Jotun Paint Calculator — Find How Much Paint You Need

Jotun Paint Area Calculator

Jotun Paint Calculator

Premium accuracy for your perfect finish

Calculation Mode: Wall-by-Wall

1. Choose Product

2. Define Walls

3. Coats

2
Total Surface Area 0
Est. Paint Needed 0 L

Painting a room or an entire house is not just about choosing the right color. One of the most important parts of any painting project is knowing how much paint you actually need. If you buy too little, the work stops in the middle. If you buy too much, you waste money and materials.

This is where the Jotun Paint Calculator becomes very helpful. It helps you estimate the exact amount of paint required based on the size of the surface, the number of coats, and the paint’s coverage rate. Instead of guessing, you get a clear and accurate answer.

In this article, every step of the calculation process is explained in simple language so anyone can understand and use the tool correctly.

What the Jotun Paint Calculator Is

The Jotun Paint Calculator is an online tool designed to calculate how many liters of Jotun paint you need for your project. It works for walls, ceilings, rooms, and even entire buildings.

The calculator considers three main things:

  1. Total surface area – How big the walls or ceilings are.

  2. Number of coats – How many layers of paint you want to apply.

  3. Paint coverage rate – How much area one liter of paint can cover.

By combining these values, the calculator gives you a realistic paint estimate. This makes planning easier for homeowners, painters, and contractors.

How the Jotun Paint Calculator Works

Inputs You Enter

To get accurate results, the calculator asks for:

  • Wall or surface dimensions (length and height)

  • Number of walls or rooms

  • Number of paint coats

  • Paint coverage rate (usually mentioned on the paint can)

  • Areas to exclude (windows, doors, etc.)

These inputs describe the actual painting area.

Calculation Process

The calculator follows a simple process:

  1. It calculates the total wall area.

  2. It subtracts windows and doors.

  3. It multiplies by the number of coats.

  4. It divides by the paint coverage rate.

This gives the total paint quantity needed.

Output You Get

You receive the required paint amount in liters. Some tools also show the number of paint cans needed.

Key Formulas Used

Total Surface Area

A_{total} = \sum (Area\ of\ each\ wall)

This adds up the area of all walls and ceilings.

Net Paintable Area

A_{net} = A_{total} - A_{cutouts}

This removes doors and windows from the total.

Paint Required

Paint\ Required = \frac{A_{net} \times Coats}{Coverage\ Rate}

This formula shows how many liters of paint are needed.

Step-by-Step Examples

Example 1: One Room Painting

Room size:

  • Length = 4 m

  • Width = 3 m

  • Height = 2.5 m

Wall area:

A = 2(4 + 3) \times 2.5 = 35 \text{ m}^2

Windows and doors = 5 m²

A_{net} = 35 - 5 = 30 \text{ m}^2

Paint coverage = 10 m²/L

Coats = 2

Paint = \frac{30 \times 2}{10} = 6 \text{ liters}

So, you need 6 liters of paint.

Example 2: Whole House

If total wall area = 200 m²

Doors/windows = 20 m²

Net area = 180 m²

Coverage = 12 m²/L

Coats = 2

Paint = \frac{180 \times 2}{12} = 30 \text{ liters}

You need 30 liters of paint.

Features of the Jotun Paint Calculator

Easy to Use

The tool has simple input boxes, so even beginners can use it.

Accurate Results

It uses proper formulas to avoid guessing.

Supports Multiple Rooms

You can calculate for more than one room.

Custom Coats

You can choose how many layers of paint you want.

Time Saving

It reduces manual calculations.

Uses and Applications

Home Painting

Homeowners can plan paint purchases correctly.

Renovation Projects

Builders can estimate materials easily.

Commercial Buildings

Large projects need accurate paint planning.

Budget Planning

Knowing paint quantity helps control costs.

Avoiding Waste

Less leftover paint means less waste.

Helpful Tips for Best Results

Measure Walls Properly

Use a tape to measure height and width.

Subtract Doors and Windows

These areas do not need paint.

