMember:'Crew Member',hotel:'Hotel',travel:'Travel'};
  Object.entries(s.personnel).forEach(([k,v])=>{
    const qty = v.flat ? v.days : (v.guys||1);
    const unit = v.flat ? 'days' : 'personnel';
    chk(PERS_LABELS[k], v.status, qty, unit);
  });
  s.personnelCustom.forEach(i=>chk(i.label, i.status));
  chk('1600 CFM - 100% Oil Free Air Compressors and Dryers', s.equipment.compressor.status, compQty, 'units');
  const EQUIP_LABELS = {fracTank:'Frac Tank',polyTank:'Poly Tank',reachLift:'Reach Lift',lightPlant:'Light Plant',rentalTruck:'Rental Truck',boxTrailer:'Box Trailer',flatbedTrailer:'Flatbed Trailer'};
  equipKeys.forEach(k=>{
    const e = s.equipment[k];
    const qty = e.qty ?? 1;
    chk(EQUIP_LABELS[k], e.status, qty, 'units');
  });
  Object.entries(s.pigs).forEach(([k,v])=>chk(`Pig – ${k.toUpperCase()}`, v.status, v.qty||null, 'pigs'));
  chk('Gate Valves', s.gateValves.status, s.gateValves.qty, 'valves');
  chk('Hoses & Fittings', s.hosesAndFittings.status);
  chk('PPE', s.ppe.status);
  chk('Fabrication Materials', s.fabMaterials.status);
  chk('Fabrication', s.fabrication.status);
  s.equipmentCustom.forEach(i=>chk(i.label, i.status));
  chk('Coating', s.coating.status, coatingVol ? Math.ceil(coatingVol) : null, 'gallons');
  Object.entries(s.chemicals).forEach(([k,v])=>{
    if (v.isWater) return; // water handled separately
    let runs = v.runs||0;
    if (v.isAcid) runs=s.acidRuns; if (v.isMak) runs=s.makRuns;
    const bg = calcBatchGallons(s.actualDiameter, v.batchLength);
    const vol = v.isAcid ? Math.round(bg*((v.hclPct||60)/100)*runs) : Math.round(bg*runs);
    chk(CHEM_LABELS[k], v.status, vol>0?vol:null, 'gallons');
  });
  s.chemCoatCustom.forEach(i=>chk(i.label, i.status));
  s.subcontractors.forEach(i=>chk(i.label, i.status));
  Object.entries(s.disposal).forEach(([k,v])=>chk(DISP_LABELS[k], v.status));
  s.disposalCustom.forEach(i=>chk(i.label, i.status));
  chk('Diesel Fuel', s.equipment.dieselFuel?.status||'on', dieselGallons > 0 ? Math.round(dieselGallons) : null, 'gallons');

  return {
    days, rpd, totalWaterRuns, totalCleaningRuns,
    sqFt, galPerMil, coatingVolPerDay, coatingVolCalc, coatingVol, coatingCost,
    compQty, compWeekRate, billedWeeks, billedDays, compCost, compMinWeeks,
    personnelTotal, equipTotal, chemCoatTotal, subTotal,
    dispSubtotal, vendorMarkupAmt, dispTotal,
    subtotal, markupAmt, sectionTotal,
    hclDispGals, nonHazDispGals, hclLoads, nonHazLoads, partBQty,
    dieselGallons, dieselPPG, dieselCost, newEquipCost,
    workingDays,
    clientSupplied: cs
  };
}

// ── STYLES ─────────────────────────────────────────────────────────────────
const C = {
  bg: '#f1f4f8', bgCard: '#ffffff', bgInput: '#f8fafc',
  border: '#e2e8f0', borderMid: '#cbd5e1',
  blue: '#1d4ed8', blueLight: '#2563eb',
  green: '#16a34a', purple: '#7c3aed',
  orange: '#ea580c', pink: '#db2777',
  yellow: '#d97706', red: '#dc2626',
  accent: '#8B1A1A',
  textPrimary: '#0f172a', textSecondary: '#334155', textMuted: '#64748b',
};
const inp = (w=80) => ({
  padding:'5px 9px', background:C.bgInput, border:`1px solid ${C.borderMid}`,
  borderRadius:6, color:'#0f172a', fontSize:13, width:w
});

// ── UI ATOMS ───────────────────────────────────────────────────────────────
function StatusToggle({ value, onChange }) {
  const opts = [{v:'on',l:'ON',c:'#22c55e'},{v:'off',l:'OFF',c:C.red},{v:'client',l:'CS',c:C.yellow}];
  return (
    <div style={{display:'flex',alignItems:'center',gap:4,flexShrink:0}}>
      <div style={{display:'flex',gap:2}}>
        {opts.map(o=>(
          <button key={o.v} onClick={()=>onChange(o.v)} style={{
            padding:'2px 7px', fontSize:10, fontWeight:700, borderRadius:4, cursor:'pointer',
            border: value===o.v ? `2px solid ${o.c}` : `2px solid ${C.border}`,
            background: value===o.v ? o.c+'22' : 'transparent',
            color: value===o.v ? o.c : C.textMuted
          }}>{o.l}</button>
        ))}
      </div>
    </div>
  );
}

function DefField({ value, onChange, min=0, step=1, width=80 }) {
  const [local, setLocal] = React.useState(String(value));
  React.useEffect(() => { setLocal(String(value)); }, [value]);
  return (
    <input type="number" value={local} min={min} step={step}
      onChange={e => { setLocal(e.target.value); const n = parseFloat(e.target.value); if (!isNaN(n)) onChange(n); }}
      onBlur={e => { const n = parseFloat(e.target.value); if (isNaN(n)) { setLocal('0'); onChange(0); } }}
      style={{...inp(width), border:`1px solid ${C.blue}`, color: C.textPrimary}} />
  );
}

function Lbl({ children }) {
  return <span style={{fontSize:10,color:C.textMuted,textTransform:'uppercase',letterSpacing:0.5,display:'block',marginBottom:3}}>{children}</span>;
}

function Row({ label, status, onStatus, total, children }) {
  return (
    <div style={{
      display:'flex', flexWrap:'wrap',
      alignItems:'center', gap:8, padding:'9px 12px',
      borderBottom:`1px solid ${C.border}`, background:'#fff',
      opacity: status==='off' ? 0.4 : 1
    }}>
      <span style={{fontSize:13,color:C.textSecondary,fontWeight:500,minWidth:130,flex:'0 0 130px'}}>{label}</span>
      <div style={{display:'flex',gap:8,flexWrap:'wrap',alignItems:'flex-end',flex:1,minWidth:0}}>{children}</div>
      <div style={{marginLeft:'auto',textAlign:'right',flexShrink:0}}>
        {status==='client' ? <span style={{fontSize:10,color:C.yellow,fontWeight:700}}>CLIENT SUPPLIED</span>
         : status==='off'  ? <span style={{fontSize:10,color:C.red}}>EXCLUDED</span>
         : <span style={{fontSize:13,fontFamily:'monospace',color:C.textPrimary,whiteSpace:'nowrap'}}>{fmt(total)}</span>}
      </div>
      <StatusToggle value={status} onChange={onStatus} />
    </div>
  );
}

function GrpHeader({ label, total, color=C.blue }) {
  return (
    <div style={{
      display:'flex', justifyContent:'space-between', alignItems:'center',
      background:'#f8fafc', padding:'9px 14px',
      borderRadius:'8px 8px 0 0', borderBottom:`2px solid ${color}`, marginTop:14,
      borderTop:'1px solid #e2e8f0', borderLeft:'1px solid #e2e8f0', borderRight:'1px solid #e2e8f0'
    }}>
      <span style={{fontSize:11,fontWeight:700,color,textTransform:'uppercase',letterSpacing:1}}>{label}</span>
      <span style={{fontSize:13,fontWeight:700,color:C.textPrimary,fontFamily:'monospace'}}>{fmt(total)}</span>
    </div>
  );
}

function GrpBody({ children }) {
  return <div style={{border:`1px solid ${C.border}`,borderTop:'none',borderRadius:'0 0 8px 8px',overflow:'hidden'}}>{children}</div>;
}

function AddBtn({ onClick }) {
  return (
    <button onClick={onClick} style={{
      margin:'8px 14px',padding:'6px 14px',fontSize:12,fontWeight:600,
      background:'transparent',border:`1px dashed ${C.borderMid}`,
      borderRadius:6,color:C.textMuted,cursor:'pointer'
    }}>+ Add Item</button>
  );
}

function CustomRow({ item, onUpdate, onRemove }) {
  return (
    <div style={{
      display:'grid',gridTemplateColumns:'1fr auto auto auto',
      alignItems:'center',gap:10,padding:'9px 14px',
      borderBottom:`1px solid ${C.border}`,background:'#fff',
      opacity:item.status==='off'?0.4:1
    }}>
      <span style={{fontSize:13,color:C.textSecondary}}>{item.label}</span>
      <DefField value={item.price} onChange={v=>onUpdate({...item,price:v})} width={100} />
      <div style={{minWidth:105,textAlign:'right'}}>
        {item.status==='client' ? <span style={{fontSize:10,color:C.yellow,fontWeight:700}}>CLIENT SUPPLIED</span>
         : item.status==='off'  ? <span style={{fontSize:10,color:C.red}}>EXCLUDED</span>
         : <span style={{fontSize:13,fontFamily:'monospace',color:C.textPrimary}}>{fmt(item.price)}</span>}
      </div>
      <div style={{display:'flex',gap:5,alignItems:'center'}}>
        <StatusToggle value={item.status} onChange={v=>onUpdate({...item,status:v})} />
        <button onClick={onRemove} style={{background:'#7f1d1d22',border:'1px solid #7f1d1d',borderRadius:4,color:'#fca5a5',padding:'2px 7px',cursor:'pointer',fontSize:11}}>✕</button>
      </div>
    </div>
  );
}

function AddItemModal({ category, onAdd, onClose }) {
  const [label, setLabel] = useState('');
  const [price, setPrice] = useState(0);
  return (
    <div style={{position:'fixed',inset:0,background:'#00000099',zIndex:1000,display:'flex',alignItems:'center',justifyContent:'center'}} onClick={onClose}>
      <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:12,padding:24,minWidth:320,boxShadow:'0 8px 24px rgba(0,0,0,0.15)'}} onClick={e=>e.stopPropagation()}>
        <div style={{fontSize:15,fontWeight:700,color:C.blueLight,marginBottom:16}}>Add Item — {category}</div>
        <div style={{marginBottom:12}}>
          <Lbl>Description</Lbl>
          <input value={label} onChange={e=>setLabel(e.target.value)}
            style={{...inp('100%'), width:'100%'}} placeholder="Item description..." />
        </div>
        <div>
          <Lbl>Price</Lbl>
          <DefField value={price} onChange={setPrice} width={130} />
        </div>
        <div style={{display:'flex',gap:10,marginTop:20,justifyContent:'flex-end'}}>
          <button onClick={onClose} style={{padding:'8px 16px',background:'transparent',border:`1px solid ${C.borderMid}`,borderRadius:6,color:C.textSecondary,cursor:'pointer',fontSize:13}}>Cancel</button>
          <button onClick={()=>{ if(label.trim()){ onAdd({id:newItemId(),label:label.trim(),price,status:'on'}); onClose(); }}}
            style={{padding:'8px 18px',background:'#1d4ed8',border:'none',borderRadius:6,color:'#fff',fontWeight:700,cursor:'pointer',fontSize:13}}>Add</button>
        </div>
      </div>
    </div>
  );
}

// ── SECTION BID ────────────────────────────────────────────────────────────
function SectionBid({ section, onChange }) {
  const s = section;
  const [modal, setModal] = useState(null);
  const t = useMemo(()=>calcSectionTotals(s), [s]);
  const [localCompQty, setLocalCompQty] = React.useState(String(s.equipment.compressor.qtyOverride ?? getCompressorQty(s.refDiameter)));
  const [localCompRate, setLocalCompRate] = React.useState(String(s.equipment.compressor.weekRate || WEEKLY_RATE_DEFAULT));
  // Sync local state if section changes externally (e.g. switching sections)
  const prevSectionId = React.useRef(s.id);
  React.useEffect(() => {
    if (s.id !== prevSectionId.current) {
      prevSectionId.current = s.id;
      setLocalCompQty(String(s.equipment.compressor.qtyOverride ?? getCompressorQty(s.refDiameter)));
      setLocalCompRate(String(s.equipment.compressor.weekRate || WEEKLY_RATE_DEFAULT));
    }
  }, [s.id]);

  const upd = (path, value) => {
    const parts = path.split('.');
    const clone = JSON.parse(JSON.stringify(s));
    let obj = clone;
    for (let i=0; i<parts.length-1; i++) obj = obj[parts[i]];
    obj[parts[parts.length-1]] = value;
    onChange(clone);
  };
  const updMany = (pairs) => {
    const clone = JSON.parse(JSON.stringify(s));
    pairs.forEach(([path, value]) => {
      const parts = path.split('.');
      let obj = clone;
      for (let i=0; i<parts.length-1; i++) obj = obj[parts[i]];
      obj[parts[parts.length-1]] = value;
    });
    onChange(clone);
  };

  const addCustom = (arr, item) => {
    const clone = JSON.parse(JSON.stringify(s));
    clone[arr].push(item);
    onChange(clone);
  };
  const updCustom = (arr, item) => {
    const clone = JSON.parse(JSON.stringify(s));
    clone[arr] = clone[arr].map(i=>i.id===item.id?item:i);
    onChange(clone);
  };
  const remCustom = (arr, id) => {
    const clone = JSON.parse(JSON.stringify(s));
    clone[arr] = clone[arr].filter(i=>i.id!==id);
    onChange(clone);
  };


  return (
    <div style={{fontFamily:"'DM Sans',sans-serif"}}>
      {modal && <AddItemModal category={modal.label} onAdd={item=>addCustom(modal.arr,item)} onClose={()=>setModal(null)} />}

      {/* Section header */}
      <div style={{background:'linear-gradient(135deg,#f0f4ff,#e8eeff)',border:`1px solid #93c5fd`,borderRadius:10,padding:'14px 20px',marginBottom:14,display:'flex',justifyContent:'space-between',alignItems:'center',flexWrap:'wrap',gap:8}}>
        <div>
          <div style={{fontSize:17,fontWeight:700,color:C.blueLight}}>{s.name}</div>
          <div style={{fontSize:12,color:C.textMuted,marginTop:2}}>{t.days} project days · {fmtN(t.rpd,1)} runs/day · {t.totalCleaningRuns} total cleaning runs</div>
        </div>
        <div style={{display:'flex',alignItems:'center',gap:14}}>
          <div style={{textAlign:'right'}}>
            <div style={{fontSize:10,color:C.textMuted,textTransform:'uppercase',letterSpacing:1}}>Section Total</div>
            <div style={{fontSize:22,fontWeight:800,color:C.green,fontFamily:'monospace'}}>{fmt(t.sectionTotal)}</div>
          </div>
        </div>
      </div>

      {/* Parameters */}
      <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:8,padding:16,marginBottom:4,boxShadow:'0 1px 3px rgba(0,0,0,0.04)'}}>
        <div style={{fontSize:11,fontWeight:700,color:C.blue,textTransform:'uppercase',letterSpacing:1,marginBottom:12}}>Section Parameters</div>
        <div style={{display:'grid',gridTemplateColumns:'repeat(auto-fill,minmax(175px,1fr))',gap:12}}>
          <div>
            <Lbl>Section Name</Lbl>
            <input value={s.name} onChange={e=>upd('name',e.target.value)} style={{...inp('100%'),width:'100%'}} />
          </div>
          <div style={{gridColumn:'span 2'}}>
            <Lbl>Product to be Applied</Lbl>
            <div style={{display:'flex',alignItems:'center',gap:6}}>
              <input value={s.productToApply||''} onChange={e=>upd('productToApply',e.target.value)}
                placeholder="e.g. Sherwin-Williams Pipe-Guard® 350 Epoxy" style={{...inp('100%'),flex:1}} />
            </div>
          </div>
          <div>
            <Lbl>Mils (DFT)</Lbl>
            <input type="number" value={s.dftMils||''} min={0} step={0.5}
              onChange={e=>upd('dftMils',e.target.value)}
              style={{...inp('100%'),width:'100%'}} placeholder="e.g. 8" />
          </div>
          <div>
            <Lbl>Actual Diameter (inches)</Lbl>
            <input type="number" value={s.actualDiameter} min={1} step={0.25}
              onChange={e=>upd('actualDiameter',e.target.value)}
              style={{...inp('100%'),width:'100%'}} placeholder="e.g. 8.25" />
          </div>
          <div>
            <Lbl>Reference Diameter</Lbl>
            <select value={s.refDiameter} onChange={e=>upd('refDiameter',e.target.value)}
              style={{...inp('100%'),width:'100%'}}>
              {DIAMETER_OPTIONS.map(d=><option key={d} value={d}>{d}"</option>)}
            </select>
          </div>
          <div>
            <Lbl>Length (feet)</Lbl>
            <input type="number" value={s.length} min={0}
              onChange={e=>{ const n=parseFloat(e.target.value); upd('length', isNaN(n)?0:n); }}
              style={{...inp('100%'),width:'100%'}} />
          </div>
        </div>

        {/* Calculated stats bar */}
        <div style={{marginTop:12,display:'flex',gap:8,flexWrap:'wrap'}}>
          {[
            {l:'Runs/Day',           v:fmtN(t.rpd,1)},
            {l:'Cleaning Runs',      v:t.totalCleaningRuns},
            {l:'Water Runs',         v:t.totalWaterRuns},
            {l:'Project Days',       v:t.days, highlight: s.useDaysOverride},
            {l:'Coating Sq Ft',      v:fmtN(t.sqFt,0)},
            {l:'Gals/Mil',           v:fmtN(t.galPerMil,2)},
            {l:'Gals/Day (rounded)', v:fmtN(t.coatingVolPerDay,0)},
            {l:'Total Coating Gals', v:fmtN(t.coatingVol,0), highlight: s.coating.useGalOverride},
            {l:'Min Batch (10ft)',   v:fmtN(calcBatchGallons(s.actualDiameter,10),0)},
            {l:'HCl Disp Gals',      v:fmtN(t.hclDispGals,0)},
            {l:'Non-Haz Disp Gals',  v:fmtN(t.nonHazDispGals,0)},
          ].map(({l,v,highlight})=>(
            <div key={l} style={{background:'#f8fafc',borderRadius:6,padding:'5px 10px',textAlign:'center',border:`1px solid ${highlight?'#f59e0b':'#e2e8f0'}`}}>
              <div style={{fontSize:9,color:highlight?'#d97706':'#64748b',textTransform:'uppercase',letterSpacing:0.4}}>{l}{highlight?' ✎':''}</div>
              <div style={{fontSize:15,fontWeight:700,color:highlight?'#d97706':'#1d4ed8'}}>{v}</div>
            </div>
          ))}
        </div>

        {/* Run/day defaults */}
        <div style={{marginTop:12,display:'grid',gridTemplateColumns:'repeat(auto-fill,minmax(205px,1fr))',gap:8}}>
          {[
            {l:'Acid Runs',          f:'acidRuns'},
            {l:'Waters Between Acid',f:'watersBetween'},
            {l:'MAK Runs',           f:'makRuns'},
            {l:'Mob Days',           f:'mobDays'},
            {l:'Demob Days',         f:'demobDays'},
          ].map(({l,f})=>(
            <div key={f} style={{display:'flex',justifyContent:'space-between',alignItems:'center',background:'#f8fafc',borderRadius:6,padding:'7px 12px',border:'1px solid #e2e8f0'}}>
              <span style={{fontSize:12,color:C.textSecondary}}>{l}</span>
              <DefField value={s[f]} onChange={v=>upd(f,v)} min={0} />
            </div>
          ))}
          {/* Manual Project Days Override */}
          <div style={{display:'flex',justifyContent:'space-between',alignItems:'center',background: s.useDaysOverride ? '#fffbeb' : '#f8fafc',borderRadius:6,padding:'7px 12px',border:`1px solid ${s.useDaysOverride ? C.yellow : '#e2e8f0'}`}}>
            <span style={{fontSize:12,color: s.useDaysOverride ? C.yellow : C.textSecondary,fontWeight: s.useDaysOverride ? 700 : 400}}>Project Days {s.useDaysOverride ? '✎' : ''}</span>
            <div style={{display:'flex',alignItems:'center',gap:5}}>
              <input type="number" value={s.daysOverride||0} min={1}
                disabled={!s.useDaysOverride}
                onChange={e=>{ const n=parseInt(e.target.value); upd('daysOverride', isNaN(n)?0:n); }}
                style={{...inp(55), border: s.useDaysOverride?`1px solid ${C.yellow}`:`1px solid ${C.border}`, color: s.useDaysOverride?C.yellow:C.textMuted}} />
              <label style={{display:'flex',alignItems:'center',gap:3,cursor:'pointer'}}>
                <input type="checkbox" checked={s.useDaysOverride||false}
                  onChange={e=>upd('useDaysOverride',e.target.checked)}
                  style={{accentColor:C.yellow,width:12,height:12}} />
                <span style={{fontSize:9,color:C.textMuted}}>USE</span>
              </label>
            </div>
          </div>
          <div style={{display:'flex',justifyContent:'space-between',alignItems:'center',background:'#f8fafc',borderRadius:6,padding:'7px 12px',border:'1px solid #e2e8f0'}}>
            <span style={{fontSize:12,color:C.textSecondary}}>Markup %</span>
            <DefField value={s.markup} onChange={v=>upd('markup',v)} min={0} step={0.5} />
          </div>
        </div>
      </div>

      {/* ── PROJECT PERSONNEL ── */}
      <GrpHeader label="Project Personnel" total={t.personnelTotal} color={C.blueLight} />
      <GrpBody>
        {[
          {key:'supervisor',label:'Supervisor',hasGuys:true,gdk:'supervisorGuys',rdk:'supervisorRate'},
          {key:'crewMember',label:'Crew Member',hasGuys:true,gdk:'crewMemberGuys',rdk:'crewMemberRate'},
          {key:'hotel',     label:'Hotel',      hasGuys:true,gdk:'hotelGuys',rdk:'hotelRate'},
          {key:'travel',    label:'Travel (flat)',flat:true,rdk:'travelRate'},
        ].map(({key,label,hasGuys,flat})=>{
          const v = s.personnel[key];
          const total = flat ? v.rate*v.days : v.rate*(v.guys||1)*t.days;
          return (
            <Row key={key} label={label} status={v.status}
              onStatus={val=>upd(`personnel.${key}.status`,val)}
              total={total}>
              <div><Lbl>Day Rate</Lbl><DefField value={v.rate} onChange={val=>upd(`personnel.${key}.rate`,val)} /></div>
              {hasGuys && <div><Lbl>People</Lbl>
                <DefField value={v.guys}
                  onChange={val=>upd(`personnel.${key}.guys`,Math.max(0,Math.round(val)))} min={0} step={1} width={65} />
              </div>}
              {flat && <div><Lbl>Days</Lbl><input type="number" value={v.days} min={0} onChange={e=>{ const n=parseInt(e.target.value); upd(`personnel.${key}.days`, isNaN(n)?0:n); }} style={inp(55)} /></div>}
              {!flat && <span style={{fontSize:11,color:C.textMuted}}>× {t.days} days</span>}
            </Row>
          );
        })}
        {s.personnelCustom.map(item=>(
          <CustomRow key={item.id} item={item} onUpdate={i=>updCustom('personnelCustom',i)} onRemove={()=>remCustom('personnelCustom',item.id)} />
        ))}
        <AddBtn onClick={()=>setModal({arr:'personnelCustom',label:'Project Personnel'})} />
      </GrpBody>

      {/* ── EQUIPMENT & MATERIALS ── */}
      <GrpHeader label="Equipment & Materials" total={t.equipTotal} color={C.purple} />
      <GrpBody>
        <Row label="1600 CFM - 100% Oil Free Air Compressors and Dryers" status={s.equipment.compressor.status}
          onStatus={v=>upd('equipment.compressor.status',v)}
          total={t.compCost}>
          <div>
            <Lbl>Qty</Lbl>
            <input type="number" min={1} step={1}
              value={localCompQty}
              onChange={e=>{
                setLocalCompQty(e.target.value);
                const n=Math.max(1,Math.round(parseFloat(e.target.value)||1));
                updMany([['equipment.compressor.qtyOverride',n],['equipment.compressor.qtyDefault',false]]);
              }}
              onBlur={e=>{
                const n=Math.max(1,Math.round(parseFloat(e.target.value)||1));
                setLocalCompQty(String(n));
                updMany([['equipment.compressor.qtyOverride',n],['equipment.compressor.qtyDefault',false]]);
              }}
              style={{...inp(60),border:`1px solid ${C.blue}`,color:C.textPrimary}} />
          </div>
          <div>
            <Lbl>Weekly Rate $</Lbl>
            <input type="number" min={0} step={100}
              value={localCompRate}
              onChange={e=>{
                setLocalCompRate(e.target.value);
                const n=parseFloat(e.target.value);
                if(!isNaN(n)){upd('equipment.compressor.weekRate',n);}
              }}
              onBlur={e=>{
                const n=parseFloat(e.target.value)||WEEKLY_RATE_DEFAULT;
                setLocalCompRate(String(n));
                upd('equipment.compressor.weekRate',n);
              }}
              style={{...inp(90),border:`1px solid ${C.blue}`,color:C.textPrimary}} />
          </div>
          <div>
            <Lbl>Min Weeks</Lbl>
            <input type="number" min={3} step={1}
              value={s.equipment.compressor.minWeeks ?? 3}
              onChange={e=>{const n=Math.max(3,Math.round(parseFloat(e.target.value)||3));upd('equipment.compressor.minWeeks',n);}}
              style={{...inp(60),border:`1px solid ${C.blue}`,color:C.textPrimary}} />
          </div>
          <div style={{fontSize:11,color:C.textMuted,lineHeight:1.6}}>
            <div>Sched qty: {t.compQty} · {t.billedWeeks} weeks billed (min {t.compMinWeeks}w)</div>
            <div>{fmt(t.compWeekRate)}/wk · {t.billedWeeks > t.compMinWeeks ? `${Math.ceil(t.days/7)} raw → ${t.billedWeeks} wks` : `${t.compMinWeeks}-week minimum`}</div>
          </div>
        </Row>
        {[
          {key:'fracTank',label:'Frac Tank'},
          {key:'polyTank',label:'Poly Tank'},
          {key:'reachLift',label:'Reach Lift'},
          {key:'lightPlant',label:'Light Plant'},
          {key:'rentalTruck',label:'Rental Truck'},
          {key:'boxTrailer',label:'Box Trailer'},
          {key:'flatbedTrailer',label:'Flatbed Trailer'},
        ].map(({key,label})=>{
          const v = s.equipment[key];
          const qty = v.qty ?? 1;
          return (
            <Row key={key} label={label} status={v.status}
              onStatus={val=>upd(`equipment.${key}.status`,val)}
              total={v.rate*(qty||1)*t.days}>
              <div><Lbl>Day Rate</Lbl><DefField value={v.rate} onChange={val=>upd(`equipment.${key}.rate`,val)} /></div>
              <div><Lbl>Qty</Lbl><DefField value={qty} onChange={val=>upd(`equipment.${key}.qty`,Math.max(0,Math.round(val)))} min={0} step={1} width={65} /></div>
              <span style={{fontSize:11,color:C.textMuted}}>× {t.days} days</span>
            </Row>
          );
        })}
        {/* Pigs */}
        {Object.entries(s.pigs).map(([type,v])=>{
          const price = getClosestPigPrice(s.refDiameter, type);
          return (
            <Row key={type} label={`Pig – ${type.toUpperCase()}`} status={v.status}
              onStatus={val=>upd(`pigs.${type}.status`,val)}
              total={price*v.qty}>
              <span style={{fontSize:11,color:C.textSecondary}}>{fmt(price)} ea</span>
              <div><Lbl>Qty</Lbl><DefField value={v.qty} onChange={val=>upd(`pigs.${type}.qty`,val)} min={0} /></div>
            </Row>
          );
        })}
        {/* Gate Valves */}
        <Row label="Gate Valves" status={s.gateValves.status} onStatus={v=>upd('gateValves.status',v)}
          total={getGateValvePrice(s.refDiameter)*s.gateValves.qty}>
          <span style={{fontSize:11,color:C.textSecondary}}>{fmt(getGateValvePrice(s.refDiameter))} ea</span>
          <div><Lbl>Qty</Lbl><DefField value={s.gateValves.qty} onChange={v=>upd('gateValves.qty',v)} min={0} /></div>
        </Row>
        {/* Hoses, PPE, Fab */}
        {[
          {key:'hosesAndFittings',label:'Hoses & Fittings'},
          {key:'ppe',label:'PPE'},
          {key:'fabMaterials',label:'Fabrication Materials'},
          {key:'fabrication',label:'Fabrication Labor'},
        ].map(({key,label})=>(
          <Row key={key} label={label} status={s[key].status} onStatus={v=>upd(`${key}.status`,v)}
            total={s[key].price}>
            <div><Lbl>Amount</Lbl><DefField value={s[key].price} onChange={v=>upd(`${key}.price`,v)} min={0} width={100} /></div>
          </Row>
        ))}
        {s.equipmentCustom.map(item=>(
          <CustomRow key={item.id} item={item} onUpdate={i=>updCustom('equipmentCustom',i)} onRemove={()=>remCustom('equipmentCustom',item.id)} />
        ))}
        {/* Diesel Fuel */}
        <Row label="Diesel Fuel" status={s.equipment.dieselFuel?.status||'on'}
          onStatus={v=>upd('equipment.dieselFuel.status',v)}
          total={t.dieselCost}>
          <div>
            <Lbl>$/Gallon</Lbl>
            <DefField value={s.equipment.dieselFuel?.pricePerGal??DIESEL_PPG_DEFAULT}
              onChange={v=>upd('equipment.dieselFuel.pricePerGal',v)} min={0} step={0.05} width={75} />
          </div>
          <span style={{fontSize:11,color:C.textMuted}}>{fmtN(t.dieselGallons,0)} gals ({t.workingDays} working days × {Math.ceil(t.compQty/2)} units × 300)</span>
        </Row>
        {/* New Equipment */}
        <Row label="New Equipment" status={s.equipment.newEquipment?.status||'on'}
          onStatus={v=>upd('equipment.newEquipment.status',v)}
          total={t.newEquipCost}>
          <div>
            <Lbl>Amount</Lbl>
            <DefField value={s.equipment.newEquipment?.price??0}
              onChange={v=>upd('equipment.newEquipment.price',v)} min={0} width={110} />
          </div>
        </Row>
        <AddBtn onClick={()=>setModal({arr:'equipmentCustom',label:'Equipment & Materials'})} />
      </GrpBody>