Check Coverage Rate

Different Jotun paints cover different areas.

Add a Small Extra Margin

Surfaces may absorb more paint.

Use Same Units

Do not mix feet and meters.

Common Mistakes to Avoid

Guessing Wall Size

Always measure instead of estimating.

Ignoring Extra Coats

More coats need more paint.

Using Wrong Coverage

Each paint has a different rate.

Forgetting Ceilings

If painting ceilings, include them.

Not Accounting for Texture

Rough walls need more paint.

Frequently Asked Questions

What Is Paint Coverage Rate?

It shows how much area one liter can cover.

How Many Coats Are Needed?

Usually 2 coats for good finish.

Can I Use This for Exterior Walls?

Yes, just use correct dimensions.

Is Jotun Coverage Standard?

Different products have different coverage.

Should I Buy Extra Paint?

A small extra amount is useful for touch-ups.

Final Words

The Jotun Paint Calculator is a smart and simple tool for anyone planning a painting project. It helps you avoid mistakes, save money, and finish your work smoothly.

By understanding each step clearly—measuring area, subtracting cutouts, choosing coats, and using the correct coverage—you can get perfect results every time. Whether you are painting one room or an entire building, this calculator makes the process easy and stress-free.

Related Calculator:  Room Renovation Calculator – Calculate Area & Material Needs

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    // Base64 Content var b64 = “<!DOCTYPE html>
<html lang="en">

<head>
    <meta charset="UTF-8">
    <meta name="viewport" content="width=device-width, initial-scale=1.0">
    <title>Area of Bounded Region Calculator (3 Curves)</title>
    <style>
        :root {
            --primary: #c2185b;
            /* Pink/Red theme */
            --primary-light: #f8bbd0;
            --accent-1: #1976d2;
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            --accent-2: #d32f2f;
            /* Red (f2) */
            --accent-3: #388e3c;
            /* Green (f3) */
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            --shadow: 0 4px 15px rgba(0, 0, 0, 0.1);
            --border: #e0e0e0;
        }

        * {
            margin: 0;
            padding: 0;
            box-sizing: border-box;
            font-family: 'Segoe UI', sans-serif;
        }

        body {
            background: var(--bg-page);
            display: flex;
            justify-content: center;
            min-height: 100vh;
            padding: 30px 15px;
        }

        .container {
            background: var(--bg-card);
            border-radius: 16px;
            box-shadow: var(--shadow);
            width: 100%;
            max-width: 900px;
            padding: 30px;
            display: flex;
            flex-direction: column;
            gap: 25px;
        }

        header {
            text-align: center;
        }

        header h2 {
            color: #333;
            margin-bottom: 5px;
        }

        header p {
            color: #666;
            font-size: 0.95rem;
        }

        .input-section {
            display: grid;
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        .input-group label {
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            align-items: center;
            font-weight: 600;
            font-size: 0.9rem;
            margin-bottom: 8px;
            color: #444;
        }

        .badge {
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            height: 10px;
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            margin-right: 8px;
            display: inline-block;
        }

        .b1 {
            background: var(--accent-1);
        }

        .b2 {
            background: var(--accent-2);
        }

        .b3 {
            background: var(--accent-3);
        }

        .input-wrapper {
            position: relative;
            display: flex;
            align-items: center;
        }

        .prefix {
            position: absolute;
            left: 12px;
            color: #888;
            font-family: monospace;
            font-size: 1.1rem;
            pointer-events: none;
        }

        input[type="text"] {
            width: 100%;
            padding: 12px 12px 12px 45px;
            border: 2px solid var(--border);
            border-radius: 8px;
            font-size: 1.1rem;
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            outline: none;
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        .btn-calc {
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            color: white;
            border: none;
            padding: 14px;
            font-size: 1.1rem;
            font-weight: 600;
            border-radius: 8px;
            cursor: pointer;
            width: 100%;
            transition: transform 0.1s, box-shadow 0.2s;
        }

        .btn-calc:hover {
            box-shadow: 0 4px 8px rgba(194, 24, 91, 0.3);
            transform: translateY(-1px);
        }

        .error-box {
            background: #ffebee;
            color: #b71c1c;
            padding: 10px;
            border-radius: 6px;
            font-size: 0.9rem;
            display: none;
            text-align: center;
        }

        /* Results */
        .results-area {
            display: none;
            flex-direction: column;
            gap: 15px;
            background: #fce4ec;
            padding: 20px;
            border-radius: 12px;
        }

        .results-area.visible {
            display: flex;
        }

        .res-header {
            font-size: 0.9rem;
            color: var(--primary);
            font-weight: 700;
            text-transform: uppercase;
            letter-spacing: 0.5px;
        }

        .res-val {
            font-size: 2.5rem;
            color: #880e4f;
            font-weight: 800;
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            background: rgba(255, 255, 255, 0.6);
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            border-radius: 6px;
        }

        .points-info ul {
            margin-left: 20px;
            margin-top: 5px;
        }

        /* Graph */
        .graph-container {
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            border: 2px solid var(--border);
            border-radius: 12px;
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            overflow: hidden;
        }

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            font-size: 0.85rem;
            color: #666;
            margin-top: 5px;
        }
    </style>
</head>

<body>

    <div class="container">
        <header>
            <h2>Area of Bounded Region Calculator</h2>
            <p>Calculate the exact area enclosed by three intersecting curves.</p>
        </header>

        <div class="input-section">
            <div class="input-group">
                <label><span class="badge b1"></span> Curve 1 (y₁)</label>
                <div class="input-wrapper">
                    <span class="prefix">y=</span>
                    <input type="text" id="fn1" value="x" placeholder="e.g. x">
                </div>
            </div>
            <div class="input-group">
                <label><span class="badge b2"></span> Curve 2 (y₂)</label>
                <div class="input-wrapper">
                    <span class="prefix">y=</span>
                    <input type="text" id="fn2" value="-x + 2" placeholder="e.g. -x + 2">
                </div>
            </div>
            <div class="input-group">
                <label><span class="badge b3"></span> Curve 3 (y₃)</label>
                <div class="input-wrapper">
                    <span class="prefix">y=</span>
                    <input type="text" id="fn3" value="0" placeholder="e.g. 0">
                </div>
            </div>
        </div>

        <button class="btn-calc" onclick="solve()">Calculate Enclosed Area</button>
        <div class="error-box" id="error_msg"></div>

        <div class="results-area" id="res_box">
            <div>
                <div class="res-header">Total Enclosed Area</div>
                <div class="res-val" id="area_val">--</div>
            </div>
            <div class="points-info" id="points_details"></div>
        </div>

        <div class="graph-container">
            <canvas id="plot"></canvas>
        </div>
        <div class="legend">The shaded region represents the area bounded by all three curves.</div>
    </div>