      {/* ── CHEMICALS & COATING ── */}
      <GrpHeader label="Chemicals & Coating" total={t.chemCoatTotal} color={C.green} />
      <GrpBody>
        {Object.entries(s.chemicals).map(([key,v])=>{
          let runs = v.runs||0;
          if (v.isWater) runs = t.totalWaterRuns;
          if (v.isAcid)  runs = s.acidRuns;
          if (v.isMak)   runs = s.makRuns;
          const auto = v.isWater||v.isAcid||v.isMak;
          const bg = calcBatchGallons(s.actualDiameter, v.batchLength);
          const hclGals = v.isAcid ? bg*((v.hclPct||60)/100) : null;
          const itemTotal = v.isManualGal ? v.unitPrice*(v.manualGallons||0) : (v.isAcid ? v.unitPrice*(hclGals||0)*runs : v.unitPrice*bg*runs);
          if (v.isManualGal) {
            return (
              <Row key={key} label={CHEM_LABELS[key]} status={v.status}
                onStatus={val=>upd(`chemicals.${key}.status`,val)}
                total={itemTotal}>
                <div>
                  <Lbl>Gallons</Lbl>
                  <input type="number" min={0} step={1} value={v.manualGallons||0}
                    onChange={e=>{ const n=parseFloat(e.target.value); upd(`chemicals.${key}.manualGallons`, isNaN(n)?0:n); }}
                    style={{...inp(80),border:`1px solid ${C.blue}`,color:C.textPrimary}} />
                </div>
                <div>
                  <Lbl>$/Gallon</Lbl>
                  <input type="number" min={0} step={1} value={v.unitPrice||0}
                    onChange={e=>{ const n=parseFloat(e.target.value); upd(`chemicals.${key}.unitPrice`, isNaN(n)?0:n); }}
                    style={{...inp(80),border:`1px solid ${C.blue}`,color:C.textPrimary}} />
                </div>
                <span style={{fontSize:11,color:C.textMuted}}>{fmtN(v.manualGallons||0,0)} gals × {fmt(v.unitPrice||0)}</span>
              </Row>
            );
          }
          return (
            <Row key={key} label={CHEM_LABELS[key]} status={v.status}
              onStatus={val=>upd(`chemicals.${key}.status`,val)}
              total={itemTotal}>
              <div><Lbl>$/Unit</Lbl><DefField value={v.unitPrice} onChange={val=>upd(`chemicals.${key}.unitPrice`,val)} min={0} width={75} /></div>
              <div>
                <Lbl>Batch Ft</Lbl>
                <DefField value={v.batchLength} onChange={val=>upd(`chemicals.${key}.batchLength`,Math.max(10,val))} min={10} />
              </div>
              <div><Lbl>Batch Gals</Lbl><span style={{fontSize:12,color:C.blueLight,padding:'5px 0',display:'block'}}>{fmtN(bg,1)}</span></div>
              {v.isAcid && (
                <div>
                  <Lbl>HCl %</Lbl>
                  <DefField value={v.hclPct||60} onChange={val=>upd(`chemicals.${key}.hclPct`,val)} min={0} step={1} width={65} />
                </div>
              )}
              {v.isAcid && <div><Lbl>HCl Gals</Lbl><span style={{fontSize:12,color:'#f87171',padding:'5px 0',display:'block'}}>{fmtN(hclGals,1)}</span></div>}
              <div>
                <Lbl>{auto?'Runs (auto)':'Runs'}</Lbl>
                {auto
                  ? <span style={{fontSize:13,color:C.blueLight,padding:'5px 8px',display:'block'}}>{runs}</span>
                  : <input type="number" value={v.runs} min={0} onChange={e=>{ const n=parseInt(e.target.value); upd(`chemicals.${key}.runs`, isNaN(n)?0:n); }} style={inp(60)} />}
              </div>
            </Row>
          );
        })}
        {/* Coating */}
        <Row label="Coating" status={s.coating.status} onStatus={v=>upd('coating.status',v)}
          total={t.coatingCost}>
          <div style={{fontSize:11,color:C.textSecondary,marginRight:4}}>
            <div>{fmtN(t.sqFt,0)} sq ft · {fmtN(t.galPerMil,2)} gal/mil</div>
            <div style={{color:C.textMuted,fontSize:10,marginTop:2}}>Calc: {fmtN(t.coatingVolPerDay,0)} gal/day × 4 = {fmtN(t.coatingVolCalc,0)} gals</div>
          </div>
          <div>
            <Lbl>$/Gallon</Lbl>
            <DefField value={s.coating.ratePerGal||0}
              onChange={v=>upd('coating.ratePerGal',v)} min={0} step={0.5} width={75} />
          </div>
          <div>
            <Lbl>Manual Gals Override</Lbl>
            <div style={{display:'flex',alignItems:'center',gap:5}}>
              <input type="number" value={s.coating.galOverride||0} min={0}
                disabled={!s.coating.useGalOverride}
                onChange={e=>{ const n=parseFloat(e.target.value); upd('coating.galOverride', isNaN(n)?0:n); }}
                style={{...inp(85), border: s.coating.useGalOverride?`1px solid ${C.yellow}`:`1px solid ${C.border}`, color: s.coating.useGalOverride?C.yellow:C.textMuted}} />
              <label style={{display:'flex',alignItems:'center',gap:3,cursor:'pointer'}}>
                <input type="checkbox" checked={s.coating.useGalOverride||false}
                  onChange={e=>upd('coating.useGalOverride',e.target.checked)}
                  style={{accentColor:C.yellow,width:12,height:12}} />
                <span style={{fontSize:9,color:C.textMuted}}>USE</span>
              </label>
            </div>
          </div>
          <span style={{fontSize:11,color:s.coating.useGalOverride?C.yellow:C.textMuted}}>
            {s.coating.useGalOverride?'⚠ override':'calc'}: {fmtN(t.coatingVol,0)} gals
          </span>
        </Row>
        {s.chemCoatCustom.map(item=>(
          <CustomRow key={item.id} item={item} onUpdate={i=>updCustom('chemCoatCustom',i)} onRemove={()=>remCustom('chemCoatCustom',item.id)} />
        ))}
        <AddBtn onClick={()=>setModal({arr:'chemCoatCustom',label:'Chemicals & Coating'})} />
      </GrpBody>

      {/* ── SUBCONTRACTORS ── */}
      <GrpHeader label="Subcontractors" total={t.subTotal} color={C.orange} />
      <GrpBody>
        {s.subcontractors.length===0 && (
          <div style={{padding:'12px 14px',fontSize:12,color:C.textMuted,fontStyle:'italic'}}>No subcontractors added</div>
        )}
        {s.subcontractors.map(item=>(
          <CustomRow key={item.id} item={item} onUpdate={i=>updCustom('subcontractors',i)} onRemove={()=>remCustom('subcontractors',item.id)} />
        ))}
        <AddBtn onClick={()=>setModal({arr:'subcontractors',label:'Subcontractors'})} />
      </GrpBody>

      {/* ── DISPOSAL ── */}
      <div>
        <div style={{
          display:'flex', justifyContent:'space-between', alignItems:'center',
          background:'#f8fafc', padding:'9px 14px',
          borderRadius:'8px 8px 0 0', borderBottom:`2px solid ${C.pink}`, marginTop:14,
          borderTop:'1px solid #e2e8f0', borderLeft:'1px solid #e2e8f0', borderRight:'1px solid #e2e8f0'
        }}>
          <span style={{fontSize:11,fontWeight:700,color:C.pink,textTransform:'uppercase',letterSpacing:1}}>Disposal</span>
          <div style={{display:'flex',alignItems:'center',gap:10}}>
            <button
              onClick={()=>{
                const allKeys = ['hcl','nonHazWater','solvents','partB','rollOffs','transportHcl','transportNonHaz','fracTanks','polyTanks','tankCleanOut'];
                const allCS = allKeys.every(k => s.disposal[k] && s.disposal[k].status === 'client');
                const newStatus = allCS ? 'on' : 'client';
                let updSec = {...s};
                allKeys.forEach(k => {
                  updSec = {...updSec, disposal:{...updSec.disposal, [k]:{...updSec.disposal[k], status:newStatus}}};
                });
                // also update disposalCustom
                updSec = {...updSec, disposalCustom: (updSec.disposalCustom||[]).map(i=>({...i, status:newStatus}))};
                onChange(updSec);
              }}
              style={{
                padding:'3px 10px', fontSize:11, fontWeight:700, borderRadius:5, cursor:'pointer',
                border: (() => { const allKeys=['hcl','nonHazWater','solvents','partB','rollOffs','transportHcl','transportNonHaz','fracTanks','polyTanks','tankCleanOut']; return allKeys.every(k=>s.disposal[k]&&s.disposal[k].status==='client') ? `2px solid ${C.yellow}` : `2px solid ${C.border}`; })(),
                background: (() => { const allKeys=['hcl','nonHazWater','solvents','partB','rollOffs','transportHcl','transportNonHaz','fracTanks','polyTanks','tankCleanOut']; return allKeys.every(k=>s.disposal[k]&&s.disposal[k].status==='client') ? C.yellow+'33' : 'transparent'; })(),
                color: (() => { const allKeys=['hcl','nonHazWater','solvents','partB','rollOffs','transportHcl','transportNonHaz','fracTanks','polyTanks','tankCleanOut']; return allKeys.every(k=>s.disposal[k]&&s.disposal[k].status==='client') ? C.yellow : C.textMuted; })(),
              }}>
              CS All
            </button>
            <span style={{fontSize:13,fontWeight:700,color:C.textPrimary,fontFamily:'monospace'}}>{fmt(t.dispTotal)}</span>
          </div>
        </div>
      </div>
      <GrpBody>
        <Row label="Disposal – HCl" status={s.disposal.hcl.status} onStatus={v=>upd('disposal.hcl.status',v)}
          total={s.disposal.hcl.unitPrice*t.hclDispGals}>
          <div><Lbl>$/Gal</Lbl><DefField value={s.disposal.hcl.unitPrice} onChange={v=>upd('disposal.hcl.unitPrice',v)} min={0} step={0.001} width={80} /></div>
          <span style={{fontSize:11,color:C.textMuted}}>{fmtN(t.hclDispGals,0)} gals ({s.acidRuns} acid + {s.acidRuns*2} water batches)</span>
        </Row>

        {/* Non-haz water — $/gal × total non-haz gals */}
        <Row label="Disposal – Non-Haz Water" status={s.disposal.nonHazWater.status} onStatus={v=>upd('disposal.nonHazWater.status',v)}
          total={s.disposal.nonHazWater.unitPrice*t.nonHazDispGals}>
          <div><Lbl>$/Gal</Lbl><DefField value={s.disposal.nonHazWater.unitPrice} onChange={v=>upd('disposal.nonHazWater.unitPrice',v)} min={0} step={0.001} width={80} /></div>
          <span style={{fontSize:11,color:C.textMuted}}>{fmtN(t.nonHazDispGals,0)} gals ({s.acidRuns}×{Math.max(0,s.watersBetween-2)} water batches)</span>
        </Row>

        {/* Solvents */}
        <Row label="Disposal – Solvents" status={s.disposal.solvents.status} onStatus={v=>upd('disposal.solvents.status',v)}
          total={s.disposal.solvents.unitPrice*s.makRuns}>
          <div><Lbl>Unit Price</Lbl><DefField value={s.disposal.solvents.unitPrice} onChange={v=>upd('disposal.solvents.unitPrice',v)} min={0} width={80} /></div>
          <span style={{fontSize:11,color:C.textMuted}}>{s.makRuns} Methyl Amyl Ketone runs</span>
        </Row>

        {/* Part B */}
        <Row label="Part B Activators" status={s.disposal.partB.status} onStatus={v=>upd('disposal.partB.status',v)}
          total={s.disposal.partB.unitPrice*t.partBQty}>
          <div><Lbl>Unit Price</Lbl><DefField value={s.disposal.partB.unitPrice} onChange={v=>upd('disposal.partB.unitPrice',v)} min={0} width={80} /></div>
          <span style={{fontSize:11,color:C.textMuted}}>{t.partBQty} units</span>
        </Row>

        {/* Roll-offs */}
        <Row label="Roll-Offs" status={s.disposal.rollOffs.status} onStatus={v=>upd('disposal.rollOffs.status',v)}
          total={s.disposal.rollOffs.unitPrice*s.disposal.rollOffs.qty}>
          <div><Lbl>Unit Price</Lbl><DefField value={s.disposal.rollOffs.unitPrice} onChange={v=>upd('disposal.rollOffs.unitPrice',v)} min={0} width={80} /></div>
          <div><Lbl>Qty</Lbl><DefField value={s.disposal.rollOffs.qty} onChange={v=>upd('disposal.rollOffs.qty',v)} min={0} /></div>
        </Row>

        {/* Transport – HCl loads */}
        <Row label="Transport – HCl" status={s.disposal.transportHcl.status} onStatus={v=>upd('disposal.transportHcl.status',v)}
          total={s.disposal.transportHcl.unitPrice*t.hclLoads}>
          <div><Lbl>$/Load</Lbl><DefField value={s.disposal.transportHcl.unitPrice} onChange={v=>upd('disposal.transportHcl.unitPrice',v)} min={0} width={80} /></div>
          <span style={{fontSize:11,color:C.textMuted}}>{t.hclLoads} loads ({fmtN(t.hclDispGals,0)} gals ÷ 4,200)</span>
        </Row>

        {/* Transport – Non-Haz loads */}
        <Row label="Transport – Non-Haz" status={s.disposal.transportNonHaz.status} onStatus={v=>upd('disposal.transportNonHaz.status',v)}
          total={s.disposal.transportNonHaz.unitPrice*t.nonHazLoads}>
          <div><Lbl>$/Load</Lbl><DefField value={s.disposal.transportNonHaz.unitPrice} onChange={v=>upd('disposal.transportNonHaz.unitPrice',v)} min={0} width={80} /></div>
          <span style={{fontSize:11,color:C.textMuted}}>{t.nonHazLoads} loads ({fmtN(t.nonHazDispGals,0)} gals ÷ 4,500)</span>
        </Row>

        {/* Frac Tanks */}
        <Row label="Frac Tank Disposal" status={s.disposal.fracTanks.status} onStatus={v=>upd('disposal.fracTanks.status',v)}
          total={s.disposal.fracTanks.unitPrice*s.disposal.fracTanks.qty}>
          <div><Lbl>Unit Price</Lbl><DefField value={s.disposal.fracTanks.unitPrice} onChange={v=>upd('disposal.fracTanks.unitPrice',v)} min={0} width={80} /></div>
          <div><Lbl>Qty</Lbl><DefField value={s.disposal.fracTanks.qty} onChange={v=>upd('disposal.fracTanks.qty',v)} min={0} /></div>
        </Row>

        {/* Poly Tanks */}
        <Row label="Poly Tank Disposal" status={s.disposal.polyTanks.status} onStatus={v=>upd('disposal.polyTanks.status',v)}
          total={s.disposal.polyTanks.unitPrice*s.disposal.polyTanks.qty}>
          <div><Lbl>Unit Price</Lbl><DefField value={s.disposal.polyTanks.unitPrice} onChange={v=>upd('disposal.polyTanks.unitPrice',v)} min={0} width={80} /></div>
          <div><Lbl>Qty</Lbl><DefField value={s.disposal.polyTanks.qty} onChange={v=>upd('disposal.polyTanks.qty',v)} min={0} /></div>
        </Row>

        {/* Tank Clean-Out */}
        <Row label="Tank Clean-Out" status={s.disposal.tankCleanOut.status} onStatus={v=>upd('disposal.tankCleanOut.status',v)}
          total={s.disposal.tankCleanOut.unitPrice}>
          <div><Lbl>Amount</Lbl><DefField value={s.disposal.tankCleanOut.unitPrice} onChange={v=>upd('disposal.tankCleanOut.unitPrice',v)} min={0} width={80} /></div>
        </Row>

        {s.disposalCustom.map(item=>(
          <CustomRow key={item.id} item={item} onUpdate={i=>updCustom('disposalCustom',i)} onRemove={()=>remCustom('disposalCustom',item.id)} />
        ))}
        <AddBtn onClick={()=>setModal({arr:'disposalCustom',label:'Disposal'})} />

        {/* Vendor Markup */}
        <div style={{display:'flex',justifyContent:'space-between',alignItems:'center',padding:'10px 14px',background:'#f1f5f9',borderTop:`2px solid ${C.pink}`}}>
          <div style={{display:'flex',alignItems:'center',gap:10}}>
            <span style={{fontSize:12,color:C.textSecondary,fontWeight:600}}>Disposal Subtotal</span>
            <span style={{fontSize:13,fontFamily:'monospace',color:C.textPrimary}}>{fmt(t.dispSubtotal)}</span>
          </div>
          <div style={{display:'flex',alignItems:'center',gap:8}}>
            <span style={{fontSize:12,color:C.textSecondary}}>Vendor Markup</span>
            <DefField value={s.disposal.vendorMarkup||0}
              onChange={v=>upd('disposal.vendorMarkup',v)} min={0} step={0.5} width={60} />
            <span style={{fontSize:12,color:C.textMuted}}>%</span>
            <span style={{fontSize:13,fontFamily:'monospace',color:C.pink,minWidth:90,textAlign:'right'}}>{fmt(t.vendorMarkupAmt)}</span>
          </div>
        </div>
        <div style={{display:'flex',justifyContent:'space-between',padding:'8px 14px',background:'#f1f5f9'}}>
          <span style={{fontSize:13,fontWeight:700,color:C.textPrimary}}>Disposal Total (with vendor markup)</span>
          <span style={{fontSize:14,fontWeight:800,fontFamily:'monospace',color:C.pink}}>{fmt(t.dispTotal)}</span>
        </div>
      </GrpBody>

      {/* Totals */}
      <div style={{marginTop:16,background:C.bgCard,border:`1px solid ${C.border}`,borderRadius:8,padding:14}}>
        {[
          {l:'Project Personnel',    v:t.personnelTotal},
          {l:'Equipment & Materials',v:t.equipTotal},
          {l:'Chemicals & Coating',  v:t.chemCoatTotal},
          {l:'Subcontractors',       v:t.subTotal},
          {l:'Disposal (w/ vendor markup)', v:t.dispTotal},
        ].map(({l,v})=>(
          <div key={l} style={{display:'flex',justifyContent:'space-between',padding:'5px 0',borderBottom:`1px solid ${C.border}`,fontSize:12}}>
            <span style={{color:C.textSecondary}}>{l}</span>
            <span style={{fontFamily:'monospace',color:C.textPrimary}}>{fmt(v)}</span>
          </div>
        ))}
        <div style={{display:'flex',justifyContent:'space-between',padding:'8px 0',borderBottom:`1px solid ${C.border}`,fontSize:13}}>
          <span style={{color:C.textSecondary}}>Subtotal</span>
          <span style={{fontFamily:'monospace',color:C.textPrimary,fontWeight:600}}>{fmt(t.subtotal)}</span>
        </div>
        <div style={{display:'flex',justifyContent:'space-between',alignItems:'center',padding:'8px 0',borderBottom:`1px solid ${C.border}`}}>
          <div style={{display:'flex',alignItems:'center',gap:8}}>
            <span style={{fontSize:12,color:C.textSecondary}}>IPS Markup</span>
            <DefField value={s.markup} onChange={v=>upd('markup',v)} min={0} step={0.5} width={60} />
            <span style={{fontSize:12,color:C.textMuted}}>%</span>
          </div>
          <span style={{fontSize:13,fontFamily:'monospace',color:C.yellow}}>{fmt(t.markupAmt)}</span>
        </div>
        <div style={{display:'flex',justifyContent:'space-between',alignItems:'center',paddingTop:10}}>
          <span style={{fontSize:15,fontWeight:700,color:C.textPrimary}}>Section Total</span>
          <span style={{fontSize:20,fontWeight:800,fontFamily:'monospace',color:C.green}}>{fmt(t.sectionTotal)}</span>
        </div>
      </div>
    </div>
  );
}

// ── HOME TAB ───────────────────────────────────────────────────────────────
function HomeTab({ project, onUpdate }) {
  const [downPctLocal, setDownPctLocal] = React.useState(String(project.downPaymentPct != null ? project.downPaymentPct : 35));
  // Keep local state in sync if project changes externally
  React.useEffect(() => { setDownPctLocal(String(project.downPaymentPct != null ? project.downPaymentPct : 35)); }, [project.id]);
  const SI = (f,t='text') => (
    <input type={t} value={project[f]||''} onChange={e=>onUpdate(f,e.target.value)}
      style={{width:'100%',padding:'7px 10px',background:'#f8fafc',border:'1px solid #cbd5e1',borderRadius:6,color:'#1e293b',fontSize:13}} />
  );
  return (
    <div style={{maxWidth:720}}>
      {project.isDefaultTemplate && (
        <div style={{background:'linear-gradient(135deg,#fff7ed,#ffedd5)',border:'2px solid #8B1A1A',borderRadius:10,padding:'14px 18px',marginBottom:18,display:'flex',alignItems:'flex-start',gap:12}}>
          <span style={{fontSize:22,flexShrink:0}}>🔒</span>
          <div>
            <div style={{fontSize:13,fontWeight:800,color:'#8B1A1A',marginBottom:4}}>Default Bid Sheet</div>
            <div style={{fontSize:12,color:'#92400e',lineHeight:1.6}}>
              This project is the master template for all new bids. Any rates, settings, and section parameters you configure here will automatically carry over when you create a new project. This project cannot be deleted.
            </div>
          </div>
        </div>
      )}
      <div style={{fontSize:18,fontWeight:800,color:'#1e293b',marginBottom:6,letterSpacing:-0.3}}>Project Information</div>
      <div style={{fontSize:12,color:'#64748b',marginBottom:18}}>Fill in all fields below — they will appear in the Final Bid package.</div>

      {/* CLIENT INFO */}
      <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:10,padding:20,marginBottom:16,boxShadow:'0 1px 4px rgba(0,0,0,0.06)'}}>
        <div style={{fontSize:11,fontWeight:700,color:'#8B1A1A',textTransform:'uppercase',letterSpacing:1.2,marginBottom:14,paddingBottom:8,borderBottom:'2px solid #8B1A1A'}}>Client Information</div>
        <div style={{display:'grid',gridTemplateColumns:'1fr 1fr',gap:14}}>
          {[{l:'Client / Company Name',f:'clientName'},{l:'Client Code (e.g. APA)',f:'clientCode'},{l:'Attn (Contact Name)',f:'attn'},{l:'Location',f:'location'},{l:'Client Phone',f:'clientPhone'},{l:'Client Email',f:'clientEmail'},{l:'Client Fax',f:'clientFax'},{l:'Date',f:'date',t:'date'}].map(({l,f,t='text'})=>(
            <div key={f}>
              <div style={{fontSize:10,color:'#64748b',textTransform:'uppercase',letterSpacing:0.5,marginBottom:4}}>{l}</div>
              {SI(f,t)}
            </div>
          ))}
        </div>
      </div>

      {/* CLIENT BILLING INFO */}
      <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:10,padding:20,marginBottom:16,boxShadow:'0 1px 4px rgba(0,0,0,0.06)'}}> 
        <div style={{fontSize:11,fontWeight:700,color:'#8B1A1A',textTransform:'uppercase',letterSpacing:1.2,marginBottom:6,paddingBottom:8,borderBottom:'2px solid #8B1A1A'}}>Client Billing Information</div>
        <div style={{fontSize:11,color:'#94a3b8',marginBottom:12}}>Accounts payable / invoicing contact — used on all invoices.</div>
        <div style={{display:'grid',gridTemplateColumns:'1fr 1fr',gap:14}}>
          {[
            {l:'Billing Company Name',f:'billingName'},
            {l:'Attn (A/P Contact)',f:'billingAttn'},
            {l:'Billing Phone',f:'billingPhone'},
            {l:'Billing Email',f:'billingEmail'},
            {l:'Billing Address',f:'billingAddress'},
          ].map(({l,f})=>(
            <div key={f} style={f==='billingAddress'?{gridColumn:'1/-1'}:{}}>
              <div style={{fontSize:10,color:'#64748b',textTransform:'uppercase',letterSpacing:0.5,marginBottom:4}}>{l}</div>
              {SI(f)}
            </div>
          ))}
          <div style={{gridColumn:'1/-1',borderTop:'1px solid #e2e8f0',marginTop:4,paddingTop:14}}>
            <div style={{fontSize:10,color:'#64748b',textTransform:'uppercase',letterSpacing:0.5,marginBottom:10,fontWeight:700}}>Reference Numbers</div>
            <div style={{display:'grid',gridTemplateColumns:'1fr 1fr 1fr',gap:14}}>
              {[{l:'Work Order #',f:'workOrderNum'},{l:'Purchase Order #',f:'purchaseOrderNum'},{l:'IPS Project #',f:'ipsProjectNum'}].map(({l,f})=>(
                <div key={f}>
                  <div style={{fontSize:10,color:'#64748b',textTransform:'uppercase',letterSpacing:0.5,marginBottom:4}}>{l}</div>
                  {SI(f)}
                </div>
              ))}
            </div>
          </div>
        </div>
      </div>

      {/* IPS CONTACT INFO */}
      <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:10,padding:20,marginBottom:16,boxShadow:'0 1px 4px rgba(0,0,0,0.06)'}}>
        <div style={{fontSize:11,fontWeight:700,color:'#8B1A1A',textTransform:'uppercase',letterSpacing:1.2,marginBottom:14,paddingBottom:8,borderBottom:'2px solid #8B1A1A'}}>IPS Contact Information</div>
        <div style={{display:'grid',gridTemplateColumns:'1fr 1fr',gap:14}}>
          <div>
            <div style={{fontSize:10,color:'#64748b',textTransform:'uppercase',letterSpacing:0.5,marginBottom:4}}>IPS Contact Name</div>
            <select value={project.ipsContactName||''} onChange={e=>{
              const v=e.target.value;
              if(v==='Raymond Ruegsegger'){onUpdate('ipsContactName',v);onUpdate('ipsContactPhone','682-553-0934');onUpdate('ipsContactEmail','Raymond@internalpipeline.com');}
              else if(v==='Skyler Cato'){onUpdate('ipsContactName',v);onUpdate('ipsContactPhone','817-307-8522');onUpdate('ipsContactEmail','Skyler@internalpipeline.com');}
              else{onUpdate('ipsContactName',v);}
            }} style={{width:'100%',padding:'7px 10px',background:'#f8fafc',border:'1px solid #cbd5e1',borderRadius:6,color:'#1e293b',fontSize:14}}>
              <option value="">Select Contact...</option>
              <option value="Raymond Ruegsegger">Raymond Ruegsegger</option>
              <option value="Skyler Cato">Skyler Cato</option>
            </select>
          </div>
          {[{l:'Contact Phone',f:'ipsContactPhone'},{l:'Contact Email',f:'ipsContactEmail'},{l:'Office Phone',f:'ipsOfficePhone'},{l:'Office Address',f:'ipsAddress'}].map(({l,f})=>(
            <div key={f} style={f==='ipsAddress'?{gridColumn:'1/-1'}:{}}>
              <div style={{fontSize:10,color:'#64748b',textTransform:'uppercase',letterSpacing:0.5,marginBottom:4}}>{l}</div>
              {SI(f)}
            </div>
          ))}
        </div>
      </div>

      {/* PAYMENT SETTINGS */}
      <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:10,padding:20,marginBottom:16,boxShadow:'0 1px 4px rgba(0,0,0,0.06)'}}>
        <div style={{fontSize:11,fontWeight:700,color:'#8B1A1A',textTransform:'uppercase',letterSpacing:1.2,marginBottom:14,paddingBottom:8,borderBottom:'2px solid #8B1A1A'}}>Payment Settings</div>
        <div style={{display:'grid',gridTemplateColumns:'1fr 1fr',gap:14,alignItems:'end'}}>
          <div>
            <div style={{fontSize:10,color:'#64748b',textTransform:'uppercase',letterSpacing:0.5,marginBottom:4}}>Down Payment % (default 35%)</div>
            <div style={{display:'flex',alignItems:'center',gap:8}}>
            <input type="number" min={0} max={100} step={1} value={downPctLocal}
                onChange={e=>{ setDownPctLocal(e.target.value); const n=parseFloat(e.target.value); if(!isNaN(n)&&n>=0&&n<=100) onUpdate('downPaymentPct',n); }}
                onBlur={e=>{ const n=parseFloat(e.target.value); const safe=isNaN(n)?35:Math.min(100,Math.max(0,n)); setDownPctLocal(String(safe)); onUpdate('downPaymentPct',safe); }}
                style={{width:90,padding:'7px 10px',background:'#f8fafc',border:'1px solid #1d4ed8',borderRadius:6,color:'#1e293b',fontSize:14,fontWeight:700}} />
              <span style={{fontSize:13,color:'#64748b'}}>%</span>
            </div>
          </div>
          <div style={{fontSize:12,color:'#64748b',lineHeight:1.7,background:'#f8fafc',borderRadius:6,padding:'8px 12px'}}>
            Early cancellation amount = down payment amount ({project.downPaymentPct||35}% of total)
          </div>
        </div>
      </div>

      <div style={{display:'grid',gridTemplateColumns:'1fr',gap:8,marginBottom:8}}>
        <div style={{fontSize:13,fontWeight:700,color:'#1e293b',marginBottom:4}}>Sections</div>
        {project.sections.map((sec,i)=>{
          const t = calcSectionTotals(sec);
          return (
            <div key={sec.id} style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:8,padding:'12px 16px',display:'flex',justifyContent:'space-between',alignItems:'center',boxShadow:'0 1px 3px rgba(0,0,0,0.04)'}}>
              <div>
                <div style={{fontSize:14,fontWeight:600,color:'#1e293b'}}>{sec.name}</div>
                <div style={{fontSize:12,color:'#64748b',marginTop:2}}>Ø{sec.actualDiameter}" · {(sec.length||0).toLocaleString()} ft · {t.days} days</div>
              </div>
              <div style={{display:'flex',gap:8,alignItems:'center'}}>
                <div style={{fontSize:14,color:'#16a34a',fontFamily:'monospace',fontWeight:700}}>{fmt(t.sectionTotal)}</div>
                <button onClick={()=>onUpdate('duplicateSection',i)} style={{background:'#eff6ff',border:'1px solid #93c5fd',borderRadius:6,color:'#1d4ed8',padding:'4px 10px',cursor:'pointer',fontSize:12,fontWeight:600}}>Duplicate</button>
                {project.sections.length>1 && (
                  <button onClick={()=>onUpdate('removeSection',i)} style={{background:'#fef2f2',border:'1px solid #fca5a5',borderRadius:6,color:'#dc2626',padding:'4px 10px',cursor:'pointer',fontSize:12}}>Remove</button>
                )}
              </div>
            </div>
          );
        })}
      </div>
      <button onClick={()=>onUpdate('addSection')} style={{marginTop:8,padding:'9px 20px',background:'#1d4ed8',border:'none',borderRadius:8,color:'#fff',fontWeight:700,cursor:'pointer',fontSize:13}}>
        + Add Section
      </button>
    </div>
  );
}


// ── SUMMARY TAB ────────────────────────────────────────────────────────────
function SummaryTab({ project }) {
  const sts = project.sections.map(s=>({s,t:calcSectionTotals(s)}));
  const grand = sts.reduce((sum,{t})=>sum+t.sectionTotal,0);
  const down = grand*0.35;
  const cats = [
    {l:'Project Personnel', k:'personnelTotal'},
    {l:'Equipment & Materials', k:'equipTotal'},
    {l:'Chemicals & Coating', k:'chemCoatTotal'},
    {l:'Subcontractors', k:'subTotal'},
    {l:'Disposal', k:'dispTotal'},
  ];
  const allCSRaw2 = sts.flatMap(({t})=>t.clientSupplied);
  const allCS = allCSRaw2.filter((item,idx)=>{
    const lbl = typeof item==='object' ? item.label : item;
    return allCSRaw2.findIndex(x=>(typeof x==='object'?x.label:x)===lbl)===idx;
  });

  return (
    <div>
      <div style={{display:'flex',justifyContent:'space-between',alignItems:'center',marginBottom:14}}>
        <div style={{fontSize:17,fontWeight:700,color:C.blueLight}}>Bid Summary</div>
      </div>

      {/* Grand total */}
      <div style={{background:'linear-gradient(135deg,#f0fdf4,#dcfce7)',border:'1px solid #86efac',borderRadius:12,padding:18,marginBottom:14,display:'flex',justifyContent:'space-between',alignItems:'center'}}>
        <div>
          <div style={{fontSize:11,color:'#15803d',textTransform:'uppercase',letterSpacing:1}}>Total Contract Value</div>
          <div style={{fontSize:28,fontWeight:800,color:'#16a34a',fontFamily:'monospace'}}>{fmt(grand)}</div>
        </div>
        <div style={{textAlign:'right'}}>
          <div style={{fontSize:11,color:'#15803d',marginBottom:4}}>35% Down at PO</div>
          <div style={{fontSize:20,fontWeight:700,color:'#166534',fontFamily:'monospace'}}>{fmt(down)}</div>
        </div>
      </div>

      {/* Per section */}
      <div style={{fontSize:11,fontWeight:700,color:C.textMuted,textTransform:'uppercase',letterSpacing:1,marginBottom:8}}>Per Section — 65% due on completion</div>
      {sts.map(({s,t})=>(
        <div key={s.id} style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:8,padding:12,marginBottom:8,display:'flex',justifyContent:'space-between',alignItems:'center',boxShadow:'0 1px 3px rgba(0,0,0,0.04)'}}>
          <div>
            <div style={{fontSize:14,fontWeight:600,color:C.textPrimary}}>{s.name}</div>
            <div style={{fontSize:12,color:C.textMuted}}>Ø{s.actualDiameter}" · {(s.length||0).toLocaleString()} ft · {t.days} days</div>
          </div>
          <div style={{textAlign:'right'}}>
            <div style={{fontSize:15,fontWeight:700,color:C.green,fontFamily:'monospace'}}>{fmt(t.sectionTotal)}</div>
            <div style={{fontSize:11,color:'#6ee7b7'}}>65% due: {fmt(t.sectionTotal*0.65)}</div>
          </div>
        </div>
      ))}

      {/* Category breakdown */}
      <div style={{fontSize:11,fontWeight:700,color:C.textMuted,textTransform:'uppercase',letterSpacing:1,margin:'16px 0 8px'}}>Category Breakdown — All Sections</div>
      <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:8,overflow:'hidden',boxShadow:'0 1px 3px rgba(0,0,0,0.04)'}}>
        {cats.map(({l,k})=>{
          const total = sts.reduce((sum,{s,t})=>{ const mf = t.subtotal > 0 ? t.sectionTotal / t.subtotal : 1; return sum + (t[k]||0) * mf; }, 0);
          const pct = grand>0 ? (total/grand*100).toFixed(1) : '0.0';
          return (
            <div key={k} style={{display:'flex',justifyContent:'space-between',alignItems:'center',padding:'10px 16px',borderBottom:`1px solid ${C.border}`}}>
              <span style={{fontSize:13,color:C.textPrimary}}>{l}</span>
              <div style={{display:'flex',gap:12,alignItems:'center'}}>
                <div style={{width:70,background:C.border,borderRadius:4,height:5,overflow:'hidden'}}>
                  <div style={{width:`${pct}%`,background:C.blue,height:'100%',borderRadius:4}} />
                </div>
                <span style={{fontSize:11,color:C.textMuted,width:34,textAlign:'right'}}>{pct}%</span>
                <span style={{fontSize:13,fontFamily:'monospace',color:C.textPrimary,minWidth:95,textAlign:'right'}}>{fmt(total)}</span>
              </div>
            </div>
          );
        })}
        <div style={{display:'flex',justifyContent:'space-between',padding:'10px 16px',background:'#f1f5f9'}}>
          <span style={{fontSize:13,fontWeight:700,color:C.textPrimary}}>Grand Total</span>
          <span style={{fontSize:15,fontWeight:800,fontFamily:'monospace',color:C.green}}>{fmt(grand)}</span>
        </div>
      </div>

      {/* Client supplied */}
      {allCS.length>0 && (
        <>
          <div style={{fontSize:11,fontWeight:700,color:C.yellow,textTransform:'uppercase',letterSpacing:1,margin:'16px 0 8px'}}>Client Supplied Items</div>
          <div style={{background:'#fffbeb',border:'1px solid #fcd34d',borderRadius:8,padding:12}}>
            {allCS.map((item,i)=>(
              <div key={i} style={{fontSize:13,color:C.yellow,padding:'4px 0',borderBottom:'1px solid #f59e0b1a'}}>• {typeof item==='object'?item.label:item}{typeof item==='object'&&item.qty?<span style={{fontFamily:'monospace',marginLeft:8,color:'#fcd34d'}}>{item.qty} {item.unit||''}</span>:null}</div>
            ))}
          </div>
        </>
      )}

      <div style={{marginTop:14,padding:12,background:'#f8fafc',border:'1px solid #e2e8f0',borderRadius:8,fontSize:12,color:'#64748b'}}>
        💡 Go to the <strong style={{color:C.blueLight}}>📄 Final Bid</strong> tab to generate the complete printable bid package.
      </div>
    </div>
  );
}

// ── MAIN APP ───────────────────────────────────────────────────────────────
let _secId = 0;
function nextSecId() { return ++_secId; }

// ── STORAGE HELPERS ───────────────────────────────────────────────────────
const LS_ACTIVE = 'ipsbid_activeId';

function loadActiveId() {
  try { return localStorage.getItem(LS_ACTIVE) || null; } catch(e) { return null; }
}
function saveActiveId(id) {
  try {
    if (id) localStorage.setItem(LS_ACTIVE, id);
    else localStorage.removeItem(LS_ACTIVE);
  } catch(e) {}
}

// Strip undefined values recursively so Firestore doesn't drop fields silently
function sanitizeForFirestore(obj) {
  if (Array.isArray(obj)) return obj.map(sanitizeForFirestore);
  if (obj !== null && typeof obj === 'object') {
    const out = {};
    for (const k of Object.keys(obj)) {
      if (obj[k] !== undefined) out[k] = sanitizeForFirestore(obj[k]);
    }
    return out;
  }
  return obj;
}

// Deep-merge saved Firestore data onto a fresh defaultSection so no fields are missing
function hydrateSection(saved) {
  const base = defaultSection(saved.id, null);
  function deepMerge(b, s) {
    if (s === null || s === undefined) return b;
    if (Array.isArray(b)) return Array.isArray(s) ? s : b;
    if (typeof b === 'object' && typeof s === 'object') {
      const out = {...b};
      for (const k of Object.keys(s)) { out[k] = deepMerge(b[k], s[k]); }
      return out;
    }
    return s !== undefined ? s : b;
  }
  return deepMerge(base, saved);
}

function hydrateProject(p) {
  return {...p, sections: (p.sections||[]).map(hydrateSection)};
}

function newProject() {
  return {
    id: 'proj_' + Date.now(),
    clientName: '', projectNumber: '', location: '',
    date: new Date().toISOString().split('T')[0],
    attn: '', clientPhone: '', clientEmail: '', clientFax: '', clientCode: '',
    billingName: '', billingAttn: '', billingAddress: '', billingPhone: '', billingEmail: '',
    workOrderNum: '', purchaseOrderNum: '', ipsProjectNum: '',
    ipsContactName: 'Skyler Cato',
    ipsContactPhone: '(817) 307-8522',
    ipsContactEmail: 'skyler@internalpipeline.com',
    ipsOfficePhone: '(817) 539-9764',
    ipsAddress: 'P.O. Box 696, Mansfield, TX 76063',
    downPaymentPct: 35,
    sections: [defaultSection(nextSecId(), 1)],
    createdAt: Date.now(),
    updatedAt: Date.now(),
  };
}

// ── PROJECT LIST SCREEN ───────────────────────────────────────────────────
function ProjectListScreen({ projects, onOpen, onCreate, onDelete, onDuplicate, folders, onCreateFolder, onRenameFolder, onDeleteFolder, onMoveToFolder }) {
  const [confirmId, setConfirmId]         = React.useState(null);
  const [confirmFolderId, setConfirmFolderId] = React.useState(null);
  const [newFolderMode, setNewFolderMode] = React.useState(false);
  const [newFolderName, setNewFolderName] = React.useState('');
  const [renamingId, setRenamingId]       = React.useState(null);
  const [renameVal, setRenameVal]         = React.useState('');
  const [openFolders, setOpenFolders]     = React.useState({});
  const [moveMenu, setMoveMenu]           = React.useState(null); // projectId

  const sorted = [...projects].sort((a,b)=>{
    if (a.isDefaultTemplate) return -1;
    if (b.isDefaultTemplate) return 1;
    return (b.updatedAt||0)-(a.updatedAt||0);
  });
  const defaultTemplate = sorted.filter(p=>p.isDefaultTemplate);
  const unfolderedRegular = sorted.filter(p=>!p.folderId && !p.isDefaultTemplate);

  const toggleFolder = (id) => setOpenFolders(prev=>({...prev,[id]:!prev[id]}));

  const ProjectCard = ({p}) => {
    const grand = p.sections.reduce((sum,s)=>sum+calcSectionTotals(s).sectionTotal,0);
    const updated = p.updatedAt ? new Date(p.updatedAt).toLocaleDateString('en-US',{month:'short',day:'numeric',year:'numeric'}) : '';
    return (
      <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:10,padding:'12px 16px',marginBottom:8,display:'flex',justifyContent:'space-between',alignItems:'center',cursor:'pointer',boxShadow:'0 1px 4px rgba(0,0,0,0.06)'}}
        onClick={()=>onOpen(p.id)}>
        <div style={{flex:1,minWidth:0}}>
          <div style={{fontSize:14,fontWeight:700,color: p.isDefaultTemplate ? '#8B1A1A' : C.textPrimary,marginBottom:2,overflow:'hidden',textOverflow:'ellipsis',whiteSpace:'nowrap'}}>
            {p.isDefaultTemplate && <span style={{marginRight:5}}>🔒</span>}
            {p.clientName || <span style={{color:C.textMuted,fontStyle:'italic'}}>Unnamed Project</span>}
            {(() => {
              const code = p.clientCode || (p.clientName || '').substring(0,3).toUpperCase();
              const firstSec = p.sections && p.sections[0];
              const diam = firstSec ? firstSec.refDiameter : '';
              const len = firstSec ? (firstSec.length || '') : '';
              const qNum = p.quoteNumber || (code && diam && len ? `${code}-${diam}.${len}` : (code || ''));
              return qNum ? (
                <span style={{fontSize:12,fontWeight:600,color:'#1d4ed8',background:'#eff6ff',borderRadius:4,padding:'1px 6px',marginLeft:8}}>
                  {qNum}
                </span>
              ) : null;
            })()}
          </div>
          <div style={{fontSize:12,color:C.textMuted}}>
            {p.location && <span style={{marginRight:8}}>{p.location}</span>}
            <span>{p.sections.length} section{p.sections.length!==1?'s':''}</span>
            {updated && <span style={{marginLeft:8}}>· {updated}</span>}
          </div>
        </div>
        <div style={{display:'flex',alignItems:'center',gap:8,flexShrink:0,marginLeft:8}}>
          <div style={{fontSize:14,fontWeight:800,color:'#16a34a',fontFamily:'monospace'}}>{fmt(grand)}</div>
          {/* Move to folder */}
          <div style={{position:'relative'}}>
            <button onClick={e=>{e.stopPropagation();setMoveMenu(moveMenu===p.id?null:p.id);}}
              title="Move to folder"
              style={{background:'transparent',border:'1px solid #cbd5e1',borderRadius:6,color:'#64748b',padding:'3px 7px',cursor:'pointer',fontSize:13}}>📁</button>
            {moveMenu===p.id && (
              <div onClick={e=>e.stopPropagation()} style={{position:'absolute',right:0,top:'110%',background:'#fff',border:'1px solid #e2e8f0',borderRadius:8,boxShadow:'0 4px 16px rgba(0,0,0,0.12)',zIndex:200,minWidth:160,padding:6}}>
                <div style={{fontSize:11,color:C.textMuted,padding:'4px 8px',fontWeight:600,textTransform:'uppercase',letterSpacing:0.5}}>Move to</div>
                <div onClick={()=>{onMoveToFolder(p.id,null);setMoveMenu(null);}}
                  style={{padding:'7px 10px',borderRadius:6,cursor:'pointer',fontSize:13,color:p.folderId?C.textPrimary:'#1d4ed8',fontWeight:p.folderId?400:700,background:p.folderId?'transparent':'#eff6ff'}}
                  onMouseEnter={e=>e.currentTarget.style.background='#f1f5f9'}
                  onMouseLeave={e=>e.currentTarget.style.background=p.folderId?'transparent':'#eff6ff'}>
                  No folder
                </div>
                {folders.map(f=>(
                  <div key={f.id} onClick={()=>{onMoveToFolder(p.id,f.id);setMoveMenu(null);}}
                    style={{padding:'7px 10px',borderRadius:6,cursor:'pointer',fontSize:13,color:p.folderId===f.id?'#1d4ed8':C.textPrimary,fontWeight:p.folderId===f.id?700:400,background:p.folderId===f.id?'#eff6ff':'transparent'}}
                    onMouseEnter={e=>e.currentTarget.style.background='#f1f5f9'}
                    onMouseLeave={e=>e.currentTarget.style.background=p.folderId===f.id?'#eff6ff':'transparent'}>
                    📁 {f.name}
                  </div>
                ))}
              </div>
            )}
          </div>
          {/* Duplicate button */}
          <button onClick={e=>{e.stopPropagation();onDuplicate(p.id);}}
            title="Duplicate project"
            style={{background:'transparent',border:'1px solid #cbd5e1',borderRadius:6,color:'#64748b',padding:'3px 7px',cursor:'pointer',fontSize:13}}>⧉</button>
          {p.isDefaultTemplate
            ? <span title="Default Bid Sheet — cannot be deleted" style={{fontSize:16,padding:'3px 6px',cursor:'default',opacity:0.7}}>🔒</span>
            : <button onClick={e=>{e.stopPropagation();setConfirmId(p.id);}}
                style={{background:'#7f1d1d22',border:'1px solid #7f1d1d',borderRadius:6,color:'#fca5a5',padding:'3px 8px',cursor:'pointer',fontSize:12,whiteSpace:'nowrap'}}>
                ✕
              </button>
          }
        </div>
      </div>
    );
  };

  return (
    <div style={{minHeight:'100vh',background:'#f1f4f8',fontFamily:"'DM Sans','Segoe UI',sans-serif",color:C.textPrimary}} onClick={()=>setMoveMenu(null)}>
      <link href="https://fonts.googleapis.com/css2?family=DM+Sans:wght@400;500;600;700;800&display=swap" rel="stylesheet" />
      {/* Header */}
      <div style={{background:'#fff',borderBottom:'2px solid #8B1A1A',padding:'13px 24px',display:'flex',justifyContent:'space-between',alignItems:'center',boxShadow:'0 1px 8px rgba(0,0,0,0.08)'}}>
        <div style={{display:'flex',alignItems:'center',gap:14}}>
          <div style={{width:38,height:38,borderRadius:6,background:'#8B1A1A',display:'flex',alignItems:'center',justifyContent:'center',fontSize:11,fontWeight:800,color:'#fff',letterSpacing:0.5}}>IPS</div>
          <div>
            <div style={{fontSize:16,fontWeight:800,color:'#0f172a',letterSpacing:-0.3}}>IPSBid</div>
            <div style={{fontSize:10,color:'#64748b'}}>Pipeline Bid Calculator</div>
          </div>
        </div>
        <div style={{display:'flex',gap:8}}>
          <button onClick={()=>{setNewFolderMode(true);setNewFolderName('');}} style={{padding:'8px 14px',background:'transparent',border:'1px solid #8B1A1A',borderRadius:8,color:'#8B1A1A',fontWeight:700,cursor:'pointer',fontSize:12}}>
            📁 New Folder
          </button>
          <button onClick={onCreate} style={{padding:'8px 18px',background:'#8B1A1A',border:'none',borderRadius:8,color:'#fff',fontWeight:700,cursor:'pointer',fontSize:13}}>
            + New Project
          </button>
        </div>
      </div>

      <div style={{padding:'20px 16px',maxWidth:700,margin:'0 auto'}}>

        {sorted.length === 0 && (
          <div style={{textAlign:'center',padding:'60px 0',color:C.textMuted}}>
            <div style={{fontSize:40,marginBottom:12}}>📋</div>
            <div style={{fontSize:15,fontWeight:600,marginBottom:6}}>No projects yet</div>
            <div style={{fontSize:13,marginBottom:20}}>Create your first bid to get started</div>
            <button onClick={onCreate} style={{padding:'10px 24px',background:'linear-gradient(135deg,#1d4ed8,#1e40af)',border:'none',borderRadius:8,color:'#fff',fontWeight:700,cursor:'pointer',fontSize:14}}>
              + New Project
            </button>
          </div>
        )}

        {/* Default template always first */}
        {defaultTemplate.map(p=><ProjectCard key={p.id} p={p}/>)}

        {/* Unfoldered regular projects */}
        {unfolderedRegular.length > 0 && (
          <>
            {(defaultTemplate.length > 0 || folders.length > 0) && (
              <div style={{fontSize:12,fontWeight:700,color:'#64748b',textTransform:'uppercase',letterSpacing:0.8,marginBottom:10,marginTop:8}}>
                {folders.length > 0 ? 'Unfiled Bids' : 'All Projects'}
              </div>
            )}
            {unfolderedRegular.map(p=><ProjectCard key={p.id} p={p}/>)}
          </>
        )}

        {/* Folders */}
        {folders.length > 0 && (
          <>
            <div style={{fontSize:12,fontWeight:700,color:'#64748b',textTransform:'uppercase',letterSpacing:0.8,marginBottom:10,marginTop: (defaultTemplate.length>0||unfolderedRegular.length>0)?8:0}}>
              Folders
            </div>
            {folders.map(folder => {
              const folderProjects = sorted.filter(p=>p.folderId===folder.id);
              const isOpen = openFolders[folder.id] === true; // default collapsed
              return (
                <div key={folder.id} style={{marginBottom:14}}>
                  {/* Folder header */}
                  <div style={{display:'flex',alignItems:'center',gap:8,padding:'8px 12px',background:'#e8edf3',borderRadius:8,cursor:'pointer',userSelect:'none'}}
                    onClick={()=>toggleFolder(folder.id)}>
                    <span style={{fontSize:16}}>{isOpen?'📂':'📁'}</span>
                    {renamingId===folder.id ? (
                      <input autoFocus value={renameVal}
                        onChange={e=>setRenameVal(e.target.value)}
                        onBlur={()=>{if(renameVal.trim()){onRenameFolder(folder.id,renameVal.trim());}setRenamingId(null);}}
                        onKeyDown={e=>{if(e.key==='Enter'){if(renameVal.trim())onRenameFolder(folder.id,renameVal.trim());setRenamingId(null);}if(e.key==='Escape')setRenamingId(null);}}
                        onClick={e=>e.stopPropagation()}
                        style={{fontSize:14,fontWeight:700,color:'#0f172a',border:'1px solid #93c5fd',borderRadius:4,padding:'2px 6px',flex:1,background:'#fff'}} />
                    ) : (
                      <span style={{fontSize:14,fontWeight:700,color:'#0f172a',flex:1}}>{folder.name}</span>
                    )}
                    <span style={{fontSize:12,color:'#64748b'}}>{folderProjects.length} bid{folderProjects.length!==1?'s':''}</span>
                    <button onClick={e=>{e.stopPropagation();setRenamingId(folder.id);setRenameVal(folder.name);}}
                      title="Rename" style={{background:'transparent',border:'none',cursor:'pointer',fontSize:13,color:'#64748b',padding:'2px 5px'}}>✏️</button>
                    <button onClick={e=>{e.stopPropagation();setConfirmFolderId(folder.id);}}
                      title="Delete folder" style={{background:'transparent',border:'none',cursor:'pointer',fontSize:13,color:'#f87171',padding:'2px 5px'}}>🗑</button>
                    <span style={{fontSize:12,color:'#94a3b8'}}>{isOpen?'▲':'▼'}</span>
                  </div>
                  {/* Folder contents */}
                  {isOpen && (
                    <div style={{paddingLeft:16,paddingTop:8}}>
                      {folderProjects.length===0 && (
                        <div style={{fontSize:12,color:C.textMuted,padding:'10px 0',fontStyle:'italic'}}>No bids in this folder</div>
                      )}
                      {folderProjects.map(p=><ProjectCard key={p.id} p={p}/>)}
                    </div>
                  )}
                </div>
              );
            })}
          </>
        )}
      </div>