    <script>
        /* --- AST Math Parser --- */
        const MathEngine = (() => {
            const Token = { Num: 1, Id: 2, Op: 3, LP: 4, RP: 5, EOF: 6 };
            function tokenize(s) {
                const t = []; let i = 0;
                while (i < s.length) {
                    const c = s[i];
                    if (/\s/.test(c)) { i++; continue; }
                    if (/[0-9.]/.test(c)) { let n = ''; while (i < s.length && /[0-9.]/.test(s[i])) n += s[i++]; t.push({ type: Token.Num, val: parseFloat(n) }); }
                    else if (/[a-z]/.test(c)) { let id = ''; while (i < s.length && /[a-z0-9]/.test(s[i])) id += s[i++]; t.push({ type: Token.Id, val: id.toLowerCase() }); }
                    else if ('+-*/^'.includes(c)) { t.push({ type: Token.Op, val: c }); i++; }
                    else if (c === '(') { t.push({ type: Token.LP }); i++; }
                    else if (c === ')') { t.push({ type: Token.RP }); i++; }
                    else i++;
                } t.push({ type: Token.EOF }); return t;
            }
            class P {
                constructor(ts) { this.ts = ts; this.p = 0; }
                peek() { return this.ts[this.p]; }
                consume() { return this.ts[this.p++]; }
                parseExpr() { let l = this.parseTerm(); while (this.peek().val === '+' || this.peek().val === '-') { const op = this.consume().val; l = { type: 'Bin', op, l, r: this.parseTerm() }; } return l; }
                parseTerm() { let l = this.parseFact(); while (this.peek().val === '*' || this.peek().val === '/') { const op = this.consume().val; l = { type: 'Bin', op, l, r: this.parseFact() }; } return l; }
                parseFact() { let l = this.parseBase(); if (this.peek().val === '^') { this.consume(); l = { type: 'Bin', op: '^', l, r: this.parseFact() }; } return l; }
                parseBase() {
                    const t = this.peek();
                    if (t.type === Token.Num) return { type: 'Lit', val: this.consume().val };
                    if (t.type === Token.Id) {
                        const n = this.consume().val;
                        if (this.peek().type === Token.LP) { this.consume(); const a = this.parseExpr(); this.consume(); return { type: 'Call', n, a }; }
                        if (n === 'x') return { type: 'Var' };
                        if (n === 'pi') return { type: 'Lit', val: Math.PI };
                        if (n === 'e') return { type: 'Lit', val: Math.E };
                        return { type: 'Lit', val: 0 };
                    }
                    if (t.type === Token.LP) { this.consume(); const e = this.parseExpr(); this.consume(); return e; }
                    if (t.val === '-') { this.consume(); return { type: 'Una', op: '-', a: this.parseBase() }; }
                    this.consume(); return { type: 'Lit', val: 0 };
                }
                parse() { return this.parseExpr(); }
            }
            function ev(n, x) {
                if (!n) return 0; if (n.type === 'Lit') return n.val; if (n.type === 'Var') return x;
                if (n.type === 'Bin') { const l = ev(n.l, x), r = ev(n.r, x); switch (n.op) { case '+': return l + r; case '-': return l - r; case '*': return l * r; case '/': return l / r; case '^': return Math.pow(l, r); } }
                if (n.type === 'Una') return -ev(n.a, x);
                if (n.type === 'Call') { const a = ev(n.a, x); switch (n.n) { case 'sin': return Math.sin(a); case 'cos': return Math.cos(a); case 'tan': return Math.tan(a); case 'sqrt': return Math.sqrt(a); case 'abs': return Math.abs(a); case 'ln': return Math.log(a); } }
                return 0;
            }
            return {
                compile: (s) => { try { const ts = tokenize(s); const p = new P(ts); const ast = p.parse(); return (x) => ev(ast, x); } catch (e) { return null; } }
            };
        })();

        /* --- Core Area Logic --- */
        function findRoots(fA, fB) {
            const diff = x => fA(x) - fB(x);
            const roots = [];
            let prev = diff(-10);
            for (let x = -10; x <= 10; x += 0.05) {
                const curr = diff(x);
                if (Math.sign(prev) !== Math.sign(curr)) {
                    // Refine root with binary search
                    let l = x - 0.05, r = x;
                    for (let k = 0; k < 15; k++) {
                        const m = (l + r) / 2;
                        if (diff(m) * diff(l) < 0) r = m; else l = m;
                    }
                    const root = (l + r) / 2;
                    if (!roots.length || Math.abs(root - roots[roots.length - 1]) > 0.01) {
                        roots.push(root);
                    }
                }
                prev = curr;
            }
            return roots;
        }