      {/* New folder modal */}
      {newFolderMode && (
        <div style={{position:'fixed',inset:0,background:'rgba(0,0,0,0.5)',display:'flex',alignItems:'center',justifyContent:'center',zIndex:999}}>
          <div style={{background:'#fff',borderRadius:12,padding:28,boxShadow:'0 8px 24px rgba(0,0,0,0.15)',maxWidth:340,width:'90%'}} onClick={e=>e.stopPropagation()}>
            <div style={{fontSize:15,fontWeight:700,color:C.textPrimary,marginBottom:14}}>📁 New Folder</div>
            <input autoFocus placeholder="Folder name…" value={newFolderName} onChange={e=>setNewFolderName(e.target.value)}
              onKeyDown={e=>{if(e.key==='Enter'&&newFolderName.trim()){onCreateFolder(newFolderName.trim());setNewFolderMode(false);}if(e.key==='Escape')setNewFolderMode(false);}}
              style={{width:'100%',padding:'9px 12px',border:'1px solid #cbd5e1',borderRadius:8,fontSize:14,marginBottom:16,boxSizing:'border-box'}} />
            <div style={{display:'flex',gap:10,justifyContent:'flex-end'}}>
              <button onClick={()=>setNewFolderMode(false)} style={{padding:'8px 18px',background:'transparent',border:`1px solid ${C.border}`,borderRadius:8,color:C.textMuted,cursor:'pointer',fontSize:13}}>Cancel</button>
              <button onClick={()=>{if(newFolderName.trim()){onCreateFolder(newFolderName.trim());setNewFolderMode(false);}}}
                style={{padding:'8px 18px',background:'#8B1A1A',border:'none',borderRadius:8,color:'#fff',fontWeight:700,cursor:'pointer',fontSize:13}}>Create</button>
            </div>
          </div>
        </div>
      )}

      {/* Delete project confirm */}
      {confirmId && (
        <div style={{position:'fixed',inset:0,background:'rgba(0,0,0,0.5)',display:'flex',alignItems:'center',justifyContent:'center',zIndex:999}}>
          <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:12,padding:28,boxShadow:'0 8px 24px rgba(0,0,0,0.15)',maxWidth:340,width:'90%',textAlign:'center'}}>
            <div style={{fontSize:15,fontWeight:700,color:C.textPrimary,marginBottom:8}}>Delete this project?</div>
            <div style={{fontSize:13,color:C.textMuted,marginBottom:20}}>This cannot be undone.</div>
            <div style={{display:'flex',gap:10,justifyContent:'center'}}>
              <button onClick={()=>setConfirmId(null)} style={{padding:'8px 20px',background:'transparent',border:`1px solid ${C.border}`,borderRadius:8,color:C.textMuted,cursor:'pointer',fontSize:13}}>Cancel</button>
              <button onClick={()=>{onDelete(confirmId);setConfirmId(null);}} style={{padding:'8px 20px',background:'#7f1d1d',border:'none',borderRadius:8,color:'#fca5a5',fontWeight:700,cursor:'pointer',fontSize:13}}>Delete</button>
            </div>
          </div>
        </div>
      )}

      {/* Delete folder confirm */}
      {confirmFolderId && (
        <div style={{position:'fixed',inset:0,background:'rgba(0,0,0,0.5)',display:'flex',alignItems:'center',justifyContent:'center',zIndex:999}}>
          <div style={{background:'#fff',border:'1px solid #e2e8f0',borderRadius:12,padding:28,boxShadow:'0 8px 24px rgba(0,0,0,0.15)',maxWidth:340,width:'90%',textAlign:'center'}}>
            <div style={{fontSize:15,fontWeight:700,color:C.textPrimary,marginBottom:8}}>Delete this folder?</div>
            <div style={{fontSize:13,color:C.textMuted,marginBottom:20}}>Bids inside will be moved to unfiled. This cannot be undone.</div>
            <div style={{display:'flex',gap:10,justifyContent:'center'}}>
              <button onClick={()=>setConfirmFolderId(null)} style={{padding:'8px 20px',background:'transparent',border:`1px solid ${C.border}`,borderRadius:8,color:C.textMuted,cursor:'pointer',fontSize:13}}>Cancel</button>
              <button onClick={()=>{onDeleteFolder(confirmFolderId);setConfirmFolderId(null);}} style={{padding:'8px 20px',background:'#7f1d1d',border:'none',borderRadius:8,color:'#fca5a5',fontWeight:700,cursor:'pointer',fontSize:13}}>Delete Folder</button>
            </div>
          </div>
        </div>
      )}
    </div>
  );
}

// ── WATER & CHEMICAL REQUIREMENTS TAB ─────────────────────────────────────
function WaterChemTab({ project }) {
  const sts = project.sections.map(s => ({ s, t: calcSectionTotals(s) }));

  const CHEM_LABELS_LOCAL = {
    potableWater:       'Potable Water',
    detergent:          'Citrus Clean',
    hcl:                'Hydrochloric Acid (HCl)',
    rodine:             'Rodine',
    sodiumHydroxide:    'Sodium Hydroxide',
    phosphoricAcid:     'Phosphoric Acid',
    wetBlastInhibitor:  'Wet Blast Inhibitor',
    holdTightInhibitor: 'HoldTight Inhibitor',
    mak:                'Methyl Amyl Ketone',
  };

  // B&W style helpers
  const bwCard = { background:'#fff', border:'1px solid #d1d5db', borderRadius:8, overflow:'hidden', marginBottom:20, boxShadow:'0 1px 3px rgba(0,0,0,0.07)' };
  const bwHeader = { padding:'12px 18px', background:'#1a1a1a', color:'#fff' };
  const bwRowStyle = (alt) => ({ display:'grid', gridTemplateColumns:'2fr 1fr', gap:8, padding:'9px 18px', background: alt ? '#f9fafb' : '#fff', borderBottom:'1px solid #e5e7eb', alignItems:'center' });
  const bwColHead = { fontSize:10, fontWeight:700, color:'#6b7280', textTransform:'uppercase', letterSpacing:0.5 };
  const bwVal = { fontSize:13, fontWeight:700, color:'#111827', fontFamily:'monospace', textAlign:'right' };
  const bwLabel = { fontSize:13, color:'#111827', fontWeight:500 };
  const bwTotal = { display:'flex', justifyContent:'space-between', alignItems:'center', padding:'10px 18px', background:'#f3f4f6', borderTop:'2px solid #111827' };

  return (
    <div className="water-chem-print-root" style={{fontFamily:"'DM Sans',sans-serif"}}>
      <style>{`
        @media print {
          .water-chem-print-root { padding: 0.5in !important; }
        }
      `}</style>
      <div style={{marginBottom:20}}>
        <div style={{fontSize:18,fontWeight:800,color:'#111827'}}>Water &amp; Chemical Requirements</div>
        <div style={{fontSize:12,color:'#6b7280',marginTop:2}}>Estimated volumes per section — based on diameter, batch length, and run counts</div>
      </div>

      {sts.map(({s, t}) => {
        // Build rows for each active chemical
        const rows = [];
        Object.entries(s.chemicals).forEach(([key, v]) => {
          if (v.status !== 'on') return;
          const label = CHEM_LABELS_LOCAL[key] || key;
          let totalVol = 0;
          let note = '';

          if (v.isManualGal) {
            totalVol = v.manualGallons || 0;
            note = 'manual entry';
          } else if (v.isWater) {
            const bg = calcBatchGallons(s.actualDiameter, v.batchLength);
            totalVol = Math.round(bg * t.totalWaterRuns);
          } else if (v.isAcid) {
            const bg = calcBatchGallons(s.actualDiameter, v.batchLength);
            const hclGals = bg * ((v.hclPct||60)/100);
            totalVol = Math.round(hclGals * s.acidRuns);
          } else if (v.isMak) {
            const bg = calcBatchGallons(s.actualDiameter, v.batchLength);
            totalVol = Math.round(bg * s.makRuns);
          } else {
            const bg = calcBatchGallons(s.actualDiameter, v.batchLength);
            totalVol = Math.round(bg * (v.runs || 0));
          }

          rows.push({ key, label, totalVol, note });
        });

        const chemTotal = rows.reduce((sum, r) => sum + r.totalVol, 0);
        const coatVol = s.coating.status==='on' ? t.coatingVol : 0;
        const grandTotal = chemTotal + coatVol;

        return (
          <div key={s.id} style={bwCard}>
            {/* Section header */}
            <div style={bwHeader}>
              <div style={{fontSize:15,fontWeight:800}}>{s.name}</div>
              <div style={{fontSize:11,color:'#d1d5db',marginTop:2}}>
                Ø{s.actualDiameter}" · {(s.length||0).toLocaleString()} ft · {t.days} project days · {s.acidRuns} acid runs · {t.totalWaterRuns} water runs · {s.makRuns} MAK runs
              </div>
            </div>

            {/* Column headers */}
            <div style={{display:'grid',gridTemplateColumns:'2fr 1fr',gap:8,padding:'7px 18px',background:'#f3f4f6',borderBottom:'1px solid #d1d5db'}}>
              <div style={bwColHead}>Chemical / Water</div>
              <div style={{...bwColHead,textAlign:'right'}}>Total Volume</div>
            </div>

            {/* Chemical rows */}
            {rows.map((r, i) => (
              <div key={r.key} style={bwRowStyle(i%2===1)}>
                <div style={bwLabel}>
                  {r.label}
                  {r.note && <span style={{fontSize:11,color:'#9ca3af',fontStyle:'italic',marginLeft:8}}>({r.note})</span>}
                </div>
                <div style={bwVal}>
                  {r.totalVol > 0
                    ? `${fmtN(r.totalVol,0)} gal`
                    : <span style={{color:'#9ca3af',fontWeight:400,fontStyle:'italic'}}>—</span>
                  }
                </div>
              </div>
            ))}

            {/* Coating row */}
            {coatVol > 0 && (
              <div style={bwRowStyle(rows.length%2===1)}>
                <div style={{...bwLabel,fontStyle:'italic'}}>
                  Internal Coating{s.productToApply ? ` — ${s.productToApply}` : ''}
                </div>
                <div style={bwVal}>{fmtN(coatVol,0)} gal</div>
              </div>
            )}

          </div>
        );
      })}
    </div>
  );
}

// ── DISPOSAL TAB ────────────────────────────────────────────────────────────
function DisposalTab({ project }) {
  const sts = project.sections.map(s => ({ s, t: calcSectionTotals(s) }));

  const handlePrint = () => {
    const style = document.createElement('style');
    style.id = 'disposal-print-override';
    style.innerHTML = `
      @media print {
        body > * { display: none !important; }
        #disposal-print-root { display: block !important; }
      }
    `;
    document.head.appendChild(style);
    window.print();
    setTimeout(() => {
      const el = document.getElementById('disposal-print-override');
      if (el) el.remove();
    }, 1000);
  };

  // Grand totals across all sections
  const grandTotals = sts.reduce((acc, { s, t }) => {
    const makV = s.chemicals.mak;
    const makBatchGals = makV && makV.status === 'on'
      ? calcBatchGallons(s.actualDiameter, makV.batchLength) * s.makRuns : 0;
    const makDrums = makBatchGals > 0 ? Math.ceil(makBatchGals / 55) : 0;
    const coatGals = s.coating.status === 'on' ? t.coatingVol : 0;
    const coatDrums = coatGals > 0 ? Math.ceil(coatGals / 50) : 0;
    const partBBuckets = coatGals > 0 ? Math.ceil(coatGals / 25) : 0;
    const partBHazBoxes = partBBuckets > 0 ? Math.ceil(partBBuckets / 30) : 0;
    return {
      hclGals: acc.hclGals + t.hclDispGals,
      nonHazGals: acc.nonHazGals + t.nonHazDispGals,
      makBatchGals: acc.makBatchGals + makBatchGals,
      makDrums: acc.makDrums + makDrums,
      coatGals: acc.coatGals + coatGals,
      coatDrums: acc.coatDrums + coatDrums,
      partBBuckets: acc.partBBuckets + partBBuckets,
      partBHazBoxes: acc.partBHazBoxes + partBHazBoxes,
    };
  }, { hclGals:0, nonHazGals:0, makBatchGals:0, makDrums:0, coatGals:0, coatDrums:0, partBBuckets:0, partBHazBoxes:0 });

  const today = new Date().toLocaleDateString('en-US', { year:'numeric', month:'long', day:'numeric' });

  const rowStyle = {
    display:'grid', gridTemplateColumns:'2fr 1.2fr 2fr',
    gap:0, borderBottom:'1px solid #e2e8f0', alignItems:'center',
  };
  const cellStyle = { padding:'10px 14px', fontSize:13 };

  return (
    <div className="disposal-outer" style={{fontFamily:"'DM Sans',sans-serif"}}>
      <style>{`
        @media print {
          .disposal-outer { padding: 0.5in !important; }
        }
      `}</style>
      {/* Toolbar */}
      <div className="bid-toolbar" style={{display:'flex',justifyContent:'space-between',alignItems:'center',marginBottom:20}}>
        <div>
          <div style={{fontSize:18,fontWeight:800,color:'#111827'}}>Disposal Summary</div>
          <div style={{fontSize:12,color:C.textMuted,marginTop:2}}>Waste volumes &amp; container counts by section — print-ready for client</div>
        </div>
        <button onClick={handlePrint} style={{
          background:'#1a1a1a',color:'#fff',border:'none',borderRadius:8,
          padding:'9px 20px',fontSize:13,fontWeight:700,cursor:'pointer',
          display:'flex',alignItems:'center',gap:8
        }}>🖨 Print / Save PDF</button>
      </div>

      {/* ── PRINTABLE DOCUMENT ── */}
      <div id="disposal-print-root" style={{background:'#fff',borderRadius:8,boxShadow:'0 1px 8px rgba(0,0,0,0.08)',overflow:'hidden',border:'1px solid #d1d5db'}}>

        {/* Doc header — B&W */}
        <div style={{background:'#1a1a1a',color:'#fff',padding:'22px 30px',display:'flex',justifyContent:'space-between',alignItems:'center'}}>
          <div>
            <div style={{fontSize:20,fontWeight:800,letterSpacing:-0.3}}>Internal Pipeline Services</div>
            <div style={{fontSize:13,opacity:0.75,marginTop:3}}>Waste &amp; Disposal — Material Summary</div>
          </div>
          <div style={{textAlign:'right',fontSize:12,opacity:0.8}}>
            {project.clientName && <div style={{fontWeight:700,fontSize:14}}>{project.clientName}</div>}
            {project.projectNumber && <div>{project.projectNumber}</div>}
            {project.jobSite && <div>{project.jobSite}</div>}
            <div style={{marginTop:4}}>{today}</div>
          </div>
        </div>

        {/* Introduction note — B&W */}
        <div style={{background:'#f3f4f6',borderBottom:'1px solid #d1d5db',padding:'10px 30px',fontSize:12,color:'#374151'}}>
          ⚠ All disposal quantities are estimates based on pipe diameter, batch lengths, and run counts. Final volumes may vary. All waste must be properly manifested prior to transport.
        </div>

        {/* Per-section tables */}
        {sts.map(({ s, t }) => {
          const makV = s.chemicals.mak;
          const makBatchGals = makV && makV.status === 'on'
            ? calcBatchGallons(s.actualDiameter, makV.batchLength) * s.makRuns : 0;
          const makDrums = makBatchGals > 0 ? Math.ceil(makBatchGals / 55) : 0;
          const coatGals = s.coating.status === 'on' ? t.coatingVol : 0;
          const coatDrums = coatGals > 0 ? Math.ceil(coatGals / 50) : 0;
          const partBBuckets = coatGals > 0 ? Math.ceil(coatGals / 25) : 0;
          const partBHazBoxes = partBBuckets > 0 ? Math.ceil(partBBuckets / 30) : 0;

          const rows = [];

          // HCl waste
          if (t.hclDispGals > 0) rows.push({
            item:'HCl Waste Water',
            qty:`${fmtN(t.hclDispGals, 0)} gallons`,
            note:`${s.acidRuns} acid run${s.acidRuns!==1?'s':''} × (1 acid batch + 2 water batches)`,
            color:'#dc2626', hazard:'HAZ',
          });

          // Non-haz water waste
          if (t.nonHazDispGals > 0) rows.push({
            item:'Non-Haz Water Waste',
            qty:`${fmtN(t.nonHazDispGals, 0)} gallons`,
            note:`Pipeline rinse water with PH Above 4.0`,
            color:'#0369a1', hazard:'NON-HAZ',
          });

          // MAK waste
          if (makBatchGals > 0) rows.push({
            item:'Methyl Amyl Ketone (MAK) Waste',
            qty:`${fmtN(makBatchGals, 0)} gallons`,
            note:`${makDrums} × 55-gal drum${makDrums!==1?'s':''}${makBatchGals !== makDrums*55 ? ` (rounded up from ${fmtN(makBatchGals,0)} gal)`:''} · ${s.makRuns} MAK run${s.makRuns!==1?'s':''}`,
            color:'#7c3aed', hazard:'HAZ',
          });

          // Part B activator
          if (partBBuckets > 0) rows.push({
            item:'Part B Activator (Coating Hardener)',
            qty:`${partBBuckets} × 5-gal steel bucket${partBBuckets!==1?'s':''}`,
            note:`${partBHazBoxes} haz manifested box${partBHazBoxes!==1?'es':''} · based on ${fmtN(coatGals,0)} gal coating`,
            color:'#c2410c', hazard:'HAZ',
          });

          // Empty coating drums
          if (coatDrums > 0) rows.push({
            item:'Empty Coating Drums',
            qty:`${coatDrums} drum${coatDrums!==1?'s':''}`,
            note:`${fmtN(coatGals,0)} gal ÷ 50 = ${coatDrums} × 50-gal drum${coatDrums!==1?'s':''}`,
            color:'#6d28d9', hazard:'NON-HAZ',
          });

          // Empty MAK drums
          if (makDrums > 0) rows.push({
            item:'Empty MAK Drums',
            qty:`${makDrums} drum${makDrums!==1?'s':''}`,
            note:`${fmtN(makBatchGals,0)} gal ÷ 55 = ${makDrums} × 55-gal drum${makDrums!==1?'s':''}`,
            color:'#7c3aed', hazard:'NON-HAZ',
          });

          // Dumpster line item — always shown
          rows.push({
            item:'Dumpster — Manifested for Dried Coating Waste, Hoses & Trash',
            qty:'1 dumpster',
            note:'Manifested disposal container for solid waste generated on-site',
            color:'#374151', hazard:'SOLID',
          });

          if (rows.length === 0) return null;

          return (
            <div key={s.id} style={{borderBottom:'2px solid #e5e7eb'}}>
              {/* Section header bar */}
              <div style={{background:'#f3f4f6',borderBottom:'1px solid #d1d5db',padding:'12px 30px',display:'flex',justifyContent:'space-between',alignItems:'center'}}>
                <div>
                  <div style={{fontSize:14,fontWeight:800,color:'#111827'}}>{s.name}</div>
                  <div style={{fontSize:11,color:'#6b7280',marginTop:2}}>
                    Ø{s.actualDiameter}" · {(s.length||0).toLocaleString()} ft · {s.acidRuns} acid run{s.acidRuns!==1?'s':''} · {s.makRuns} MAK run{s.makRuns!==1?'s':''}
                    {s.coating.status==='on' ? ` · Coating: ${fmtN(coatGals,0)} gal` : ''}
                  </div>
                </div>
              </div>

              {/* Table header */}
              <div style={{...rowStyle, background:'#f9fafb'}}>
                {['Waste / Disposal Item','Estimated Quantity','Notes'].map(h => (
                  <div key={h} style={{...cellStyle, fontSize:11, fontWeight:700, color:'#6b7280', textTransform:'uppercase', letterSpacing:0.5}}>{h}</div>
                ))}
              </div>

              {/* Rows */}
              {rows.map((r, i) => (
                <div key={i} style={{...rowStyle, background: i%2===0?'#fff':'#f9fafb'}}>
                  <div style={{...cellStyle, display:'flex', alignItems:'center', gap:10}}>
                    <span style={{
                      fontSize:9, fontWeight:800, color:'#fff',
                      background: r.hazard==='HAZ'?'#111827': r.hazard==='NON-HAZ'?'#6b7280':'#9ca3af',
                      padding:'2px 5px', borderRadius:3, letterSpacing:0.5, whiteSpace:'nowrap'
                    }}>{r.hazard}</span>
                    <span style={{fontSize:13, fontWeight:600, color:'#111827'}}>{r.item}</span>
                  </div>
                  <div style={{...cellStyle, fontSize:14, fontWeight:800, color:'#0f172a', fontFamily:'monospace'}}>{r.qty}</div>
                  <div style={{...cellStyle, fontSize:11, color:C.textMuted}}>{r.note}</div>
                </div>
              ))}
            </div>
          );
        })}

        {/* Grand Total Summary */}
        {sts.length > 1 && (
          <div style={{background:'#f9fafb',borderTop:'2px solid #111827'}}>
            <div style={{padding:'14px 30px',borderBottom:'1px solid #d1d5db'}}>
              <div style={{fontSize:13,fontWeight:800,color:'#111827',textTransform:'uppercase',letterSpacing:1,marginBottom:12}}>All Sections — Combined Disposal Totals</div>
              <div style={{display:'flex',flexWrap:'wrap',gap:12}}>
                {[
                  { l:'HCl Waste', v:`${fmtN(grandTotals.hclGals,0)} gal` },
                  { l:'Non-Haz Water', v:`${fmtN(grandTotals.nonHazGals,0)} gal` },
                  grandTotals.makBatchGals > 0 && { l:'MAK Waste', v:`${fmtN(grandTotals.makBatchGals,0)} gal` },
                  grandTotals.coatDrums > 0 && { l:'Empty Coat Drums', v:`${grandTotals.coatDrums}` },
                  grandTotals.makDrums > 0 && { l:'Empty MAK Drums', v:`${grandTotals.makDrums}` },
                  grandTotals.partBBuckets > 0 && { l:'Part B Buckets', v:`${grandTotals.partBBuckets}` },
                ].filter(Boolean).map(({l,v}) => (
                  <div key={l} style={{background:'#fff',border:'1px solid #d1d5db',borderRadius:8,padding:'10px 16px',minWidth:130,boxShadow:'0 1px 3px rgba(0,0,0,0.04)'}}>
                    <div style={{fontSize:10,color:'#6b7280',textTransform:'uppercase',letterSpacing:0.5,marginBottom:3}}>{l}</div>
                    <div style={{fontSize:18,fontWeight:800,color:'#111827',fontFamily:'monospace'}}>{v}</div>
                  </div>
                ))}
              </div>
            </div>
            {/* Dumpster always shown once in summary */}
            <div style={{padding:'10px 30px',background:'#f3f4f6',borderTop:'1px solid #d1d5db',display:'flex',alignItems:'center',gap:12}}>
              <span style={{fontSize:11,fontWeight:800,color:'#fff',background:'#6b7280',padding:'2px 6px',borderRadius:3}}>SOLID</span>
              <span style={{fontSize:13,fontWeight:600,color:'#374151'}}>Dumpster — Manifested for Dried Coating Waste, Hoses &amp; Trash</span>
              <span style={{fontSize:13,fontWeight:800,color:'#111827',marginLeft:'auto',fontFamily:'monospace'}}>1 dumpster</span>
            </div>
          </div>
        )}

        {/* Footer */}
        <div style={{background:'#f3f4f6',borderTop:'1px solid #d1d5db',padding:'12px 30px',display:'flex',justifyContent:'space-between',alignItems:'center'}}>
          <div style={{fontSize:11,color:'#6b7280'}}>Internal Pipeline Services — Confidential Estimate</div>
          <div style={{fontSize:11,color:'#6b7280'}}>Generated {today}</div>
        </div>
      </div>
    </div>
  );
}

// ── FINAL BID TAB ──────────────────────────────────────────────────────────
function calcAdditionalDayCharge(project) {
  // Sum daily costs: personnel per day + equipment per day across all sections
  let total = 0;
  project.sections.forEach(s => {
    const t = calcSectionTotals(s);
    const days = t.days || 1;
    // Personnel daily rate (excluding flat travel)
    const personnelPerDay = Object.values(s.personnel).reduce((sum, v) => {
      if (v.status !== 'on') return sum;
      return v.flat ? sum : sum + v.rate * (v.guys || 1);
    }, 0) + s.personnelCustom.filter(i => i.status === 'on').reduce((sum, i) => sum + i.price / days, 0);
    // Equipment per day: compressor (weekly/7) + day-rate items
    const compQty = s.equipment.compressor.qtyDefault ? getCompressorQty(s.refDiameter) : (s.equipment.compressor.qtyOverride || getCompressorQty(s.refDiameter));
    const compWeekRate = s.equipment.compressor.weekRate || WEEKLY_RATE_DEFAULT;
    const compPerDay = s.equipment.compressor.status === 'on' ? (compQty * compWeekRate) / 7 : 0;
    const equipKeys = ['fracTank', 'polyTank', 'reachLift', 'lightPlant', 'rentalTruck', 'boxTrailer', 'flatbedTrailer'];
    const equipPerDay = equipKeys.reduce((sum, k) => {
      const e = s.equipment[k];
      const qty = e.qty ?? 1;
      return e.status !== 'on' ? sum : sum + e.rate * (qty || 1);
    }, 0);
    total += personnelPerDay + compPerDay + equipPerDay;
  });
  return Math.ceil(total);
}

function buildProgressivePayments(project, grand) {
  const downPct = (project.downPaymentPct != null ? project.downPaymentPct : 35) / 100;
  const remainPct = 1 - downPct;
  const down = grand * downPct;

  // Quote number: CODE-diameter.length (e.g. APA-12.12500) — matches Final Bid / Invoice quote number
  const code = project.clientCode || (project.clientName || '').substring(0, 3).toUpperCase();
  const firstSec = project.sections[0];
  const firstDiam = firstSec ? firstSec.refDiameter : '';
  const firstLen = firstSec ? (firstSec.length || '') : '';
  const quoteNum = project.quoteNumber || (code && firstDiam && firstLen ? `${code}-${firstDiam}.${firstLen}` : (code || ''));

  const numSections = project.sections.length;
  const totalPayments = numSections === 1 ? 2 : numSections + 1;

  const payments = [
    { num: 1, label: 'Payment (1)', desc: `Payment 1 of ${totalPayments} - Due upon issuance of Purchase Order in accordance with Quote ${quoteNum}.`, descSimple: 'Due upon issuance of Purchase Order.', amount: down }
  ];
  if (numSections === 1) {
    const s = project.sections[0];
    const secTotal = calcSectionTotals(s).sectionTotal;
    const len = (s.length || 0).toLocaleString();
    const diam = s.refDiameter || '';
    payments.push({ num: 2, label: 'Payment (2)', desc: `Payment 2 of ${totalPayments} \u2013 Internal pipeline coating services completed for ${len} linear feet of ${diam}" pipeline in accordance with Quote ${quoteNum}.`, descSimple: `Internal pipeline coating services completed for ${len} linear feet of ${diam}" pipeline.`, amount: secTotal * remainPct });
  } else {
    project.sections.forEach((s, i) => {
      const secTotal = calcSectionTotals(s).sectionTotal;
      const paymentNum = i + 2;
      const len = (s.length || 0).toLocaleString();
      const diam = s.refDiameter || '';
      payments.push({ num: paymentNum, label: `Payment (${paymentNum})`, desc: `Payment ${paymentNum} of ${totalPayments} \u2013 Internal pipeline coating services completed for ${len} linear feet of ${diam}" pipeline in accordance with Quote ${quoteNum}.`, descSimple: `Internal pipeline coating services completed for ${len} linear feet of ${diam}" pipeline.`, amount: secTotal * remainPct });
    });
  }
  return payments;
}

function buildScopeNarrative(project) {
  const sections = project.sections;
  const numSections = sections.length;
  const sectionWord = numSections === 1 ? '(1) Section' : `(${numSections}) Sections`;
  // Check if any section has coating on
  const hasCoating = sections.some(s => s.coating.status === 'on' || s.coating.status === 'client');
  // Check if any section has cleaning
  const hasCleaning = sections.some(s => s.chemicals.hcl && (s.chemicals.hcl.status === 'on' || s.chemicals.hcl.status === 'client'));
  const lines = [];
  sections.forEach((s, i) => {
    const diam = s.refDiameter;
    const len = (s.length || 0).toLocaleString();
    const t = calcSectionTotals(s);
    if (hasCleaning && s.chemicals.hcl && (s.chemicals.hcl.status === 'on' || s.chemicals.hcl.status === 'client')) {
      lines.push(`Provide service for internal surface preparation by mechanical and chemical cleaning${numSections > 1 ? ` of ${s.name}` : ''} to approximately ${len} feet of ${diam} inch pipeline.`);
    }
    if (hasCoating && s.coating.status === 'on') {
      const coatRuns = 4;
      const productNote = s.productToApply ? ` Product to be applied: ${s.productToApply}.` : '';
      const milsVal = s.dftMils || '8';
      lines.push(`Provide service to apply up to (${coatRuns}) epoxy coating runs, to a minimum average dry film thickness (DFT) of ${milsVal} mils to approximately ${len} feet of ${diam} inch pipeline.${productNote}`);
    }
  });
  return { sectionWord, narrative: lines.join(' ') };
}

// Standard boilerplate CS items (always shown, excluding water which is calculated)
const CS_BOILERPLATE = [
  { id: 'cs_rowc', text: 'To be provided by pipeline owner. The cleaning and coating operations will require approximately {DAYS} Days to complete, plus the final cure time as per coating manufacturer specifications. Full cure time is approximately 5 additional days, but will vary (+/-) based on temperature at the proposed pipeline location.' },
  { id: 'cs_row1', text: 'Clear right of way to all work areas, maintaining access to work sites and all required marine support for working offshore, i.e. barge and shuttle boat for personnel and equipment onshore and offshore. A typical footprint drawing can be submitted by IPS for sizing offshore barge(s).' },
  { id: 'cs_row2', text: 'Provide any permitting, work visas and/or any site specific training required for IPS personnel, equipment, and materials for it to stay in country and at worksite.' },
  { id: 'cs_row3', text: 'Manufacture and installation of the "Acceleration & Deceleration" pipe. Each end of the pipeline should be fitted with additional run-out pieces to allow for accelerating and decelerating the coating batch. Projects that will be completed in multiple sections, new acceleration pipe should be used on each launch location.' },
  { id: 'cs_row4', text: 'Any necessary cutting, fitting, welding, excavation or grading to the pipeline and all required pipe supports for temporary Launcher and Receiver. Pipe located in a pipe rack should be chained and locked in-place for all pigging operations. Run-out pipe should be brought to ground level.' },
  { id: 'cs_row5', text: 'Work surfaces should be matted and/or able to support heavy equipment.' },
];

// Shown in Schedule 1 only when IPS is coordinating/paying for waste disposal
// (i.e. NOT every disposal item is marked Client-supplied).
const CS_ROW2B_IPS_DISPOSAL_TEXT = 'Contractor may coordinate waste transportation, profiling, and disposal services and may include and pay disposal-related costs as part of the Contract Price. Any such coordination or payment is performed on behalf of Client and shall not be construed as a transfer of waste ownership, title, or generator responsibility. All waste materials are generated in connection with Client\'s project, and Client, or the applicable owner/operator where required, remains responsible for generator obligations. Client shall provide an authorized representative with signing authority to review and execute all generator-required documentation, including waste profiles and disposal manifests.';

// Shown in Schedule 1 only when Client is handling ALL waste disposal.
const CS_ROW2B_CLIENT_DISPOSAL_TEXT = 'Disposal of All Waste — Client shall arrange and pay for all waste transportation, profiling, and disposal services, including HCl waste, non-hazardous water, solvents, and all other materials generated during pipeline cleaning and coating operations. All waste materials are generated in connection with Client\'s project, and Client, or the applicable owner/operator where required, remains responsible for generator obligations.';

const TERMS_AND_CONDITIONS = `1. Internal Pipeline Services, LLC ("IPS"), hereby agrees to perform the services described hereof (the "Services") for the client named on the Quotation/Estimate ("Client") according to the terms and conditions stated herein. IPS shall perform the services as an independent contractor, recognizing that at all times Client shall have complete control of the pipeline, or other facility which is the subject of the services (being referred to as the "Facility")

2. Client has full knowledge of the conditions existing in its facility and represents that said conditions and operations, for which the facility has been used, have been made known to IPS. Client has knowledge superior to that of IPS of hazards that may be encountered in its facility during the performance of Services.

3. Client acknowledges that there are hazards associated with the performance of the services and with the specialized equipment, the nitrogen, air compressors or other propellants, chemicals, abrasives, coatings and other materials to be utilized in connection with the performance of the Services. Client Agrees that it will make every effort to inform and make aware its personnel concerned with the Services of these hazards and assumes all responsibility for warning and protecting its employees, independent contractors and other exposed to such hazards.

4. The parties shall establish a firm starting date and the Facility shall be made available to IPS in a manner to permit continuous performance of the Services. Should delay occur in the commencement of or during the course of the Services which is caused by or results from any condition not within the control of IPS (including but not limited to the availability of the Facility or the availability of equipment, materials or services provided by Client), IPS shall be entitled to additional charges as specified in IPS's published price schedule or quotation.

5. Except as otherwise provided in the quotation or proposal, as issued in Schedule 1, IPS will furnish equipment, materials, technology and supervision necessary to perform the Services.

6. Client shall have at all times an authorized representative (or his designee) available during the performance of the Services. Said authorized representative shall be made known to IPS prior to commencement of the Services.

7. Client will provide all direction, materials, equipment and support services as set forth in IPS's quotation, proposal, job specification or work description for the described Services to be performed by IPS. In addition, any support or standby labor required on the job (other than IPS's normal work crews) will be furnished by Client at no expense to IPS.

8. If, in order to gain ingress to or egress from the job location at which the Services are to be performed, it is necessary to use access other than a public highway, or to repair roadbeds, bridges, or other properties, or to provide tractors, barges, boats, or other special means of transportation for IPS's trucks, materials, equipment or personnel, same shall be arranged and paid for by Client. Client agrees to reimburse IPS for the reasonable value of IPS's property loss or damage while being transported under such conditions.

9. IPS shall at no time take or hold title to any wastes resulting from the Services ("Wastes"), and Client assumes all responsibility as the primary generator of such Wastes. Client shall be responsible for the proper and lawful handling, storage, transportation and/or disposal of such Wastes in accordance with all applicable state, federal and local statutes, regulations and ordinances. Client shall indemnify and hold harmless IPS from and against all lawsuits, actions, claims, fines, penalties, damages, costs (including reasonable attorney's fees) and expenses incurred by IPS as a result of personal injury, property damage, environmental damage, or violation of any federal, state or local statute, regulation or ordinance arising from or related to the generation, handling, storage, transportation, treatment and/or disposal of such Wastes.

10. IPS warrants that the Services performed hereunder will be performed in a workmanlike fashion and that materials provided by IPS will be of the quality necessary for performance of the Services. No claim of any kind with respect to IPS's failure to meet any of the foregoing warranties, whether or not such failure is based on negligence, warranty, strict liability or any other theory of law, shall be greater than the price paid for any Services performed hereunder. The rights and remedies expressly provided in this agreement shall be exclusive and sole rights and remedies of Client, and IPS shall not be liable for any indirect, incidental or consequential damages whatsoever. THERE ARE NO EXPRESS WARRANTIES BY IPS OTHER THAN THOSE SPECIFIED HEREIN, INCLUDING BUT NOT LIMITED TO WARRANTY OF MERCHANTABILITY AND WARRANTY OF FITNESS FOR A PARTICULAR PURPOSE. Each party hereby releases the other party from any obligation for any damages to or loss or destruction of the personal or real property of the releasing party arising as a result of or in connection with the Services performed hereunder and each party shall indemnify and hold the other party harmless from any claims, demands, expenses, costs, including but not limited to legal fees, arising as a result of or in connection with any such damage, loss or destruction and whether or not such damage, loss of destruction is claimed to have been caused by, resulted from or was in any way connected with the negligence of the party to be indemnified. Each party shall indemnify and hold the other party harmless from actions, lawsuits, demands, claims, losses, expenses, costs, including but not limited to legal fees, and damages, arising from the injury, illness or death of the indemnifying party's employees while engaged in any activities related to the Services performed hereunder, whether or not such injury, illness or death is claimed to have been caused by, resulted from or was in any way connected with the negligence of the party to be indemnified.

11. Neither party hereto will be liable to the other for default or delay in the performance of any of its obligations hereunder (except any obligation to make payment when due) due to acts of God, accident, fire, flood, storm, riot, war, sabotage, explosion, strike, labor disturbance, national defense requirements, governmental laws, ordinances, rules and regulations (whether valid or invalid), extraordinary equipment failure, inability to obtain electricity or other type of energy, raw materials, labor, equipment or transportation, or any similar or different contingency beyond its reasonable control which would make performance commercially impractical whether or not contingency is of the same class as those enumerated above, it being expressly agreed that such enumeration shall be non-exclusive.

12. IPS shall invoice Client and Client shall pay those prices and charges specified in IPS's latest applicable published price schedule or quotation for the Services performed hereunder. In addition, Client shall pay the amount of any sales, use, excise or any other tax or governmental charge (excluding taxes on or measured by net income) now or hereafter imposed by reason of any sale or furnishing of the Services hereunder. IPS shall invoice Client and Client shall pay IPS on a cost-plus basis, for any special equipment or materials that IPS is required by Client to lease or purchase to perform the Services. All charges are subject to review and correction by IPS's accounting department. Terms of payment are net 30 days from date of invoice, unless otherwise agreed upon in writing prior to the performance of the Services. Payments received after 30 days shall be subject to an interest charge of .05% per day on the unpaid balance. Payments shall be made to the following address: Internal Pipeline Services, LLC., PO Box 696, Mansfield, Texas 76063.

13. Assignment of this Agreement by either party without the prior written consent of the other party will be void. Notices under this Agreement shall be given in writing and sent by registered mail to the address of: Internal Pipeline Services, llc., 2440-B Chambers Street, Venus, Texas 76084. Any notice so given will be deemed given on the date it is received. This Agreement shall be governed by and construed in accordance with the laws of the State of Texas.

14. IPS may terminate this Agreement at any time on written notice to the Client if a petition is brought under the present or any future federal or state bankruptcy or insolvency act seeking any reorganization, readjustment, liquidation, dissolution or similar relief with respect to Client, if a receiver is appointed for Client, or if in IPS's opinion, Client becomes insolvent or its credit becomes impaired.

15. This Agreement shall supersede any prior agreements between the parties covering the subject matter hereof. The entire agreement covering the Services to be furnished hereunder is contained herein and any different or additional terms or conditions in any purchase orders or agreements issued by Client shall be deemed null and void. Failure by IPS to enforce any of the terms or conditions contained herein in a particular instance or instances shall not constitute a waiver thereof nor preclude subsequent enforcement of same.

16. Seller neither makes nor accepts, and hereby specifically disclaims any representation or warranty of any kind contained in any purchase order or any other documents with respect to systems utilized by Seller.`;


// ── EMBEDDED IMAGES (loaded as relative URLs) ──────────────────────────────
const IPS_COVER_PHOTO = 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';
const IPS_LOGO_IMG = 'data:image/jpeg;base64,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';


// ── INVOICE TAB ────────────────────────────────────────────────────────────
function BlankInvoice({ onClose }) {
  const today = new Date();
  const fmtDate = d => { const mo=d.getMonth()+1,dy=d.getDate(),yr=String(d.getFullYear()).slice(-2); return `${mo}/${dy}/${yr}`; };
  const dueD = new Date(today.getTime()+30*24*60*60*1000);

  const [fields, setFields] = React.useState({
    invoiceNum: '',
    invoiceDate: fmtDate(today),
    dueDate: fmtDate(dueD),
    quoteNum: '',
    progressPayment: '1',
    billCompany: '',
    billAttn: '',
    billAddr: '',
    billPhone: '',
    billEmail: '',
    workOrderNum: '',
    jobNum: '',
    contactClient: '',
    contactEmail: '',
    contactPhone: '',
    workLocation: '',
    contactName: 'Raymond Ruegsegger',
    contactIpsEmail: 'Raymond@internalpipeline.com',
    contactIpsPhone: '(682) 553-0934',
    descLine1: '',
    descLine2: '',
    amount: '',
  });
  const set = (k,v) => setFields(f=>({...f,[k]:v}));
  const fmtAmt = v => { const n=parseFloat(String(v).replace(/,/g,'')); return isNaN(n)?'':n.toLocaleString('en-US',{minimumFractionDigits:2,maximumFractionDigits:2}); };

  const [pdfBusy, setPdfBusy] = React.useState(false);
  const [pdfError, setPdfError] = React.useState('');
  const invoiceDocRef = React.useRef(null);
  const downloadPdf = async () => {
    if (pdfBusy) return;
    setPdfBusy(true);
    setPdfError('');
    try {
      const fileName = `${(fields.billCompany || 'Client').replace(/[^a-z0-9]+/gi, '_')}_Invoice_${fields.invoiceNum || 'Draft'}.pdf`;
      await downloadElementAsPdf(invoiceDocRef.current, fileName);
    } catch (err) {
      console.error('PDF generation error:', err);
      setPdfError('PDF generation failed: ' + err.message);
    } finally {
      setPdfBusy(false);
    }
  };

  const inp2 = (k, style={}) => (
    <input value={fields[k]} onChange={e=>set(k,e.target.value)}
      style={{border:'1px solid #9ca3af',borderRadius:3,padding:'3px 6px',fontSize:11,color:'#0f172a',background:'#fff',width:'100%',boxSizing:'border-box',...style}} />
  );

  const thStyle = { padding:'5px 8px', fontSize:11, fontWeight:700, color:'#0f172a', background:'#e5e7eb', textAlign:'left' };
  const tdStyle = { padding:'4px 8px', fontSize:11, color:'#0f172a' };
  const tdLabelStyle = { ...tdStyle, fontWeight:700, fontSize:10, whiteSpace:'nowrap', color:'#374151', width:'42%' };

  return (
    <div>
      <style dangerouslySetInnerHTML={{__html:
        '@media print {' +
        '  .bid-toolbar { display: none !important; }' +
        '  .app-header { display: none !important; }' +
        '  .app-tabs { display: none !important; }' +
        '  .app-content-pad { padding: 0 !important; max-width: 100% !important; margin: 0 !important; }' +
        '  .invoice-doc { border-radius: 0 !important; box-shadow: none !important; width: 100% !important; max-width: 100% !important; padding: 10px 16px !important; margin: 0 !important; font-size: 8.5pt !important; }' +
        '  .invoice-doc table td, .invoice-doc table th { font-size: 8pt !important; padding-top: 4px !important; padding-bottom: 4px !important; }' +
        '  .invoice-doc .inv-desc-cell { padding-top: 18px !important; padding-bottom: 18px !important; }' +
        '  .invoice-doc .inv-spacer-row td { padding-top: 14px !important; padding-bottom: 14px !important; }' +
        '  .invoice-doc .inv-header-title { font-size: 28pt !important; }' +
        '  .invoice-doc .inv-logo { height: 34px !important; }' +
        '  .invoice-doc .inv-header { margin-bottom: 10px !important; }' +
        '  .invoice-doc .inv-table-gap { margin-bottom: 5px !important; }' +
        '  .invoice-doc .inv-payable { margin-top: 6px !important; margin-bottom: 6px !important; }' +
        '  .invoice-doc .inv-ach { padding-top: 7px !important; }' +
        '  .invoice-doc .inv-ach-cols { gap: 30px !important; }' +
        '  input { border: none !important; padding: 0 !important; background: transparent !important; }' +
        '  @page { size: letter; margin: 0.67in; }' +
        '}'
      }} />
      {/* Toolbar */}
      <div className="bid-toolbar" style={{ display:'flex', alignItems:'center', gap:12, marginBottom:16, flexWrap:'wrap' }}>
        <button onClick={onClose}
          style={{ padding:'7px 16px', background:'transparent', color:'#64748b', border:'1px solid #cbd5e1', borderRadius:6, fontSize:12, fontWeight:600, cursor:'pointer' }}>
          ← Back to Invoice List
        </button>
        <button
          onClick={downloadPdf}
          disabled={pdfBusy}
          style={{ padding:'7px 18px', background: pdfBusy ? '#9ca3af' : '#8B1A1A', color:'#fff', border:'none', borderRadius:6, fontSize:12, fontWeight:700, cursor: pdfBusy ? 'default' : 'pointer', letterSpacing:0.3 }}>
          {pdfBusy ? 'Generating PDF…' : '⬇ Download PDF'}
        </button>
        <span style={{ fontSize:11, color:'#94a3b8', fontStyle:'italic' }}>All fields are editable — type directly in the invoice below</span>
      </div>
      {pdfError && (
        <div className="bid-toolbar" style={{ background:'#fef2f2', border:'1px solid #fca5a5', color:'#991b1b', fontSize:12, padding:'8px 14px', borderRadius:6, marginBottom:14 }}>
          {pdfError}
        </div>
      )}

      {/* Invoice Document */}
      <div className="bid-doc invoice-doc" ref={invoiceDocRef}
        style={{ background:'#fff', maxWidth:740, margin:'0 auto', borderRadius:8,
          boxShadow:'0 2px 16px rgba(0,0,0,0.10)', padding:'28px 40px',
          fontFamily:'Arial, sans-serif', fontSize:11, color:'#0f172a', boxSizing:'border-box' }}>

        {/* TOP: Logo + INVOICE */}
        <div className="inv-header" style={{ display:'flex', justifyContent:'space-between', alignItems:'center', marginBottom:18 }}>
          <img className="inv-logo" src={IPS_LOGO_IMG} alt="IPS Logo" style={{ height:38, width:'auto', objectFit:'contain', mixBlendMode:'multiply', display:'block', marginBottom:28 }} onError={e=>{e.target.style.display='none';}} />
          <div className="inv-header-title" style={{ fontSize:40, fontWeight:900, color:'#0f172a', letterSpacing:2, lineHeight:1 }}>INVOICE</div>
        </div>

        {/* SOLD TO + meta */}
        <table className="inv-table-gap" style={{ width:'100%', borderCollapse:'collapse', marginBottom:6, border:'2px solid #374151' }}>
          <tbody>
            <tr>
              <td style={{ width:'48%', verticalAlign:'top', padding:'7px 10px', borderRight:'2px solid #374151' }}>
                <div style={{ fontSize:11, fontWeight:800, marginBottom:3 }}>SOLD TO:</div>
                <div style={{ fontSize:11, lineHeight:1.8 }}>
                  <div>{inp2('billCompany',{fontWeight:700})}</div>
                  <div>{inp2('billAttn')}</div>
                  <div>{inp2('billAddr')}</div>
                  <div>{inp2('billPhone')}</div>
                  <div>{inp2('billEmail')}</div>
                </div>
              </td>
              <td style={{ width:'52%', verticalAlign:'top', padding:'7px 10px' }}>
                <table style={{ width:'100%', borderCollapse:'collapse' }}>
                  <tbody>
                    {[
                      ['IPS INVOICE NUMBER:', 'invoiceNum'],
                      ['INVOICE DATE:', 'invoiceDate'],
                      ['IPS QUOTE NUMBER:', 'quoteNum'],
                      ['PROGRESS PAYMENT:', 'progressPayment'],
                      ['PAYMENT TERMS:', null],
                      ['DUE DATE:', 'dueDate'],
                    ].map(([lbl, key]) => (
                      <tr key={lbl}>
                        <td style={{ fontSize:11, fontWeight:700, padding:'2px 8px 2px 0', whiteSpace:'nowrap' }}>{lbl}</td>
                        <td style={{ fontSize:11, padding:'2px 0', fontWeight:600 }}>
                          {key ? inp2(key) : 'Net 30 Days'}
                        </td>
                      </tr>
                    ))}
                  </tbody>
                </table>
              </td>
            </tr>
          </tbody>
        </table>

        {/* PROJECT REFERENCE + IPS CONTACT */}
        <table className="inv-table-gap" style={{ width:'100%', borderCollapse:'collapse', marginBottom:6, border:'2px solid #374151' }}>
          <tbody>
            <tr>
              <td style={{ width:'50%', verticalAlign:'top', padding:0, borderRight:'2px solid #374151' }}>
                <table style={{ width:'100%', borderCollapse:'collapse' }}>
                  <tbody>
                    <tr><td colSpan={2} style={{ ...thStyle, fontSize:12 }}>PROJECT REFERENCE:</td></tr>
                    {[
                      ['WORK ORDER NUMBER:', 'workOrderNum'],
                      ['JOB NUMBER:', 'jobNum'],
                      ['CLIENT CONTACT:', 'contactClient'],
                      ['EMAIL:', 'contactEmail'],
                      ['PHONE:', 'contactPhone'],
                    ].map(([lbl,key]) => (
                      <tr key={lbl}>
                        <td style={{ ...tdLabelStyle }}>{lbl}</td>
                        <td style={{ ...tdStyle }}>{inp2(key)}</td>
                      </tr>
                    ))}
                    <tr><td colSpan={2} style={{ ...thStyle }}>WORK LOCATION:</td></tr>
                    <tr>
                      <td colSpan={2} style={{ padding:'4px 8px', fontSize:11 }}>
                        {inp2('workLocation')}
                      </td>
                    </tr>
                  </tbody>
                </table>
              </td>
              <td style={{ width:'50%', verticalAlign:'top', padding:0 }}>
                <table style={{ width:'100%', borderCollapse:'collapse' }}>
                  <tbody>
                    <tr><td colSpan={2} style={{ ...thStyle, fontSize:12 }}>IPS CONTACT:</td></tr>
                    {[
                      ['Name:', 'contactName'],
                      ['Email:', 'contactIpsEmail'],
                      ['Phone:', 'contactIpsPhone'],
                    ].map(([lbl,key]) => (
                      <tr key={lbl}>
                        <td style={{ ...tdStyle, fontWeight:700, fontSize:10, width:'28%' }}>{lbl}</td>
                        <td style={{ ...tdStyle }}>{inp2(key)}</td>
                      </tr>
                    ))}
                  </tbody>
                </table>
              </td>
            </tr>
          </tbody>
        </table>

        {/* LINE ITEM TABLE */}
        <table style={{ width:'100%', borderCollapse:'collapse', border:'2px solid #374151' }}>
          <thead>
            <tr style={{ background:'#374151' }}>
              {[['QTY','center',38],['DESCRIPTION','left',null],['Days','center',52],['RATE','center',52],['AMOUNT','right',100]].map(([h,align,w]) => (
                <th key={h} style={{ padding:'6px 8px', fontSize:11, fontWeight:700, color:'#fff',
                  textAlign:align, borderRight:'1px solid #6b7280', borderBottom:'2px solid #374151', whiteSpace:'nowrap',
                  ...(w ? { width:w } : {}) }}>{h}</th>
              ))}
            </tr>
          </thead>
          <tbody>
            <tr>
              <td style={{ padding:'10px 8px', fontSize:11, textAlign:'center', verticalAlign:'top', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>1</td>
              <td className="inv-desc-cell" style={{ padding:'10px 8px', fontSize:11, verticalAlign:'top', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>
                <input value={fields.descLine1} onChange={e=>set('descLine1',e.target.value)}
                  placeholder="Payment description..."
                  style={{border:'1px solid #d1d5db',borderRadius:3,padding:'3px 6px',fontSize:11,color:'#0f172a',background:'#fff',width:'100%',boxSizing:'border-box',marginBottom:4,fontWeight:600}} />
                <input value={fields.descLine2} onChange={e=>set('descLine2',e.target.value)}
                  placeholder="Additional details (location, client, etc.)"
                  style={{border:'1px solid #d1d5db',borderRadius:3,padding:'3px 6px',fontSize:10,color:'#6b7280',background:'#fff',width:'100%',boxSizing:'border-box'}} />
              </td>
              <td style={{ padding:'10px 8px', fontSize:11, textAlign:'center', verticalAlign:'top', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>NA</td>
              <td style={{ padding:'10px 8px', fontSize:11, textAlign:'center', verticalAlign:'top', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>NA</td>
              <td style={{ padding:'10px 8px', fontSize:12, fontWeight:700, textAlign:'right', verticalAlign:'top', borderBottom:'1px solid #374151' }}>
                <input value={fields.amount} onChange={e=>set('amount',e.target.value)}
                  onBlur={e=>{ const n=parseFloat(String(e.target.value).replace(/,/g,'')); if(!isNaN(n)) set('amount',fmtAmt(n)); }}
                  placeholder="0.00"
                  style={{border:'1px solid #9ca3af',borderRadius:3,padding:'3px 6px',fontSize:12,color:'#0f172a',background:'#fff',width:'100%',boxSizing:'border-box',textAlign:'right',fontWeight:700}} />
              </td>
            </tr>
            {[0,1].map(i => (
              <tr className="inv-spacer-row" key={i}>
                <td style={{ padding:'10px 8px', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>&nbsp;</td>
                <td style={{ borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}></td>
                <td style={{ borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}></td>
                <td style={{ borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}></td>
                <td style={{ borderBottom:'1px solid #374151' }}></td>
              </tr>
            ))}
          </tbody>
          <tfoot>
            <tr>
              <td colSpan={3} style={{ border:'none' }}></td>
              <td style={{ padding:'4px 10px', fontSize:11, fontWeight:700, textAlign:'right', border:'1px solid #374151', background:'#f3f4f6' }}>SUBTOTAL</td>
              <td style={{ padding:'4px 10px', fontSize:11, fontWeight:700, textAlign:'right', border:'1px solid #374151', borderLeft:'none', background:'#f3f4f6', whiteSpace:'nowrap' }}>
                {fields.amount ? <span style={{whiteSpace:'nowrap'}}>$ {fields.amount}</span> : ''}
              </td>
            </tr>
            <tr>
              <td colSpan={3} style={{ border:'none' }}></td>
              <td style={{ padding:'3px 10px', fontSize:11, fontWeight:700, textAlign:'right', border:'1px solid #374151', borderTop:'none', background:'#f3f4f6' }}>TAX</td>
              <td style={{ padding:'3px 10px', fontSize:11, textAlign:'right', border:'1px solid #374151', borderLeft:'none', borderTop:'none', background:'#f3f4f6' }}>N/A</td>
            </tr>
            <tr>
              <td colSpan={3} style={{ border:'none' }}></td>
              <td style={{ padding:'5px 10px', fontSize:12, fontWeight:800, textAlign:'right', border:'1px solid #374151', borderTop:'none', background:'#f3f4f6', whiteSpace:'nowrap' }}>AMOUNT DUE</td>
              <td style={{ padding:'5px 10px', fontSize:13, fontWeight:800, textAlign:'right', border:'1px solid #374151', borderLeft:'none', borderTop:'none', background:'#f3f4f6', whiteSpace:'nowrap' }}>
                {fields.amount ? <span style={{whiteSpace:'nowrap'}}>$ {fields.amount}</span> : ''}
              </td>
            </tr>
          </tfoot>
        </table>

        {/* PAYABLE TO + THANK YOU */}
        <div className="inv-payable" style={{ display:'flex', justifyContent:'space-between', alignItems:'flex-end', marginTop:6, marginBottom:7 }}>
          <div style={{ fontSize:11, lineHeight:1.5 }}>
            <div style={{ fontWeight:700, fontStyle:'italic', textDecoration:'underline', marginBottom:2 }}>Please Make Payable To:</div>
            <div style={{ fontWeight:700 }}>Internal Pipeline Services, LLC</div>
            <div>PO Box 696</div>
            <div>Mansfield, Texas 76063</div>
          </div>
          <div style={{ fontSize:14, fontWeight:800, color:'#8B1A1A', fontStyle:'italic' }}>Thank You For Your Business!</div>
        </div>