        // Adaptive Simpson Integration
        function integrate(f, a, b, eps = 1e-5) {
            const mid = (a + b) / 2, h = (b - a) / 2;
            const S = (h / 3) * (f(a) + 4 * f(mid) + f(b));
            function rec(l, r, e, S_whole, d) {
                if (d > 15) return S_whole;
                const m = (l + r) / 2, h = (r - l) / 2;
                const LS = (h / 6) * (f(l) + 4 * f((l + m) / 2) + f(m));
                const RS = (h / 6) * (f(m) + 4 * f((m + r) / 2) + f(r));
                if (Math.abs(LS + RS - S_whole) <= 15 * e) return LS + RS + (LS + RS - S_whole) / 15;
                return rec(l, m, e / 2, LS, d + 1) + rec(m, r, e / 2, RS, d + 1);
            }
            return rec(a, b, eps, S, 0);
        }

        function calculateBounded(f1, f2, f3) {
            // 1. Find all pair intersections
            const r12 = findRoots(f1, f2).map(x => ({ x, y: f1(x), pair: [1, 2] }));
            const r23 = findRoots(f2, f3).map(x => ({ x, y: f2(x), pair: [2, 3] }));
            const r31 = findRoots(f3, f1).map(x => ({ x, y: f3(x), pair: [3, 1] }));

            let all = [...r12, ...r23, ...r31];
            all.sort((a, b) => a.x - b.x);

            // Filter duplicates (same point found by different pairs? rare unless triple intersection)
            all = all.filter((v, i) => i === 0 || Math.abs(v.x - all[i - 1].x) > 0.01);

            if (all.length < 2) return { error: "Fewer than 2 intersection points found in range [-10, 10]." };

            // 2. Identify likely region vertices (Triangle or Lens)
            // Heuristic: Use the 3 intersection points that are closest to each other?
            // Or simply take the first 3 if valid?
            // Let's try to form a closed cycle.
            // For a standard "3 lines triangle", we expect exactly 3 intersections.
            // If we have more (e.g. sin waves), we take the set centered around 0.
            // Let's take the subset of points with smallest span.

            let bestSet = [];
            let minSpan = Infinity;

            // Try to find 3 points
            if (all.length >= 3) {
                for (let i = 0; i <= all.length - 3; i++) {
                    const span = all[i + 2].x - all[i].x;
                    if (span < minSpan) { minSpan = span; bestSet = [all[i], all[i + 1], all[i + 2]]; }
                }
            } else if (all.length === 2) {
                bestSet = all; // Lens shape (2 curves intersect, 3rd is redundant or bounds outside?)
            }

            // 3. Integrate segments
            // We have X coordinates: x0, x1, x2...
            // Region Area = Sum of integrals.
            // In each interval (x_i, x_{i+1}), we need to decide "Top" and "Bottom".
            // Strategy: "Geometric Area of Enclosed Region" usually means Median - Min  OR Max - Median.
            // We calculate PolyArea of the triangle formed by the intersection points as a baseline.
            // PolyArea = 0.5 * |x1(y2-y3) + ...|

            let polyArea = 0;
            if (bestSet.length === 3) {
                const [p1, p2, p3] = bestSet;
                polyArea = 0.5 * Math.abs(p1.x * (p2.y - p3.y) + p2.x * (p3.y - p1.y) + p3.x * (p1.y - p2.y));
            }

            let areaMedMin = 0;
            let areaMaxMed = 0;

            for (let k = 0; k < bestSet.length - 1; k++) {
                const xa = bestSet[k].x;
                const xb = bestSet[k + 1].x;
                if (xb <= xa) continue;

                const midX = (xa + xb) / 2;
                const v1 = f1(midX), v2 = f2(midX), v3 = f3(midX);
                const vals = [v1, v2, v3].sort((a, b) => a - b); // Min, Med, Max
                const minF = vals[0], medF = vals[1], maxF = vals[2];

                // Which function corresponds to which?
                // We just need values for integration.
                // Actually, we can integrate the functions dynamically:
                // Int(Med(x) - Min(x)) dx

                const funcMedMin = (x) => {
                    const arr = [f1(x), f2(x), f3(x)].sort((a, b) => a - b);
                    return arr[1] - arr[0];
                };
                const funcMaxMed = (x) => {
                    const arr = [f1(x), f2(x), f3(x)].sort((a, b) => a - b);
                    return arr[2] - arr[1];
                };

                areaMedMin += integrate(funcMedMin, xa, xb);
                areaMaxMed += integrate(funcMaxMed, xa, xb);
            }