        {/* ACH WIRE INSTRUCTIONS */}
        <div className="inv-ach" style={{ borderTop:'2px solid #374151', paddingTop:7 }}>
          <div style={{ fontSize:11, fontWeight:800, marginBottom:4 }}>Inbound Wire (ACH) Instructions:</div>
          <div className="inv-ach-cols" style={{ display:'flex', gap:36 }}>
            <div style={{ fontSize:10, lineHeight:1.55 }}>
              <div style={{ fontWeight:700 }}>Susser Bank</div>
              <div>2326 W. Pleasant Ridge Road</div>
              <div>Arlington, Texas 76015</div>
              <div>Contact: Joni Wilson, President</div>
              <div>Direct Tel: (817) 987-2614</div>
              <div>Routing Number: 311978818</div>
              <div>Account Number: 200200178</div>
              <div>Type: Checking</div>
            </div>
            <div style={{ fontSize:10, lineHeight:1.55 }}>
              <div style={{ fontWeight:700 }}>Beneficiary Account:</div>
              <div style={{ fontWeight:700 }}>Internal Pipeline Services, LLC</div>
              <div>Tel: (817) 539-9764</div>
              <div>Mailing Address: PO Box 696, Mansfield, TX 76063</div>
              <div>Physical Address: 2440-B Chambers Street, Venus, TX 76084</div>
            </div>
          </div>
        </div>
      </div>
    </div>
  );
}

function InvoiceTab({ project }) {
  const [blankMode, setBlankMode] = React.useState(false);
  const [selectedIdx, setSelectedIdx] = React.useState(0);
  const [pdfBusy, setPdfBusy] = React.useState(false);
  const [pdfError, setPdfError] = React.useState('');
  const invoiceDocRef = React.useRef(null);

  if (blankMode) return <BlankInvoice onClose={() => setBlankMode(false)} />;

  const sts = project.sections.map(s => ({ s, t: calcSectionTotals(s) }));
  const grand = sts.reduce((sum, { t }) => sum + t.sectionTotal, 0);
  const payments = buildProgressivePayments(project, grand);

  if (!payments.length) {
    return <div style={{padding:40,textAlign:'center',color:'#64748b'}}>No payment schedule found. Complete the bid first.</div>;
  }

  const p = payments[selectedIdx];

  // Invoice number: use IPS project number format, e.g. 1013-05
  const baseNum = project.ipsProjectNum || project.projectNumber || project.bidNumber || 'IPS';
  const invoiceNum = baseNum + '-' + String(p.num).padStart(2, '0');

  // Quote number — match exactly what appears on the Final Bid (CODE-diam.len, no IPS- prefix)
  const buildQuoteNum = () => {
    const code = project.clientCode || (project.clientName || '').substring(0, 3).toUpperCase();
    if (!code) return '';
    const firstSec = project.sections[0];
    const diam = firstSec ? firstSec.refDiameter : '';
    const len = firstSec ? (firstSec.length || '') : '';
    if (diam && len) return `${code}-${diam}.${len}`;
    return code;
  };
  const quoteNum = project.quoteNumber || buildQuoteNum();

  const today = new Date();
  const fmtDate = d => {
    const mo = d.getMonth() + 1;
    const dy = d.getDate();
    const yr = String(d.getFullYear()).slice(-2);
    return `${mo}/${dy}/${yr}`;
  };
  const invoiceDate = fmtDate(today);
  const dueDate = fmtDate(new Date(today.getTime() + 30 * 24 * 60 * 60 * 1000));

  const fmtD = n => '$' + Math.round(n).toLocaleString('en-US', { minimumFractionDigits: 2, maximumFractionDigits: 2 });

  const billCompany = project.billingName || project.clientName || '';
  const billAttn    = project.billingAttn  || project.attn || '';
  const billPhone   = project.billingPhone || project.clientPhone || '';
  const billEmail   = project.billingEmail || project.clientEmail || '';
  const billAddr    = project.billingAddress || '';

  const contactName  = project.ipsContactName  || 'Raymond Ruegsegger';
  const contactEmail = project.ipsContactEmail || 'Raymond@internalpipeline.com';
  const contactPhone = project.ipsContactPhone || '(682) 553-0934';

  const downloadPdf = async () => {
    if (pdfBusy) return;
    setPdfBusy(true);
    setPdfError('');
    try {
      const fileName = `${(project.clientName || 'Client').replace(/[^a-z0-9]+/gi, '_')}_Invoice_${invoiceNum}.pdf`;
      await downloadElementAsPdf(invoiceDocRef.current, fileName);
    } catch (err) {
      console.error('PDF generation error:', err);
      setPdfError('PDF generation failed: ' + err.message);
    } finally {
      setPdfBusy(false);
    }
  };

  // Shared cell styles
  const thStyle = { padding:'5px 8px', fontSize:11, fontWeight:700, color:'#0f172a', background:'#e5e7eb', textAlign:'left' };
  const tdStyle = { padding:'4px 8px', fontSize:11, color:'#0f172a' };
  const tdLabelStyle = { ...tdStyle, fontWeight:700, fontSize:10, whiteSpace:'nowrap', color:'#374151', width:'42%' };

  return (
    <div>
      {/* ── Print styles: invoice-specific, one page, proper margins ── */}
      <style dangerouslySetInnerHTML={{__html:
        '@media print {' +
        '  .bid-toolbar { display: none !important; }' +
        '  .app-header { display: none !important; }' +
        '  .app-tabs { display: none !important; }' +
        '  .app-content-pad { padding: 0 !important; max-width: 100% !important; margin: 0 !important; }' +
        '  .invoice-doc { border-radius: 0 !important; box-shadow: none !important; width: 100% !important; max-width: 100% !important; padding: 10px 16px !important; margin: 0 !important; font-size: 8.5pt !important; }' +
        '  .invoice-doc table td, .invoice-doc table th { font-size: 8pt !important; padding-top: 4px !important; padding-bottom: 4px !important; }' +
        '  .invoice-doc .inv-desc-cell { padding-top: 18px !important; padding-bottom: 18px !important; }' +
        '  .invoice-doc .inv-spacer-row td { padding-top: 14px !important; padding-bottom: 14px !important; }' +
        '  .invoice-doc .inv-header-title { font-size: 28pt !important; }' +
        '  .invoice-doc .inv-logo { height: 34px !important; }' +
        '  .invoice-doc .inv-header { margin-bottom: 10px !important; }' +
        '  .invoice-doc .inv-table-gap { margin-bottom: 5px !important; }' +
        '  .invoice-doc .inv-payable { margin-top: 6px !important; margin-bottom: 6px !important; }' +
        '  .invoice-doc .inv-ach { padding-top: 7px !important; }' +
        '  .invoice-doc .inv-ach-cols { gap: 30px !important; }' +
        '  @page { size: letter; margin: 0.67in; }' +
        '}'
      }} />

      {/* Toolbar */}
      <div className="bid-toolbar" style={{ display:'flex', alignItems:'center', gap:12, marginBottom:16, flexWrap:'wrap' }}>
        <div style={{ display:'flex', alignItems:'center', gap:8 }}>
          <label style={{ fontSize:12, fontWeight:700, color:'#64748b', whiteSpace:'nowrap' }}>SELECT INVOICE</label>
          <select
            value={selectedIdx}
            onChange={e => setSelectedIdx(Number(e.target.value))}
            style={{ padding:'6px 10px', borderRadius:6, border:'1px solid #cbd5e1', fontSize:13, fontWeight:600, background:'#fff', color:'#0f172a', cursor:'pointer' }}
          >
            {payments.map((pay, i) => (
              <option key={i} value={i}>{pay.label} — {fmtD(pay.amount)}</option>
            ))}
          </select>
        </div>
        <button
          onClick={downloadPdf}
          disabled={pdfBusy}
          style={{ padding:'7px 18px', background: pdfBusy ? '#9ca3af' : '#8B1A1A', color:'#fff', border:'none', borderRadius:6, fontSize:12, fontWeight:700, cursor: pdfBusy ? 'default' : 'pointer', letterSpacing:0.3 }}
        >{pdfBusy ? 'Generating PDF…' : '⬇ Download PDF'}</button>
        <button
          onClick={() => setBlankMode(true)}
          style={{ padding:'7px 18px', background:'#1d4ed8', color:'#fff', border:'none', borderRadius:6, fontSize:12, fontWeight:700, cursor:'pointer', letterSpacing:0.3, marginLeft:'auto' }}
        >✏️ Create New Invoice</button>
      </div>
      {pdfError && (
        <div className="bid-toolbar" style={{ background:'#fef2f2', border:'1px solid #fca5a5', color:'#991b1b', fontSize:12, padding:'8px 14px', borderRadius:6, marginBottom:14 }}>
          {pdfError}
        </div>
      )}

      {/* ── INVOICE DOCUMENT ── */}
      <div className="bid-doc invoice-doc" ref={invoiceDocRef}
        style={{ background:'#fff', maxWidth:740, margin:'0 auto', borderRadius:8,
          boxShadow:'0 2px 16px rgba(0,0,0,0.10)', padding:'28px 40px',
          fontFamily:'Arial, sans-serif', fontSize:11, color:'#0f172a', boxSizing:'border-box' }}>

        {/* ── TOP: Logo left, INVOICE title right ── */}
        <div className="inv-header" style={{ display:'flex', justifyContent:'space-between', alignItems:'center', marginBottom:18 }}>
          <img className="inv-logo" src={IPS_LOGO_IMG} alt="IPS Logo"
            style={{ height:38, width:'auto', objectFit:'contain', mixBlendMode:'multiply', display:'block', marginBottom:28 }}
            onError={e => { e.target.style.display='none'; }}
          />
          <div className="inv-header-title" style={{ fontSize:40, fontWeight:900, color:'#0f172a', letterSpacing:2, lineHeight:1 }}>INVOICE</div>
        </div>

        {/* ── SOLD TO + Invoice meta ── */}
        <table className="inv-table-gap" style={{ width:'100%', borderCollapse:'collapse', marginBottom:6, border:'2px solid #374151' }}>
          <tbody>
            <tr>
              <td style={{ width:'48%', verticalAlign:'top', padding:'7px 10px', borderRight:'2px solid #374151' }}>
                <div style={{ fontSize:11, fontWeight:800, marginBottom:3 }}>SOLD TO:</div>
                <div style={{ fontSize:11, lineHeight:1.5 }}>
                  {billCompany && <div style={{ fontWeight:700 }}>{billCompany}</div>}
                  {billAttn && <div>{billAttn}</div>}
                  {billAddr && <div>{billAddr}</div>}
                  {billPhone && <div>{billPhone}</div>}
                  {billEmail && <div>{billEmail}</div>}
                </div>
              </td>
              <td style={{ width:'52%', verticalAlign:'top', padding:'7px 10px' }}>
                <table style={{ width:'100%', borderCollapse:'collapse' }}>
                  <tbody>
                    {[
                      ['IPS INVOICE NUMBER:', invoiceNum],
                      ['INVOICE DATE:', invoiceDate],
                      ['IPS QUOTE NUMBER:', quoteNum || '—'],
                      ['PROGRESS PAYMENT:', String(p.num)],
                      ['PAYMENT TERMS:', 'Net 30 Days'],
                      ['DUE DATE:', dueDate],
                    ].map(([lbl, val]) => (
                      <tr key={lbl}>
                        <td style={{ fontSize:11, fontWeight:700, padding:'1px 8px 1px 0', whiteSpace:'nowrap' }}>{lbl}</td>
                        <td style={{ fontSize:11, padding:'1px 0', fontWeight:600 }}>{val}</td>
                      </tr>
                    ))}
                  </tbody>
                </table>
              </td>
            </tr>
          </tbody>
        </table>

        {/* ── PROJECT REFERENCE + IPS CONTACT ── */}
        <table className="inv-table-gap" style={{ width:'100%', borderCollapse:'collapse', marginBottom:6, border:'2px solid #374151' }}>
          <tbody>
            <tr>
              {/* Left: project reference */}
              <td style={{ width:'50%', verticalAlign:'top', padding:0, borderRight:'2px solid #374151' }}>
                <table style={{ width:'100%', borderCollapse:'collapse' }}>
                  <tbody>
                    <tr><td colSpan={2} style={{ ...thStyle, fontSize:12 }}>PROJECT REFERENCE:</td></tr>
                    {[
                      ['WORK ORDER NUMBER:', project.workOrderNum || ''],
                      ['JOB NUMBER:', project.ipsProjectNum || project.projectNumber || ''],
                      ['CLIENT CONTACT:', billAttn || ''],
                      ['EMAIL:', billEmail || ''],
                      ['PHONE:', billPhone || ''],
                    ].map(([lbl, val]) => (
                      <tr key={lbl}>
                        <td style={{ ...tdLabelStyle }}>{lbl}</td>
                        <td style={{ ...tdStyle }}>{val}</td>
                      </tr>
                    ))}
                    <tr><td colSpan={2} style={{ ...thStyle }}>WORK LOCATION:</td></tr>
                    <tr>
                      <td colSpan={2} style={{ padding:'4px 8px', fontSize:11 }}>
                        {project.location || ''}
                      </td>
                    </tr>
                  </tbody>
                </table>
              </td>
              {/* Right: IPS contact */}
              <td style={{ width:'50%', verticalAlign:'top', padding:0 }}>
                <table style={{ width:'100%', borderCollapse:'collapse' }}>
                  <tbody>
                    <tr><td colSpan={2} style={{ ...thStyle, fontSize:12 }}>IPS CONTACT:</td></tr>
                    {[
                      ['Name:', contactName],
                      ['Email:', contactEmail],
                      ['Phone:', contactPhone],
                    ].map(([lbl, val]) => (
                      <tr key={lbl}>
                        <td style={{ ...tdStyle, fontWeight:700, fontSize:10, width:'28%' }}>{lbl}</td>
                        <td style={{ ...tdStyle, color: lbl === 'Email:' ? '#1d4ed8' : '#0f172a' }}>{val}</td>
                      </tr>
                    ))}
                  </tbody>
                </table>
              </td>
            </tr>
          </tbody>
        </table>

        {/* ── LINE ITEM TABLE ── */}
        <table style={{ width:'100%', borderCollapse:'collapse', border:'2px solid #374151' }}>
          <thead>
            <tr style={{ background:'#374151' }}>
              {[['QTY','center',38],['DESCRIPTION','left',null],['Days','center',52],['RATE','center',52],['AMOUNT','right',100]].map(([h,align,w]) => (
                <th key={h} style={{ padding:'6px 8px', fontSize:11, fontWeight:700, color:'#fff',
                  textAlign:align, borderRight:'1px solid #6b7280', borderBottom:'2px solid #374151', whiteSpace:'nowrap',
                  ...(w ? { width:w } : {}) }}>{h}</th>
              ))}
            </tr>
          </thead>
          <tbody>
            {/* Data row */}
            <tr>
              <td style={{ padding:'10px 8px', fontSize:11, textAlign:'center', verticalAlign:'top', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>1</td>
              <td className="inv-desc-cell" style={{ padding:'22px 8px', fontSize:11, verticalAlign:'top', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>
                <div>{p.desc.replace(/\\n/g, ' ')}</div>
              </td>
              <td style={{ padding:'10px 8px', fontSize:11, textAlign:'center', verticalAlign:'top', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>NA</td>
              <td style={{ padding:'10px 8px', fontSize:11, textAlign:'center', verticalAlign:'top', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>NA</td>
              <td style={{ padding:'10px 8px', fontSize:12, fontWeight:700, textAlign:'right', verticalAlign:'top', borderBottom:'1px solid #374151', whiteSpace:'nowrap' }}>
                <span style={{whiteSpace:'nowrap'}}>$ {Math.round(p.amount).toLocaleString('en-US', {minimumFractionDigits:2,maximumFractionDigits:2})}</span>
              </td>
            </tr>
            {/* Two spacer rows */}
            {[0,1].map(i => (
              <tr className="inv-spacer-row" key={i}>
                <td style={{ padding:'18px 8px', borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}>&nbsp;</td>
                <td style={{ borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}></td>
                <td style={{ borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}></td>
                <td style={{ borderRight:'1px solid #374151', borderBottom:'1px solid #374151' }}></td>
                <td style={{ borderBottom:'1px solid #374151' }}></td>
              </tr>
            ))}
          </tbody>
          <tfoot>
            <tr>
              <td colSpan={3} style={{ border:'none' }}></td>
              <td style={{ padding:'4px 10px', fontSize:11, fontWeight:700, textAlign:'right', border:'1px solid #374151', background:'#f3f4f6' }}>SUBTOTAL</td>
              <td style={{ padding:'4px 10px', fontSize:11, fontWeight:700, textAlign:'right', border:'1px solid #374151', borderLeft:'none', background:'#f3f4f6', whiteSpace:'nowrap' }}>
                <span style={{whiteSpace:'nowrap'}}>$ {Math.round(p.amount).toLocaleString('en-US', {minimumFractionDigits:2,maximumFractionDigits:2})}</span>
              </td>
            </tr>
            <tr>
              <td colSpan={3} style={{ border:'none' }}></td>
              <td style={{ padding:'3px 10px', fontSize:11, fontWeight:700, textAlign:'right', border:'1px solid #374151', borderTop:'none', background:'#f3f4f6' }}>TAX</td>
              <td style={{ padding:'3px 10px', fontSize:11, textAlign:'right', border:'1px solid #374151', borderLeft:'none', borderTop:'none', background:'#f3f4f6' }}>N/A</td>
            </tr>
            <tr>
              <td colSpan={3} style={{ border:'none' }}></td>
              <td style={{ padding:'5px 10px', fontSize:12, fontWeight:800, textAlign:'right', border:'1px solid #374151', borderTop:'none', background:'#f3f4f6', whiteSpace:'nowrap' }}>AMOUNT DUE</td>
              <td style={{ padding:'5px 10px', fontSize:13, fontWeight:800, textAlign:'right', border:'1px solid #374151', borderLeft:'none', borderTop:'none', background:'#f3f4f6', whiteSpace:'nowrap' }}>
                <span style={{whiteSpace:'nowrap'}}>$ {Math.round(p.amount).toLocaleString('en-US', {minimumFractionDigits:2,maximumFractionDigits:2})}</span>
              </td>
            </tr>
          </tfoot>
        </table>

        {/* ── PAYABLE TO + THANK YOU ── */}
        <div className="inv-payable" style={{ display:'flex', justifyContent:'space-between', alignItems:'flex-end', marginTop:6, marginBottom:7 }}>
          <div style={{ fontSize:11, lineHeight:1.5 }}>
            <div style={{ fontWeight:700, fontStyle:'italic', textDecoration:'underline', marginBottom:2 }}>Please Make Payable To:</div>
            <div style={{ fontWeight:700 }}>Internal Pipeline Services, LLC</div>
            <div>PO Box 696</div>
            <div>Mansfield, Texas 76063</div>
          </div>
          <div style={{ fontSize:14, fontWeight:800, color:'#8B1A1A', fontStyle:'italic' }}>Thank You For Your Business!</div>
        </div>

        {/* ── ACH WIRE INSTRUCTIONS ── */}
        <div className="inv-ach" style={{ borderTop:'2px solid #374151', paddingTop:7 }}>
          <div style={{ fontSize:11, fontWeight:800, marginBottom:4 }}>Inbound Wire (ACH) Instructions:</div>
          <div className="inv-ach-cols" style={{ display:'flex', gap:36 }}>
            <div style={{ fontSize:10, lineHeight:1.55 }}>
              <div style={{ fontWeight:700 }}>Susser Bank</div>
              <div>2326 W. Pleasant Ridge Road</div>
              <div>Arlington, Texas 76015</div>
              <div>Contact: Joni Wilson, President</div>
              <div>Direct Tel: (817) 987-2614</div>
              <div>Routing Number: 311978818</div>
              <div>Account Number: 200200178</div>
              <div>Type: Checking</div>
            </div>
            <div style={{ fontSize:10, lineHeight:1.55 }}>
              <div style={{ fontWeight:700 }}>Beneficiary Account:</div>
              <div style={{ fontWeight:700 }}>Internal Pipeline Services, LLC</div>
              <div>Tel: (817) 539-9764</div>
              <div>Mailing Address: PO Box 696, Mansfield, TX 76063</div>
              <div>Physical Address: 2440-B Chambers Street, Venus, TX 76084</div>
            </div>
          </div>
        </div>

      </div>
    </div>
  );
}


function FinalBidTab({ project, onUpdate }) {
  const sts = project.sections.map(s => ({ s, t: calcSectionTotals(s) }));
  const grand = sts.reduce((sum, { t }) => sum + t.sectionTotal, 0);
  const totalDays = sts.reduce((sum, { t }) => sum + t.days, 0);
  const additionalDayCharge = calcAdditionalDayCharge(project);
  const downPct = (project.downPaymentPct != null ? project.downPaymentPct : 35) / 100;
  const earlyCancel = Math.ceil(grand * downPct);
  const payments = buildProgressivePayments(project, grand);
  const { sectionWord, narrative } = buildScopeNarrative(project);
  // Deduplicate CS items by label (objects can't be deduped with Set by reference)
  const allCSRaw = sts.flatMap(({ t }) => t.clientSupplied);
  const allCS = allCSRaw.filter((item, idx) => {
    const lbl = typeof item === 'object' ? item.label : item;
    return allCSRaw.findIndex(x => (typeof x === 'object' ? x.label : x) === lbl) === idx;
  });

  // True when at least one section has the Client handling ALL disposal items
  // (i.e. Client is responsible for disposal, not IPS)
  const disposalAllCS = sts.some(({ s }) => {
    const allDisposalKeys = ['hcl','nonHazWater','solvents','partB','rollOffs','transportHcl','transportNonHaz','fracTanks','polyTanks','tankCleanOut'];
    return allDisposalKeys.every(k => s.disposal[k] && s.disposal[k].status === 'client');
  });

  // Schedule 1 boilerplate rows, with the IPS-coordinates-disposal clause
  // inserted in its original position only when IPS (not Client) is handling disposal.
  const scheduleOneRows = [];
  CS_BOILERPLATE.forEach(item => {
    scheduleOneRows.push(item);
    if (item.id === 'cs_row2' && !disposalAllCS) {
      scheduleOneRows.push({ id: 'cs_row2b', text: CS_ROW2B_IPS_DISPOSAL_TEXT });
    }
  });

  // Per-section additional day charges (used in both section map and charges box)
  const secAddlDayCharges = sts.map(({ s, t }) => {
    const days = t.days || 1;
    const personnelPerDay = Object.values(s.personnel).reduce((sum, v) => {
      if (v.status !== 'on') return sum;
      return v.flat ? sum : sum + v.rate * (v.guys || 1);
    }, 0) + s.personnelCustom.filter(i => i.status === 'on').reduce((sum, i) => sum + i.price / days, 0);
    const compQtyA = s.equipment.compressor.qtyDefault ? getCompressorQty(s.refDiameter) : (s.equipment.compressor.qtyOverride || getCompressorQty(s.refDiameter));
    const compWeekRateA = s.equipment.compressor.weekRate || WEEKLY_RATE_DEFAULT;
    const compPerDay = s.equipment.compressor.status === 'on' ? (compQtyA * compWeekRateA) / 7 : 0;
    const eKeys = ['fracTank', 'polyTank', 'reachLift', 'lightPlant', 'rentalTruck', 'boxTrailer', 'flatbedTrailer'];
    const equipPerDay = eKeys.reduce((sum, k) => {
      const e = s.equipment[k];
      const qty = e.qty ?? 1;
      return e.status !== 'on' ? sum : sum + e.rate * (qty || 1);
    }, 0);
    return { name: s.name, charge: Math.ceil(personnelPerDay + compPerDay + equipPerDay) };
  });
  // Standby Rate = highest per-section day charge (charged once, not per section)
  const standbyRate = secAddlDayCharges.reduce((max, { charge }) => Math.max(max, charge), 0);
  // Water gallons for CS page (sum all sections): HCl waste + non-haz water
  const totalWaterGals = Math.round(sts.reduce((sum, { t }) => {
    return sum + t.hclDispGals + t.nonHazDispGals;
  }, 0));

  // Quote number: CODE-diameter.length (e.g. APA-12.12500)
  const buildQuoteNum = () => {
    const code = project.clientCode || (project.clientName || '').substring(0, 3).toUpperCase();
    if (!code) return '';
    const firstSec = project.sections[0];
    const diam = firstSec ? firstSec.refDiameter : '';
    const len = firstSec ? (firstSec.length || '') : '';
    if (diam && len) return `${code}-${diam}.${len}`;
    return code;
  };
  const quoteNum = buildQuoteNum();
  // Format date as MM/DD/YYYY — handles both ISO (YYYY-MM-DD) input values and fallback
  const formatDateDMY = (raw) => {
    if (!raw) {
      const n = new Date();
      return `${String(n.getMonth()+1).padStart(2,'0')}/${String(n.getDate()).padStart(2,'0')}/${n.getFullYear()}`;
    }
    // ISO date from <input type="date">: YYYY-MM-DD
    if (/^\d{4}-\d{2}-\d{2}$/.test(raw)) {
      const [y,m,d] = raw.split('-');
      return `${m}/${d}/${y}`;
    }
    // Already formatted or locale string — try to parse and reformat
    const parsed = new Date(raw);
    if (!isNaN(parsed)) {
      return `${String(parsed.getMonth()+1).padStart(2,'0')}/${String(parsed.getDate()).padStart(2,'0')}/${parsed.getFullYear()}`;
    }
    return raw; // fallback: return as-is
  };
  const dateStr = formatDateDMY(project.date);

  // Budgetary toggle — persisted in project so it syncs across devices
  const budgetary = project.budgetary || false;
  const setBudgetary = (val) => onUpdate('budgetary', val);
  const confidentialLabel = budgetary ? 'Budgetary Confidential Quotation' : 'Confidential Quotation';
  const confidentialLabelShort = budgetary ? 'Budgetary Confidential Quotation' : 'Confidential Quotation';

  // Print styles injected inline for bid pages
  const printPage = () => { setTimeout(() => window.print(), 100); };

  // ── WYSIWYG PDF GENERATION ──────────────────────────────────────────────
  // Captures each rendered page div exactly as shown on screen and stitches
  // them into a Letter-size PDF. This bypasses the browser's print engine
  // entirely, so the output is pixel-identical every time, on every device.
  const [pdfBusy, setPdfBusy] = React.useState(false);
  const [pdfError, setPdfError] = React.useState('');
  const bidDocRef = React.useRef(null);

  // ── PAGE 2 OVERFLOW PAGINATION ──────────────────────────────────────────
  // Page 2 (Quote Summary) used to keep every section card on one page by
  // letting the page grow taller than a Letter page, then relying on the PDF
  // export step to scale the whole captured image down to fit — which is
  // what caused text to shrink as more sections were added. Instead, we
  // measure each piece (header, each section card, the totals/legal footer)
  // off-screen at the real page width, then bucket them across as many
  // same-margin pages as needed, never splitting a section card or the
  // totals/Early-Cancellation/legal footer block across a page break.
  const measureHeaderRef = React.useRef(null);
  const measureFooterRef = React.useRef(null);
  const measureSectionRefs = React.useRef([]);
  measureSectionRefs.current = [];
  const [page2Buckets, setPage2Buckets] = React.useState(() => [
    { sections: project.sections.map((_, i) => i), hasFooter: true },
  ]);

  const downloadPdf = async () => {
    if (pdfBusy) return;
    if (typeof window.html2canvas === 'undefined' || typeof window.jspdf === 'undefined') {
      setPdfError('PDF library failed to load — check your internet connection and reload the page.');
      return;
    }
    // Open a blank tab synchronously — before any 'await' — so browsers treat
    // it as a direct result of the click and don't block it as a popup. We
    // navigate this tab to the finished PDF once ready, opening it in the
    // browser's built-in viewer so the user can Save As to wherever they want.
    const previewWin = window.open('', '_blank');
    setPdfBusy(true);
    setPdfError('');
    try {
      const root = bidDocRef.current;
      const pageEls = root.querySelectorAll('.bid-cover-page, .bid-inner-page, .bid-inner-page-last');
      if (!pageEls.length) throw new Error('No pages found to export.');

      const { jsPDF } = window.jspdf;
      const pdf = new jsPDF({ unit: 'in', format: 'letter', compress: true });
      const PAGE_W = 8.5, PAGE_H = 11;

      for (let i = 0; i < pageEls.length; i++) {
        const el = pageEls[i];
        const isCoverPage = el.classList.contains('bid-cover-page');
        // Temporarily neutralize screen-only chrome (shadow/border/radius/margin)
        // so the captured canvas is a flush, edge-to-edge page image.
        const prevStyle = el.getAttribute('style');
        el.style.boxShadow = 'none';
        el.style.border = 'none';
        el.style.borderRadius = '0';
        el.style.margin = '0';

        // The cover page is a photo collage — high resolution + lossless PNG
        // would balloon file size for no visible benefit on photos. The inner
        // pages are text/line content, where higher resolution + lossless PNG
        // is exactly what removes the blur without much size cost.
        const canvas = await window.html2canvas(el, {
          scale: isCoverPage ? 1.8 : 3,
          useCORS: true,
          backgroundColor: '#ffffff',
          logging: false,
        });

        el.setAttribute('style', prevStyle);

        const format = isCoverPage ? 'JPEG' : 'PNG';
        const imgData = isCoverPage
          ? canvas.toDataURL('image/jpeg', 0.8)
          : canvas.toDataURL('image/png');
        // Fit the captured canvas to the full Letter page, preserving aspect ratio,
        // anchored to the top so nothing is ever cropped.
        const canvasRatio = canvas.height / canvas.width;
        let drawW = PAGE_W, drawH = PAGE_W * canvasRatio;
        if (drawH > PAGE_H) { drawH = PAGE_H; drawW = PAGE_H / canvasRatio; }
        const offsetX = (PAGE_W - drawW) / 2;

        if (i > 0) pdf.addPage('letter', 'portrait');
        pdf.addImage(imgData, format, offsetX, 0, drawW, drawH);
      }

      const fileName = `${(project.clientName || 'Bid').replace(/[^a-z0-9]+/gi, '_')}_${quoteNum || 'Quote'}.pdf`;
      const blobUrl = pdf.output('bloburl');
      if (previewWin && !previewWin.closed) {
        previewWin.location.href = blobUrl;
      } else {
        // Popup was blocked — fall back to a normal forced download.
        pdf.save(fileName);
      }
    } catch (err) {
      console.error('PDF generation error:', err);
      setPdfError('PDF generation failed: ' + err.message);
    } finally {
      setPdfBusy(false);
    }
  };

  // IPS brand colors for the bid document
  const IPS_RED = '#8B1A1A';
  const IPS_DARK = '#1a1a1a';
  const IPS_GRAY = '#4a4a4a';
  const IPS_LIGHT = '#f5f5f5';
  const IPS_BORDER = '#cccccc';

  const docStyle = {
    fontFamily: "'Arial', 'Helvetica Neue', 'Helvetica', sans-serif",
    color: IPS_DARK,
    background: '#e8e8e8',
    maxWidth: 960,
    margin: '0 auto',
    padding: '24px 0',
    colorScheme: 'light',
  };

  const isMobile = typeof window !== 'undefined' && window.innerWidth < 700;

  const pageStyle = {
    fontFamily: "'Arial', 'Helvetica Neue', 'Helvetica', sans-serif",
    background: '#ffffff',
    color: '#1a1a1a',
    border: '1px solid #ddd',
    borderRadius: 4,
    marginBottom: 32,
    padding: isMobile ? '20px 16px' : '36px 48px',
    boxShadow: '0 2px 12px rgba(0,0,0,0.15)',
    position: 'relative',
    boxSizing: 'border-box',
    width: '100%',
    overflowX: 'hidden',
    // Match the 8.5x11 Letter aspect ratio at the doc's 960px width, so the
    // captured page fills a full PDF page and the footer sits at the true
    // bottom rather than floating right after short content.
    minHeight: isMobile ? undefined : 1244,
    display: isMobile ? 'block' : 'flex',
    flexDirection: 'column',
  };

  const hdivStyle = { borderTop: `2px solid ${IPS_RED}`, margin: '8px 0' };
  const hdivThin = { borderTop: `1px solid ${IPS_BORDER}`, margin: '5px 0' };

  // Page 2 header field rows: label column width is a % of the right-hand
  // half of the page, tuned so the colon lines up under the "o" in
  // "Confidential" above. Adjust LBL_PCT if it needs to nudge left/right.
  const LBL_PCT = '43%';
  const kvRowStyle = { display: 'grid', gridTemplateColumns: `${LBL_PCT} 1fr`, textAlign: 'left' };
  const kvLabelStyle = { textAlign: 'right', fontWeight: 700, paddingRight: 4, whiteSpace: 'nowrap' };

  const logoBlock = (
    <div style={{ display: 'flex', alignItems: 'center', gap: 12, marginBottom: 0 }}>
      <img src={IPS_LOGO_IMG} alt="Internal Pipeline Services" style={{ height: 48, width: 'auto', objectFit: 'contain', mixBlendMode: 'multiply' }} />
    </div>
  );

  // ── Reusable Page 2 pieces ───────────────────────────────────────────────
  // Rendered both off-screen (for measurement) and on-screen (for the real
  // pages), so measured heights always match what's actually displayed.
  const renderScopeHeader = () => (
    <React.Fragment>
      {/* Header */}
      <div style={{ display: 'flex', justifyContent: 'space-between', alignItems: 'flex-start', marginBottom: 10 }}>
        {logoBlock}
        <div style={{ textAlign: 'right', width: '50%' }}>
          <div style={{ fontSize: 20, fontWeight: 700, color: IPS_DARK, fontFamily: "'Arial',sans-serif" }}>*{confidentialLabel}*</div>
          <div style={{ fontSize: 12, color: IPS_GRAY, marginTop: 8, lineHeight: 1.8 }}>
            <div style={kvRowStyle}><span style={kvLabelStyle}>Quote Number:</span><span>{quoteNum || '—'}</span></div>
            <div style={kvRowStyle}><span style={kvLabelStyle}>Date:</span><span>{dateStr}</span></div>
          </div>
        </div>
      </div>
      <div style={hdivStyle} />

      {/* Contact grid */}
      <div style={{ display: 'grid', gridTemplateColumns: '1fr 1fr', gap: 0, fontSize: 12, lineHeight: 1.7, marginBottom: 3 }}>
        <div>
          {(() => {
            const addr = project.ipsAddress || 'P.O. Box 696, Mansfield, TX 76063';
            const parts = addr.split(',').map(s => s.trim()).filter(Boolean);
            return parts.length > 1 ? (
              <React.Fragment>
                <div><strong>{parts[0]}</strong></div>
                <div><strong>{parts.slice(1).join(', ')}</strong></div>
              </React.Fragment>
            ) : (
              <div><strong>{addr}</strong></div>
            );
          })()}
          <div><strong>Office: {project.ipsOfficePhone || '(817) 539-9764'}</strong></div>
        </div>
        <div>
          <div style={kvRowStyle}><span style={kvLabelStyle}>IPS Contact:</span><span>{project.ipsContactName || 'Skyler Cato'}</span></div>
          <div style={kvRowStyle}><span style={kvLabelStyle}>Phone:</span><span>{project.ipsContactPhone || '(817) 307-8522'}</span></div>
          <div style={kvRowStyle}><span style={kvLabelStyle}>Email:</span><span>{project.ipsContactEmail || 'skyler@internalpipeline.com'}</span></div>
        </div>
      </div>
      <div style={hdivThin} />

      {/* Client info */}
      <div style={{ display: 'grid', gridTemplateColumns: '1fr 1fr', gap: 0, fontSize: 12, lineHeight: 1.7, marginBottom: 3 }}>
        <div>
          <div style={{ display: 'grid', gridTemplateColumns: '68px 1fr' }}><span style={{ fontWeight: 700 }}>Attn:</span><span>{project.attn || ''}</span></div>
          <div style={{ display: 'grid', gridTemplateColumns: '68px 1fr' }}><span style={{ fontWeight: 700 }}>Company:</span><span>{project.clientName || ''}</span></div>
          <div style={{ display: 'grid', gridTemplateColumns: '68px 1fr' }}><span style={{ fontWeight: 700 }}>Edition:</span><span>{project.clientCode || (project.clientName || '').substring(0, 2).toUpperCase()}</span></div>
        </div>
        <div>
          <div style={kvRowStyle}><span style={kvLabelStyle}>Phone:</span><span>{project.clientPhone || ''}</span></div>
          <div style={kvRowStyle}><span style={kvLabelStyle}>Email:</span><span>{project.clientEmail || ''}</span></div>
          <div style={kvRowStyle}><span style={kvLabelStyle}>Fax:</span><span>{project.clientFax || ''}</span></div>
        </div>
      </div>
      <div style={hdivStyle} />

      {/* Scope summary */}
      <div style={{ marginBottom: 10 }}>
        <div style={{ fontSize: 12, fontWeight: 700, marginBottom: 4 }}>
          Scope of Work – Internal Pipeline Cleaning, Surface Preparation &amp; Epoxy Coating
        </div>
        {/* Intro line */}
        <div style={{ fontSize: 11.5, color: IPS_DARK, lineHeight: 1.6, marginBottom: 6 }}>
          Provide internal pipeline cleaning, chemical surface preparation, drying, and application of{' '}
          <span style={{ fontStyle: 'italic' }}>
            {project.sections[0]?.productToApply || 'Bar-Rust 236'}
          </span>{' '}
          epoxy coating to a minimum average dry film thickness (DFT) of {project.sections[0]?.dftMils || '8'} mils. The quotation includes all labor, equipment, materials, chemicals, specialty tooling, supervision, and quality control necessary to perform the work unless specifically identified elsewhere in this proposal.
        </div>
        {/* Section summary table — clean left-aligned pipe-separated layout */}
        {(() => {
          const isSingle = project.sections.length === 1;
          const sep = <span style={{ color: IPS_BORDER, margin: '0 10px', fontWeight: 300 }}>|</span>;
          const rowStyle = {
            display: 'flex', alignItems: 'center',
            padding: '3px 0', fontSize: 11.5, color: IPS_DARK,
          };
          const totalFt = sts.reduce((sum,{s})=>sum+(s.length||0),0);
          return (
            <div style={{ paddingLeft: 4 }}>
              {!isSingle && project.sections.map((s, i) => {
                const t = calcSectionTotals(s);
                return (
                  <div key={s.id} style={rowStyle}>
                    <span style={{ fontWeight: 600, minWidth: 90 }}>{s.name}</span>
                    {sep}
                    <span>{s.refDiameter ? `${s.refDiameter}"` : '—'}</span>
                    {sep}
                    <span style={{ fontVariantNumeric: 'tabular-nums' }}>{s.length ? `${(s.length).toLocaleString()} ft` : '—'}</span>
                    {sep}
                    <span style={{ fontVariantNumeric: 'tabular-nums' }}>{t.days ? `${t.days} Days` : '—'}</span>
                    {sep}
                    <span style={{ fontVariantNumeric: 'tabular-nums' }}>{fmt(t.sectionTotal)}</span>
                  </div>
                );
              })}
              {/* Project Total row — always shown; only row on single-section */}
              <div style={{ ...rowStyle, fontWeight: 700, fontSize: 13, marginTop: isSingle ? 0 : 4, borderTop: isSingle ? 'none' : `1px solid ${IPS_BORDER}`, paddingTop: isSingle ? 5 : 8 }}>
                <span style={{ fontWeight: 700, minWidth: 90 }}>Project Total</span>
                {sep}
                <span>{isSingle ? (project.sections[0]?.refDiameter ? `${project.sections[0].refDiameter}"` : '—') : ''}</span>
                {!isSingle ? null : sep}
                <span style={{ fontVariantNumeric: 'tabular-nums' }}>{totalFt.toLocaleString()} ft</span>
                {sep}
                <span style={{ fontVariantNumeric: 'tabular-nums' }}>{totalDays} Days</span>
                {sep}
                <span style={{ fontVariantNumeric: 'tabular-nums' }}>{fmt(grand)}</span>
              </div>
            </div>
          );
        })()}
      </div>
      <div style={hdivThin} />
    </React.Fragment>
  );

  const renderSectionCard = (s, t, refCb) => {
    const mf = t.subtotal > 0 ? t.sectionTotal / t.subtotal : 1;
    return (
      <div key={s.id} ref={refCb} className="bid-section-block" style={{ marginBottom: 10, border: `1px solid ${IPS_BORDER}`, borderRadius: 4, overflow: 'hidden' }}>
        {/* Section label header */}
        <div style={{ background: IPS_LIGHT, borderBottom: `2px solid ${IPS_RED}`, padding: '4px 14px', display: 'flex', justifyContent: 'space-between', alignItems: 'center' }}>
          <span style={{ fontSize: 12, fontWeight: 700, color: IPS_RED, textTransform: 'uppercase', letterSpacing: 1 }}>{s.name}</span>
          <span style={{ fontSize: 11, color: IPS_GRAY, fontVariantNumeric: 'tabular-nums' }}>Ø{s.refDiameter}" · {(s.length||0).toLocaleString()} ft · {t.days} days</span>
        </div>
        <div style={{ padding: '6px 14px 10px' }}>
          {/* Flat 5-category pricing rows */}
          {[
            { label: 'Project Personnel', value: t.personnelTotal * mf },
            { label: 'Equipment and Materials', value: t.equipTotal * mf },
            {
              label: 'Chemicals and Coating',
              value: t.chemCoatTotal * mf,
              csLabel: (s.chemicals.hcl?.status === 'client' && s.coating.status === 'client') ? 'Client Supplied'
                : s.chemicals.hcl?.status === 'client' ? 'Chemicals – Client Supplied'
                : s.coating.status === 'client' ? 'Coating – Client Supplied'
                : null,
            },
            { label: 'Subcontractors', value: t.subTotal * mf },
            { label: 'Disposal', value: t.dispTotal * mf },
          ].map(({ label, value, csLabel }) => (
            <div key={label} style={{ display: 'flex', justifyContent: 'space-between', alignItems: 'center', fontSize: 12, fontWeight: 700, lineHeight: 2, color: IPS_DARK }}>
              <span>{label}</span>
              {csLabel
                ? <span style={{ fontSize: 11, color: '#92400e', fontWeight: 600, fontStyle: 'italic' }}>{csLabel}</span>
                : <span style={{ fontVariantNumeric: 'tabular-nums', fontWeight: 400 }}>{fmt(value)}</span>
              }
            </div>
          ))}
          {/* Section subtotal */}
          <div style={{ borderTop: `1px solid ${IPS_BORDER}`, marginTop: 4, paddingTop: 4, display: 'flex', justifyContent: 'space-between', alignItems: 'center' }}>
            <span style={{ fontSize: 12, fontWeight: 700, color: IPS_DARK }}>{s.name} Total</span>
            <span style={{ fontSize: 13, fontWeight: 800, fontVariantNumeric: 'tabular-nums', color: IPS_DARK }}>{fmt(t.sectionTotal)}</span>
          </div>
        </div>
      </div>
    );
  };

  const renderFooterBlock = () => (
    <React.Fragment>
      <div style={hdivStyle} />
      {/* Grand total */}
      <div style={{ display: 'flex', justifyContent: 'flex-end', marginBottom: 6 }}>
        <div style={{
          display: 'flex', alignItems: 'center', gap: 20,
          background: IPS_LIGHT, border: `1px solid ${IPS_BORDER}`, borderLeft: `4px solid ${IPS_RED}`,
          borderRadius: 4, padding: '10px 18px',
        }}>
          <span style={{ fontSize: 13, fontWeight: 700, color: IPS_DARK, textTransform: 'uppercase', letterSpacing: 0.5 }}>Total Project Quote</span>
          <span style={{ fontSize: 19, fontWeight: 800, fontVariantNumeric: 'tabular-nums', color: IPS_DARK }}>{fmt(grand)}</span>
        </div>
      </div>
      <div style={{ fontSize: 9.5, color: IPS_GRAY, lineHeight: 1.45, marginBottom: 5, textAlign: 'right' }}>
        <div>* Total Project Quote Does Not Include Applicable Sales Tax</div>
      </div>
      <div style={hdivStyle} />

      {/* Standby Rate / Early Cancellation charges — label and amount kept close together, left-aligned */}
      <div style={{ display: 'grid', gridTemplateColumns: '1fr 1fr 1fr', gap: 0, fontSize: 11, fontWeight: 700, lineHeight: 1.7, marginBottom: 5 }}>
        <div>Standby Rate Per Day</div>
        <div style={{ color: IPS_RED, fontVariantNumeric: 'tabular-nums' }}>{fmt(standbyRate)}</div>
        <div />
        <div>Early Cancellation Charge</div>
        <div style={{ color: IPS_RED, fontVariantNumeric: 'tabular-nums' }}>{fmt(earlyCancel)}</div>
        <div />
      </div>

      {/* Legal boilerplate paragraphs — kept together to prevent orphaned lines */}
      <div style={{ pageBreakInside: 'avoid', breakInside: 'avoid', marginTop: 10 }}>
      <div style={{ fontSize: 8.5, color: IPS_GRAY, lineHeight: 1.45, marginBottom: 6 }}>
        Quotation/Estimate is submitted for your consideration and will remain valid for (45) days, and is subject to the provisions stated herein, which shall be the controlling terms of the agreement between the parties, relating to the work described herein, not withstanding other terms to the contrary. Once a purchase order or contract is issued, and the Work is delayed or suspended beyond the scheduled start date or at any time during the completion of the Work, not attributable to Internal Pipeline Services, the Standby Rate will apply for each day Internal Pipeline Services is delayed or suspended. If the Work is at any time terminated, not attributable to Internal Pipeline Services, the Early Cancellation Charge will apply.
      </div>
      <div style={hdivThin} />
      <div style={{ fontSize: 8.5, color: IPS_GRAY, lineHeight: 1.45, marginTop: 3 }}>
        Union Labor, Material and/or Equipment is not included in the subsequent estimates and if required, IPS shall invoice upon completion of each phase/section, due upon receipt. Above pricing does not include any applicable State and Local Taxes or other governmental Fees or Duties.
      </div>
      </div>{/* end no-break legal block */}
    </React.Fragment>
  );

  // Measure the header, each section card, and the footer block off-screen
  // at the real page content width (960 doc width − 48px×2 page padding),
  // then bucket sections across as many Page-2 sheets as needed so nothing
  // shrinks and nothing splits mid-section or mid-footer.
  React.useLayoutEffect(() => {
    const headerH = measureHeaderRef.current ? measureHeaderRef.current.offsetHeight : 0;
    const footerH = measureFooterRef.current ? measureFooterRef.current.offsetHeight : 0;
    const secHeights = project.sections.map((_, i) => {
      const el = measureSectionRefs.current[i];
      return el ? el.offsetHeight + 10 : 0; // +10 for the card's own marginBottom
    });
    // Bail if the off-screen pass hasn't laid out yet — keeps prior buckets.
    if (!headerH || (project.sections.length > 0 && secHeights.some(h => h < 10))) return;

    const PAGE_CONTENT_BUDGET = 1120; // ≈1244 page height − padding − footer nav, with a safety margin
    const buckets = [];
    let cur = { sections: [], usedHeight: headerH + 10 };
    secHeights.forEach((h, idx) => {
      if (cur.sections.length > 0 && cur.usedHeight + h > PAGE_CONTENT_BUDGET) {
        buckets.push(cur);
        cur = { sections: [], usedHeight: 10 };
      }
      cur.sections.push(idx);
      cur.usedHeight += h;
    });
    if (cur.sections.length === 0 || cur.usedHeight + footerH <= PAGE_CONTENT_BUDGET) {
      cur.hasFooter = true;
      buckets.push(cur);
    } else {
      buckets.push(cur);
      buckets.push({ sections: [], usedHeight: footerH, hasFooter: true });
    }
    setPage2Buckets(prev => {
      const same = prev.length === buckets.length && prev.every((p, i) =>
        p.hasFooter === buckets[i].hasFooter && p.sections.join(',') === buckets[i].sections.join(',')
      );
      return same ? prev : buckets;
    });
  }, [project]);

  const pageOffset = Math.max(0, page2Buckets.length - 1);
  const TOTAL_PAGES = 6 + pageOffset;
  const pageFooter = (pageNum) => (
    <div style={{
      display: 'flex', justifyContent: 'space-between', alignItems: 'center',
      borderTop: `1px solid ${IPS_BORDER}`, marginTop: isMobile ? 18 : 'auto', paddingTop: 8,
      fontSize: 9.5, color: '#9a9a9a',
    }}>
      <span>Internal Pipeline Services &nbsp;·&nbsp; {confidentialLabelShort}</span>
      <span style={{ fontVariantNumeric: 'tabular-nums' }}>Page {pageNum} of {TOTAL_PAGES}</span>
    </div>
  );




  return (
    <div style={{ fontFamily: "'Arial', 'Helvetica Neue', 'Helvetica', sans-serif" }}>
      <style dangerouslySetInnerHTML={{__html: `@media print {
  .bid-toolbar { display: none !important; }
  .app-header { display: none !important; }
  .app-tabs { display: none !important; }
  .app-content-pad { padding: 0 !important; max-width: 100% !important; margin: 0 !important; }
  .invoice-doc { border-radius: 0 !important; box-shadow: none !important; max-width: 100% !important; }
  .invoice-doc { font-size: 10.5pt !important; }
  .invoice-doc table td, .invoice-doc table th { font-size: 10pt !important; }
  @page { margin: 0.5in; size: letter; }
  .bid-doc { background: #fff !important; margin: 0 !important; padding: 0 !important; }
  .bid-doc > div { background: #fff !important; padding: 0 !important; margin: 0 !important; max-width: 100% !important; }
  .bid-cover-page { border: none !important; box-shadow: none !important; border-radius: 0 !important; min-height: 0 !important; page-break-after: always !important; break-after: page !important; margin: 0 !important; padding: 0 !important; marginBottom: 0 !important; }
  .bid-cover-photo { overflow: visible !important; }
  .bid-cover-photo img { width: 100% !important; height: auto !important; display: block !important; max-height: 480px !important; object-fit: cover !important; object-position: bottom !important; }
  .bid-inner-page { border: none !important; box-shadow: none !important; border-radius: 0 !important; padding: 18px 24px !important; margin: 0 !important; page-break-after: always !important; break-after: page !important; page-break-inside: avoid !important; }
  .bid-inner-page-last { border: none !important; box-shadow: none !important; border-radius: 0 !important; padding: 18px 24px !important; margin: 0 !important; page-break-after: avoid !important; break-after: avoid !important; }
  .bid-section-block { page-break-inside: avoid !important; break-inside: avoid !important; }
}

@media (max-width: 700px) {
  .bid-inner-page { padding: 20px 12px !important; }
  .bid-scroll-table { overflow-x: auto; display: block; -webkit-overflow-scrolling: touch; }
  .bid-scroll-table table { min-width: 480px; }
}
`}} />
      {/* Off-screen measurement pass for Page 2 pagination — same width as the
          real page's content area (960 doc width − 48px×2 page padding), so
          measured heights match exactly what will be displayed/exported. */}
      <div aria-hidden="true" style={{ position: 'absolute', top: -99999, left: -99999, width: 864, visibility: 'hidden', pointerEvents: 'none' }}>
        <div ref={measureHeaderRef} style={{ overflow: 'hidden' }}>{renderScopeHeader()}</div>
        {sts.map(({ s, t }, i) => renderSectionCard(s, t, el => { measureSectionRefs.current[i] = el; }))}
        <div ref={measureFooterRef} style={{ overflow: 'hidden' }}>{renderFooterBlock()}</div>
      </div>
      {/* Toolbar */}
      <div className="bid-toolbar" style={{ display: 'flex', justifyContent: 'space-between', alignItems: 'center', marginBottom: 20 }}>
        <div>
          <div style={{ fontSize: 17, fontWeight: 700, color: C.blueLight }}>Final Bid Package</div>
          <div style={{ fontSize: 12, color: C.textMuted, marginTop: 2 }}>
            {project.clientName || 'No client'} · {project.sections.length} section{project.sections.length !== 1 ? 's' : ''} · {fmt(grand)}
          </div>
        </div>
        <div style={{ display: 'flex', alignItems: 'center', gap: 16 }}>
          <label style={{ display: 'flex', alignItems: 'center', gap: 7, fontSize: 13, color: C.textSecondary, cursor: 'pointer', userSelect: 'none' }}>
            <input
              type="checkbox"
              checked={budgetary}
              onChange={e => setBudgetary(e.target.checked)}
              style={{ width: 16, height: 16, cursor: 'pointer', accentColor: '#1d4ed8' }}
            />
            Budgetary
          </label>
          <button
            onClick={downloadPdf}
            disabled={pdfBusy}
            style={{
              display: 'flex', alignItems: 'center', gap: 8,
              padding: '9px 18px', background: pdfBusy ? '#9ca3af' : '#8B1A1A', color: '#fff',
              border: 'none', borderRadius: 6, fontSize: 13, fontWeight: 700,
              cursor: pdfBusy ? 'default' : 'pointer', letterSpacing: 0.2,
            }}
          >
            {pdfBusy ? 'Generating PDF…' : '⬇ Download PDF'}
          </button>
        </div>
      </div>
      {pdfError && (
        <div className="bid-toolbar" style={{ background: '#fef2f2', border: '1px solid #fca5a5', color: '#991b1b', fontSize: 12, padding: '8px 14px', borderRadius: 6, marginBottom: 14 }}>
          {pdfError}
        </div>
      )}

      <div className="bid-doc" ref={bidDocRef} style={{
        background: '#d0d0d0',
        margin: '0 -16px',
        padding: '24px 8px',
        overflowX: 'hidden',
      }}>
      <div style={docStyle}>

        {/* ══ PAGE 1: COVER ══ */}
        <div className="bid-cover-page" style={{
          background: '#ffffff',
          color: '#1a1a1a',
          border: '1px solid #ddd',
          borderRadius: 4,
          marginBottom: 24,
          pageBreakAfter: 'always',
          boxShadow: '0 2px 12px rgba(0,0,0,0.15)',
          boxSizing: 'border-box',
          width: '100%',
          overflow: 'visible',
          display: 'flex',
          flexDirection: 'column',
          minHeight: 1244,
          WebkitPrintColorAdjust: 'exact',
          printColorAdjust: 'exact',
        }}>

          {/* TOP DARK HEADER */}
          <div style={{ background: '#1a1a1a', padding: '22px 40px', display: 'flex', justifyContent: 'space-between', alignItems: 'center', WebkitPrintColorAdjust: 'exact', printColorAdjust: 'exact' }}>
            <img src={IPS_LOGO_IMG} alt="IPS" style={{ height: 44, width: 'auto', objectFit: 'contain', mixBlendMode: 'multiply' }} />
            <div style={{ textAlign: 'right' }}>
              <div style={{ fontSize: 10, letterSpacing: 3, textTransform: 'uppercase', color: 'rgba(255,255,255,0.55)', marginBottom: 3 }}>Confidential Quotation</div>
              <div style={{ fontSize: 11, color: 'rgba(255,255,255,0.8)', fontVariantNumeric: 'tabular-nums', letterSpacing: 1 }}>
                {quoteNum ? `Quote # ${quoteNum}` : ''}{quoteNum && dateStr ? '  ·  ' : ''}{dateStr}
              </div>
            </div>
          </div>

          {/* RED STRIPE */}
          <div style={{ height: 5, background: '#8B1A1A', WebkitPrintColorAdjust: 'exact', printColorAdjust: 'exact' }} />

          {/* COVER PHOTO */}
          <div className="bid-cover-photo" style={{ width: '100%', WebkitPrintColorAdjust: 'exact', printColorAdjust: 'exact' }}>
            <img src={IPS_COVER_PHOTO} alt="" style={{ width: '100%', height: 'auto', display: 'block' }} />
          </div>

          {/* WHITE BODY */}
          <div style={{ flex: 1, display: 'flex', flexDirection: 'column', padding: '52px 56px 40px', background: '#ffffff', color: '#1a1a1a' }}>

            <div style={{ marginBottom: 6 }}>
              <div style={{ fontSize: 11, letterSpacing: 4, textTransform: 'uppercase', color: '#8B1A1A', marginBottom: 14, fontWeight: 600 }}>
                Prepared For
              </div>
              <div style={{ fontSize: 42, fontWeight: 800, color: '#1a1a1a', lineHeight: 1.1, marginBottom: 10, fontFamily: "'Arial Black','Arial',sans-serif" }}>
                {project.clientName || 'Client Name'}
              </div>
              {project.location && <div style={{ fontSize: 15, color: '#4a4a4a', marginBottom: 6 }}>{project.location}</div>}
            </div>

            <div style={{ height: 3, background: '#8B1A1A', width: 80, marginBottom: 20, marginTop: 8, WebkitPrintColorAdjust: 'exact', printColorAdjust: 'exact' }} />

            <div style={{ fontSize: 15, fontWeight: 600, color: '#4a4a4a', lineHeight: 1.6, maxWidth: 420 }}>
              Internal Pipeline Cleaning &amp; Epoxy Coating Proposal
            </div>

            <div style={{ marginTop: 'auto', paddingTop: 40, display: 'flex', justifyContent: 'space-between', alignItems: 'flex-end', borderTop: '1px solid #e5e5e5' }}>
              <div style={{ fontSize: 9.5, color: '#9a9a9a', paddingTop: 8 }}>
                Internal Pipeline Services &nbsp;·&nbsp; Venus, TX
              </div>
              <div style={{ fontSize: 9.5, color: '#9a9a9a', fontVariantNumeric: 'tabular-nums', paddingTop: 8 }}>
                Page 1 of {TOTAL_PAGES}
              </div>
            </div>

          </div>

        </div>

        {/* ══ PAGE 2: QUOTE SUMMARY (auto-paginates — margins stay fixed; sections
             overflow onto additional same-style pages instead of shrinking) ══ */}
        {page2Buckets.map((bucket, bIdx) => {
          const isFirstP2 = bIdx === 0;
          const pageNum = 2 + bIdx;
          return (
            <div key={`page2-${bIdx}`} className="bid-inner-page" style={pageStyle}>
              {isFirstP2 ? renderScopeHeader() : (
                <React.Fragment>
                  <div style={{ display: 'flex', justifyContent: 'space-between', alignItems: 'center', marginBottom: 10 }}>
                    {logoBlock}
                    <div style={{ fontSize: 12, color: IPS_GRAY, fontStyle: 'italic' }}>Quote Summary (continued)</div>
                  </div>
                  <div style={hdivThin} />
                </React.Fragment>
              )}
              <div style={{ marginBottom: 8, marginTop: isFirstP2 ? 10 : 0 }}>
                {bucket.sections.map(idx => {
                  const { s, t } = sts[idx];
                  return renderSectionCard(s, t, null);
                })}
              </div>
              {bucket.hasFooter && renderFooterBlock()}
              {pageFooter(pageNum)}
            </div>
          );
        })}

        {/* ══ PAGE 3: PROGRESSIVE PAYMENTS ══ */}
        <div className="bid-inner-page" style={pageStyle}>
          <div style={{ display: 'flex', justifyContent: 'space-between', alignItems: 'flex-start', marginBottom: 16 }}>
            {logoBlock}
          </div>
          <div style={hdivThin} />

          <div style={{ fontSize: 16, fontWeight: 700, textDecoration: 'underline', marginBottom: 20, fontFamily: "'Arial',sans-serif" }}>
            Progressive Payment Schedule
          </div>

          {/* Payment rows */}
          <div className="bid-scroll-table">
          <table style={{ width: '100%', borderCollapse: 'collapse', fontSize: 12, marginBottom: 24 }}>
            <tbody>
              {payments.map((p) => (
                <tr key={p.num} style={{ borderTop: `1px solid ${IPS_BORDER}`, borderBottom: `1px solid ${IPS_BORDER}` }}>
                  <td style={{ padding: '12px 16px', width: 120, fontWeight: 600, verticalAlign: 'top', color: IPS_DARK }}>{p.label}</td>
                  <td style={{ padding: '12px 16px', color: IPS_GRAY, lineHeight: 1.7, verticalAlign: 'top' }}>
                    {p.descSimple.split('\n').map((line, i) => <div key={i}>{line}</div>)}
                  </td>
                  <td style={{ padding: '12px 16px', textAlign: 'right', fontVariantNumeric: 'tabular-nums', fontWeight: 700, fontSize: 13, verticalAlign: 'top', whiteSpace: 'nowrap' }}>
                    $ {Math.round(p.amount).toLocaleString('en-US',{minimumFractionDigits:2,maximumFractionDigits:2})}
                  </td>
                </tr>
              ))}
            </tbody>
          </table>
          </div>
          <div style={{ display: 'flex', justifyContent: 'flex-end' }}>
            <table style={{ borderCollapse: 'collapse', fontSize: 13 }}>
              <tbody>
                <tr>
                  <td style={{ border: `1px solid ${IPS_BORDER}`, padding: '10px 24px', fontWeight: 700, background: '#f9f9f9' }}>Total Payments:</td>
                  <td style={{ border: `1px solid ${IPS_BORDER}`, padding: '10px 24px', fontVariantNumeric: 'tabular-nums', fontWeight: 800, fontSize: 14, background: '#fff' }}>
                    ${Math.round(grand).toLocaleString('en-US',{minimumFractionDigits:2,maximumFractionDigits:2})}
                  </td>
                </tr>
              </tbody>
            </table>
          </div>

          <div style={{ marginTop: 24, fontSize: 11, color: IPS_GRAY, fontStyle: 'italic', lineHeight: 1.7 }}>
            A final coating inspection will be performed for each section. The work will be considered complete upon successful completion of the inspection in accordance with the quoted requirements. The Client may have a representative present to witness the inspection. If the Client elects not to attend or is unavailable at the scheduled inspection time, IPS may proceed and provide the completed inspection documentation with the final invoice.
          </div>

          {pageFooter(3 + pageOffset)}
        </div>

        {/* ══ PAGE 4: SCHEDULE 1 — CLIENT SUPPLIED ══
             Always a single consolidated page — items are aggregated/deduplicated
             across all sections so the list never repeats per-section and never
             references section names. */}
        {(
          <div className="bid-inner-page" style={pageStyle}>
            <div style={{ display: 'flex', justifyContent: 'space-between', alignItems: 'flex-start', marginBottom: 16 }}>
              {logoBlock}
            </div>
            <div style={hdivThin} />
            <div style={{ textAlign: 'center', fontSize: 15, fontWeight: 700, textDecoration: 'underline', marginBottom: 14, fontFamily: "'Arial',sans-serif" }}>
              Schedule 1
            </div>
            <div style={{ fontSize: 13, fontWeight: 700, textDecoration: 'underline', marginBottom: 6 }}>
              Client Responsibilities, Site Requirements and Exclusions
            </div>
            <div style={{ fontSize: 11, fontStyle: 'italic', color: IPS_GRAY, marginBottom: 16 }}>
              * Quantities Are Best Estimates. Actual Pipeline Conditions Will Determine Final Values.
            </div>
            <table style={{ width: '100%', borderCollapse: 'collapse', fontSize: 11.5 }}>
              <thead>
                <tr style={{ borderBottom: `2px solid ${IPS_DARK}` }}>
                  <th style={{ textAlign: 'left', padding: '6px 8px', fontWeight: 700, fontSize: 12 }}>Item Description</th>
                  <th style={{ textAlign: 'center', padding: '6px 8px', fontWeight: 700, fontSize: 12, width: 80 }}>Qty</th>
                  <th style={{ textAlign: 'left', padding: '6px 8px', fontWeight: 700, fontSize: 12, width: 80 }}>Unit</th>
                </tr>
              </thead>
              <tbody>
                {scheduleOneRows.map(item => (
                  <tr key={item.id} style={{ borderBottom: `1px solid ${IPS_BORDER}` }}>
                    <td style={{ padding: '9px 8px', lineHeight: 1.55, color: IPS_DARK, verticalAlign: 'top' }} colSpan={3}>
                      {item.text.replace('{DAYS}', totalDays)}
                    </td>
                  </tr>
                ))}
                {sts.some(({ s }) => s.chemicals.potableWater?.status === 'client') && (
                  <tr style={{ borderBottom: `1px solid ${IPS_BORDER}` }}>
                    <td style={{ padding: '9px 8px', lineHeight: 1.55, color: IPS_DARK }}>Potable Water For Flushing and Chemical Batches</td>
                    <td style={{ padding: '9px 8px', fontVariantNumeric: 'tabular-nums', fontWeight: 700, textAlign: 'center' }}>{totalWaterGals.toLocaleString()}</td>
                    <td style={{ padding: '9px 8px', color: IPS_GRAY }}>Gallons</td>
                  </tr>
                )}
                {disposalAllCS && (
                  <tr style={{ borderBottom: `1px solid ${IPS_BORDER}`, background: '#fffbf0' }}>
                    <td style={{ padding: '9px 8px', lineHeight: 1.55, color: IPS_DARK, fontWeight: 600 }} colSpan={3}>
                      {CS_ROW2B_CLIENT_DISPOSAL_TEXT}
                    </td>
                  </tr>
                )}
                {(() => {
                  const disposalLabels = Object.values(DISP_LABELS).map(l => l.toLowerCase());
                  return allCS.filter(item => {
                    const lbl = (typeof item==='object' ? item.label : item).toLowerCase();
                    if (lbl === 'potable water' || lbl.startsWith('potable water')) return false;
                    if (disposalAllCS && disposalLabels.some(dl => lbl === dl || dl === lbl)) return false;
                    return true;
                  });
                })().map((item, i) => {
                  const lbl = typeof item==='object' ? item.label : item;
                  const qty = typeof item==='object' ? item.qty : null;
                  const unit = typeof item==='object' ? item.unit : null;
                  return (
                    <tr key={i} style={{ borderBottom: `1px solid ${IPS_BORDER}`, background: '#fffbf0' }}>
                      <td style={{ padding: '9px 8px', lineHeight: 1.55, color: IPS_DARK }}>{lbl}</td>
                      <td style={{ padding: '9px 8px', fontVariantNumeric: 'tabular-nums', fontWeight: qty?700:400, textAlign: 'center', color: qty?IPS_DARK:IPS_GRAY }}>{qty!=null?qty.toLocaleString():'—'}</td>
                      <td style={{ padding: '9px 8px', color: IPS_GRAY }}>{unit||''}</td>
                    </tr>
                  );
                })}
              </tbody>
            </table>
            {pageFooter(4 + pageOffset)}
          </div>
        )}

        {/* ══ PAGES 5–6: TERMS & CONDITIONS ══
             Split across two full-size pages (same borders/padding as every
             other page) instead of shrinking the whole clause list to fit
             one page. TERMS_SPLIT_INDEX is a fixed paragraph count — this is
             static boilerplate text, so a hardcoded split keeps both halves
             consistently balanced without needing to measure rendered
             height at runtime. */}
        {(() => {
          const paras = TERMS_AND_CONDITIONS.split('\n\n');
          const TERMS_SPLIT_INDEX = 11; // paragraphs 1–11 on page 5, 12–16 on page 6
          const firstHalf = paras.slice(0, TERMS_SPLIT_INDEX);
          const secondHalf = paras.slice(TERMS_SPLIT_INDEX);
          return (
            <React.Fragment>
              <div className="bid-inner-page" style={pageStyle}>
                <div style={{ display: 'flex', justifyContent: 'space-between', alignItems: 'flex-start', marginBottom: 16 }}>
                  {logoBlock}
                </div>
                <div style={hdivThin} />

                <div style={{ fontSize: 13, fontWeight: 700, textAlign: 'center', textTransform: 'uppercase', letterSpacing: 1, marginBottom: 20, fontFamily: "'Arial',sans-serif" }}>
                  Standard Terms and Conditions
                </div>

                <div style={{ fontSize: 10.5, color: IPS_GRAY, lineHeight: 1.75 }}>
                  {firstHalf.map((para, i) => (
                    <p key={i} style={{ marginBottom: 10 }}>{para}</p>
                  ))}
                </div>

                {pageFooter(5 + pageOffset)}
              </div>

              <div className="bid-inner-page-last" style={{ ...pageStyle, pageBreakAfter: 'avoid', breakAfter: 'avoid' }}>
                <div style={{ display: 'flex', justifyContent: 'space-between', alignItems: 'flex-start', marginBottom: 16 }}>
                  {logoBlock}
                </div>
                <div style={hdivThin} />

                <div style={{ fontSize: 13, fontWeight: 700, textAlign: 'center', textTransform: 'uppercase', letterSpacing: 1, marginBottom: 20, fontFamily: "'Arial',sans-serif" }}>
                  Standard Terms and Conditions (continued)
                </div>

                <div style={{ fontSize: 10.5, color: IPS_GRAY, lineHeight: 1.75 }}>
                  {secondHalf.map((para, i) => (
                    <p key={i + TERMS_SPLIT_INDEX} style={{ marginBottom: 10 }}>{para}</p>
                  ))}
                </div>

                {pageFooter(6 + pageOffset)}
              </div>
            </React.Fragment>
          );
        })()}

      </div>
      </div>
    </div>
  );
}

// ── APP ────────────────────────────────────────────────────────────────────
function LoginScreen({ onUnlock }) {
  const [code, setCode] = React.useState('');
  const [err, setErr]   = React.useState(false);
  const [shake, setShake] = React.useState(false);

  const attempt = () => {
    if (code === '8522') {
      sessionStorage.setItem('ipsbid_auth', '1');
      onUnlock();
    } else {
      setErr(true);
      setShake(true);
      setCode('');
      setTimeout(()=>setShake(false), 500);
    }
  };

  return (
    <div style={{minHeight:'100vh',background:'#0f1117',display:'flex',flexDirection:'column',alignItems:'center',justifyContent:'center',fontFamily:"'DM Sans','Segoe UI',sans-serif"}}>
      <style>{`@keyframes shake{0%,100%{transform:translateX(0)}20%,60%{transform:translateX(-8px)}40%,80%{transform:translateX(8px)}}`}</style>
      <div style={{width:52,height:52,borderRadius:10,background:'#8B1A1A',display:'flex',alignItems:'center',justifyContent:'center',fontSize:14,fontWeight:800,color:'#fff',letterSpacing:0.5,marginBottom:20}}>IPS</div>
      <div style={{fontSize:20,fontWeight:800,color:'#e8ecf0',marginBottom:4}}>IPSBid</div>
      <div style={{fontSize:13,color:'#64748b',marginBottom:32}}>Pipeline Bid Calculator</div>
      <div style={{background:'#1e2433',borderRadius:14,padding:'28px 32px',width:'90%',maxWidth:320,boxShadow:'0 8px 32px rgba(0,0,0,0.4)',animation:shake?'shake 0.4s ease':'none'}}>
        <div style={{fontSize:13,fontWeight:600,color:'#94a3b8',marginBottom:12,textAlign:'center',textTransform:'uppercase',letterSpacing:1}}>Enter Access Code</div>
        <input
          type="password"
          inputMode="numeric"
          value={code}
          onChange={e=>{setCode(e.target.value);setErr(false);}}
          onKeyDown={e=>e.key==='Enter'&&attempt()}
          placeholder="••••"
          maxLength={8}
          autoFocus
          className="login-input"
          style={{width:'100%',padding:'13px',fontSize:22,textAlign:'center',letterSpacing:8,border:`2px solid ${err?'#ef4444':'#2d3f55'}`,borderRadius:10,background:'#0f1117',color:'#e8ecf0',outline:'none',boxSizing:'border-box',marginBottom:err?8:16}}
        />
        {err && <div style={{fontSize:12,color:'#ef4444',textAlign:'center',marginBottom:12}}>Incorrect code. Try again.</div>}
        <button onClick={attempt}
          style={{width:'100%',padding:'12px',background:'#8B1A1A',border:'none',borderRadius:10,color:'#fff',fontWeight:700,fontSize:15,cursor:'pointer'}}>
          Unlock
        </button>
      </div>
    </div>
  );
}

function App() {
  const [authed, setAuthed] = React.useState(()=>sessionStorage.getItem('ipsbid_auth')==='1');
  if (!authed) return <LoginScreen onUnlock={()=>setAuthed(true)} />;
  return <AppInner />;
}

function AppInner() {
  const [projects, setProjects]   = React.useState([]);
  const [activeId, setActiveId]   = React.useState(()=>loadActiveId());
  const [activeTab, setActiveTab] = React.useState('home');
  const [loading, setLoading]     = React.useState(true);
  const [folders, setFolders]     = React.useState([]);

  // Keep a ref to activeId so the snapshot closure can read the current value
  const activeIdRef = React.useRef(activeId);
  React.useEffect(()=>{ activeIdRef.current = activeId; }, [activeId]);

  // Track the updatedAt of the last save we made, so we can ignore our own Firestore echo
  const lastSavedAtRef = React.useRef(0);

  // Step 1: sync global defaults from Firestore, THEN subscribe to bids
  React.useEffect(()=>{
    let unsub = null;
    syncGlobalDefaultsFromFirestore(()=>{
      unsub = db.collection('bids')
        .orderBy('updatedAt','desc')
        .onSnapshot(snap=>{
          setProjects(prev=>{
            const prevMap = Object.fromEntries(prev.map(p=>[p.id, p]));
            const merged = snap.docs
              .filter(d=>d.id !== '__globalDefaults')
              .map(d=>{
                const remote = { id: d.id, ...d.data() };
                const local = prevMap[remote.id];
                if (remote.id === activeIdRef.current && local) {
                  // If this is our own echo (same or older timestamp), keep local state
                  if ((remote.updatedAt||0) <= lastSavedAtRef.current) return local;
                  // Genuinely newer from another device — accept it
                  return hydrateProject(remote);
                }
                return local ? local : hydrateProject(remote);
              });
            setLoading(false);
            return merged;
          });
        }, err=>{
          console.error('Firestore error:', err);
          setLoading(false);
        });
    });
    return ()=>{ if (unsub) unsub(); };
  }, []);

  // Auto-create the Default Bid Sheet template if it doesn't exist yet
  React.useEffect(() => {
    if (loading) return;
    const hasTemplate = projects.some(p => p.isDefaultTemplate);
    if (!hasTemplate) {
      const tmpl = {
        ...newProject(),
        id: 'proj_default_template',
        clientName: 'Default Bid Sheet',
        isDefaultTemplate: true,
        createdAt: Date.now(),
        updatedAt: Date.now(),
      };
      saveProject(tmpl);
      setProjects(prev => {
        if (prev.some(p => p.isDefaultTemplate)) return prev;
        return [...prev, tmpl];
      });
    }
  }, [loading]);

  // Persist activeId locally so it survives page refresh
  React.useEffect(()=>{ saveActiveId(activeId); }, [activeId]);

  // ── Folders: real-time Firestore listener ──────────────────────────────
  React.useEffect(()=>{
    const unsub = db.collection('bids').doc('__folders')
      .onSnapshot(doc=>{
        if (doc.exists) {
          const data = doc.data();
          setFolders(Array.isArray(data.list) ? data.list : []);
        } else {
          setFolders([]);
        }
      }, err=>console.error('Folders sync error:', err));
    return ()=>unsub();
  }, []);

  const saveFolders = (list) => {
    db.collection('bids').doc('__folders').set({ list }).catch(e=>console.error('Folders save error:',e));
  };

  const handleCreateFolder = (name) => {
    setFolders(prev=>{
      const next = [...prev, { id: 'f'+Date.now(), name, createdAt: Date.now() }];
      saveFolders(next);
      return next;
    });
  };
  const handleRenameFolder = (id, name) => {
    setFolders(prev=>{
      const next = prev.map(f=>f.id===id?{...f,name}:f);
      saveFolders(next);
      return next;
    });
  };
  const handleDeleteFolder = (id) => {
    // Unassign projects in this folder and save each back to Firestore
    setProjects(prev=>prev.map(p=>{
      if (p.folderId !== id) return p;
      const updated = {...p, folderId: null, updatedAt: Date.now()};
      saveProject(updated);
      return updated;
    }));
    setFolders(prev=>{
      const next = prev.filter(f=>f.id!==id);
      saveFolders(next);
      return next;
    });
  };
  const handleMoveToFolder = (projectId, folderId) => {
    setProjects(prev=>prev.map(p=>{
      if(p.id!==projectId) return p;
      const updated = {...p, folderId: folderId||null, updatedAt:Date.now()};
      saveProject(updated);
      return updated;
    }));
  };

  // Write a full sanitized project doc to Firestore
  const saveProject = (p) => {
    lastSavedAtRef.current = p.updatedAt || Date.now();
    const clean = sanitizeForFirestore(p);
    db.collection('bids').doc(p.id).set(clean).catch(e=>console.error('Save error:',e));
  };

  const project = projects.find(p=>p.id===activeId) || null;

  const updateProject = (field, value) => {
    setProjects(prev=>prev.map(p=>{
      if (p.id !== activeId) return p;
      let updated;
      if (field==='addSection') {
        const ns = defaultSection(nextSecId(), p.sections.length + 1);
        setActiveTab(`sec-${ns.id}`);
        updated = {...p, sections:[...p.sections, ns], updatedAt:Date.now()};
      } else if (field==='duplicateSection') {
        const src = p.sections[value];
        const newId = nextSecId();
        const ns = { ...JSON.parse(JSON.stringify(src)), id: newId, name: src.name + ' (Copy)' };
        const secs = [...p.sections.slice(0, value+1), ns, ...p.sections.slice(value+1)];
        setActiveTab(`sec-${newId}`);
        updated = {...p, sections: secs, updatedAt:Date.now()};
      } else if (field==='removeSection') {
        const secs = p.sections.filter((_,i)=>i!==value);
        setActiveTab(`sec-${secs[0].id}`);
        updated = {...p, sections:secs, updatedAt:Date.now()};
      } else {
        updated = {...p, [field]:value, updatedAt:Date.now()};
      }
      saveProject(updated);
      return updated;
    }));
  };

  const updateSection = (id, updatedSec) => {
    setProjects(prev=>prev.map(p=>{
      if (p.id !== activeId) return p;
      const updated = {...p, sections:p.sections.map(s=>s.id===id?updatedSec:s), updatedAt:Date.now()};
      saveProject(updated);
      return updated;
    }));
  };

  const handleCreate = () => {
    const templateProject = projects.find(p => p.isDefaultTemplate);
    const p = newProject();
    if (templateProject && templateProject.sections && templateProject.sections.length > 0) {
      // Copy section settings from Default Bid Sheet first section, but give fresh id/name
      const tplSec = templateProject.sections[0];
      const freshId = nextSecId();
      p.sections = [{ ...tplSec, id: freshId, name: 'Section 1' }];
    }
    saveProject(p);
    setProjects(prev=>[p, ...prev]);
    setActiveId(p.id);
    setActiveTab('home');
  };

  const handleDelete = (id) => {
    const target = projects.find(p => p.id === id);
    if (target && target.isDefaultTemplate) return; // Cannot delete Default Bid Sheet
    db.collection('bids').doc(id).delete().catch(e=>console.error('Delete error:',e));
    setProjects(prev=>prev.filter(p=>p.id!==id));
    if (activeId===id) setActiveId(null);
  };

  const handleDuplicate = (id) => {
    const source = projects.find(p => p.id === id);
    if (!source) return;
    const now = Date.now();
    // Deep-clone the source project, give it a new id/timestamps, mark name as copy
    const dupe = JSON.parse(JSON.stringify(source));
    dupe.id = 'proj_' + now;
    dupe.clientName = (source.clientName || 'Unnamed Project') + ' (Copy)';
    dupe.createdAt = now;
    dupe.updatedAt = now;
    dupe.isDefaultTemplate = false; // copies are never the locked template
    // Give each section a fresh id so they don't collide
    dupe.sections = dupe.sections.map(s => ({ ...s, id: nextSecId() }));
    saveProject(dupe);
    setProjects(prev => [dupe, ...prev]);
  };

  if (loading) {
    return (
      <div style={{minHeight:'100vh',background:'#0f1117',display:'flex',flexDirection:'column',alignItems:'center',justifyContent:'center',gap:16}}>
        <div style={{width:48,height:48,borderRadius:8,background:'#8B1A1A',display:'flex',alignItems:'center',justifyContent:'center',fontSize:14,fontWeight:800,color:'#fff',letterSpacing:0.5}}>IPS</div>
        <div style={{color:'#64748b',fontSize:14}}>Loading projects…</div>
      </div>
    );
  }

  if (!project) {
    return <ProjectListScreen projects={projects} onOpen={(id)=>{setActiveId(id);setActiveTab('home');}} onCreate={handleCreate} onDelete={handleDelete} onDuplicate={handleDuplicate}
      folders={folders} onCreateFolder={handleCreateFolder} onRenameFolder={handleRenameFolder} onDeleteFolder={handleDeleteFolder} onMoveToFolder={handleMoveToFolder} />;
  }

  const tabs = [
    {id:'home', label:'🏠 Home'},
    ...project.sections.map(s=>({id:`sec-${s.id}`, label:s.name})),
    {id:'summary', label:'📊 Summary'},
    {id:'water', label:'💧 Water & Chemicals'},
    {id:'disposal', label:'🗑 Disposal'},
    {id:'finalbid', label:'📄 Final Bid'},
    {id:'invoice', label:'🧾 Invoice'},
  ];
  const activeSection = project.sections.find(s=>`sec-${s.id}`===activeTab);

  return (
    <div style={{minHeight:'100vh',background:'#f1f4f8',fontFamily:"'DM Sans','Segoe UI',sans-serif",color:C.textPrimary,paddingTop:107}}>
      <link href="https://fonts.googleapis.com/css2?family=DM+Sans:wght@400;500;600;700;800&display=swap" rel="stylesheet" />

      {/* Header */}
      <div className="app-header" style={{background:'#fff',borderBottom:'2px solid #8B1A1A',padding:'13px 24px',display:'flex',justifyContent:'space-between',alignItems:'center',boxShadow:'0 1px 8px rgba(0,0,0,0.08)',position:'fixed',top:0,left:0,right:0,zIndex:100}}>
        <div style={{display:'flex',alignItems:'center',gap:14}}>
          <button onClick={()=>setActiveId(null)} style={{width:38,height:38,borderRadius:6,background:'#8B1A1A',display:'flex',alignItems:'center',justifyContent:'center',fontSize:11,fontWeight:800,color:'#fff',border:'none',cursor:'pointer',letterSpacing:0.5}}>IPS</button>
          <div>
            <div style={{fontSize:16,fontWeight:800,color:'#0f172a',letterSpacing:-0.3}}>IPSBid</div>
            <div style={{fontSize:10,color:'#64748b',cursor:'pointer'}} onClick={()=>setActiveId(null)}>← All Projects</div>
          </div>
        </div>
        {project.clientName && (
          <div style={{textAlign:'right'}}>
            <div style={{fontSize:13,fontWeight:700,color:'#1e293b'}}>{project.clientName}</div>
            <div style={{fontSize:11,color:'#64748b'}}>{project.projectNumber||''}</div>
          </div>
        )}
      </div>

      {/* Tabs */}
      <div className="app-tabs" style={{display:'flex',gap:1,padding:'0 24px',background:'#fff',borderBottom:'1px solid #e2e8f0',overflowX:'auto',boxShadow:'0 1px 3px rgba(0,0,0,0.05)',position:'fixed',top:65,left:0,right:0,zIndex:99}}>
        {tabs.map(tab=>(
          <button key={tab.id} onClick={()=>setActiveTab(tab.id)} style={{
            padding:'10px 16px',fontSize:12,fontWeight:600,border:'none',
            borderRadius:0,cursor:'pointer',
            background: 'transparent',
            color: activeTab===tab.id ? '#8B1A1A' : '#64748b',
            borderBottom: activeTab===tab.id ? '3px solid #8B1A1A' : '3px solid transparent',
            whiteSpace:'nowrap',transition:'color 0.15s'
          }}>{tab.label}</button>
        ))}
      </div>

      {/* Content */}
      <div className="app-content-pad" style={{padding:'14px 16px',maxWidth:1200,margin:'0 auto',width:'100%',boxSizing:'border-box'}}>
        {activeTab==='home' && <HomeTab project={project} onUpdate={updateProject} />}
        {activeTab==='summary' && <SummaryTab project={project} />}
        {activeTab==='water' && <WaterChemTab project={project} />}
        {activeTab==='disposal' && <DisposalTab project={project} />}
        {activeTab==='finalbid' && <FinalBidTab project={project} onUpdate={updateProject} />}
        {activeTab==='invoice' && <InvoiceTab project={project} />}
        {activeSection && (
          <SectionBid key={activeSection.id} section={activeSection} onChange={upd=>updateSection(activeSection.id,upd)} />
        )}
      </div>
    </div>
  );
}

ReactDOM.createRoot(document.getElementById("root")).render(<App />);