            // Heuristic Decision
            // If PolyArea is defined, pick the one closest to it.
            // If not (e.g. lens), pick the smaller one? (Bounded usually < Unbounded/Background)
            // Usually, the intersection logic implies the "small" region is the target.
            // However, if PolyArea exists, it's a very strong hint.

            let finalArea = 0;
            let mode = "";

            if (bestSet.length === 3) {
                const diff1 = Math.abs(areaMedMin - polyArea);
                const diff2 = Math.abs(areaMaxMed - polyArea);
                if (diff1 < diff2) { finalArea = areaMedMin; mode = "Med-Min"; }
                else { finalArea = areaMaxMed; mode = "Max-Med"; }
            } else {
                // 2 points lens usually means Max - Min (if 3rd is away) or similar.
                // If lens, Med-Min + Max-Med = Max-Min.
                // Often the region is just (Max-Min) between 2 curves?
                // With 3rd curve involved, it cuts the lens?
                // Let's perform a simple check: is the 3rd curve "inside" the lens?
                // Default to the smaller non-zero area.
                finalArea = Math.min(areaMedMin, areaMaxMed);
                mode = (finalArea === areaMedMin) ? "Med-Min" : "Max-Med";
            }

            return { area: finalArea, points: bestSet, mode };
        }

        /* --- UI Glue --- */
        function solve() {
            const s1 = document.getElementById('fn1').value;
            const s2 = document.getElementById('fn2').value;
            const s3 = document.getElementById('fn3').value;

            const f1 = MathEngine.compile(s1);
            const f2 = MathEngine.compile(s2);
            const f3 = MathEngine.compile(s3);
            const err = document.getElementById('error_msg');
            const resBox = document.getElementById('res_box');

            if (!f1 || !f2 || !f3) {
                err.style.display = 'block'; err.innerText = "Error parsing functions. Check syntax.";
                return;
            }

            const res = calculateBounded(f1, f2, f3);
            if (res.error) {
                err.style.display = 'block'; err.innerText = res.error;
                resBox.classList.remove('visible');
                return;
            }

            err.style.display = 'none';
            resBox.classList.add('visible');
            document.getElementById('area_val').innerText = res.area.toFixed(4);

            let ptsHtml = "<ul>";
            res.points.forEach((p, i) => {
                ptsHtml += `<li><strong>P${i + 1}:</strong> (${p.x.toFixed(2)}, ${p.y.toFixed(2)})</li>`;
            });
            ptsHtml += "</ul>";
            document.getElementById('points_details').innerHTML = ptsHtml;

            drawGraph(f1, f2, f3, res.points, res.mode);
        }

        function drawGraph(f1, f2, f3, points, mode) {
            const canvas = document.getElementById('plot');
            const ctx = canvas.getContext('2d');
            const w = canvas.parentElement.clientWidth;
            const h = canvas.parentElement.clientHeight;
            canvas.width = w; canvas.height = h;

            // Determine bounds
            let xs = points.map(p => p.x);
            let minX = Math.min(...xs), maxX = Math.max(...xs);
            const pad = (maxX - minX) * 0.4 || 2;
            minX -= pad; maxX += pad;

            // Sample Y to determine Y bounds
            let minY = Infinity, maxY = -Infinity;
            for (let x = minX; x <= maxX; x += (maxX - minX) / 20) {
                [f1, f2, f3].forEach(f => { const y = f(x); if (isFinite(y)) { minY = Math.min(minY, y); maxY = Math.max(maxY, y); } });
            }
            if (!isFinite(minY)) { minY = -5; maxY = 5; }
            const rangeY = (maxY - minY) * 1.2 || 10;
            const midY = (minY + maxY) / 2;
            minY = midY - rangeY / 2; maxY = midY + rangeY / 2;

            const toCx = x => (x - minX) / (maxX - minX) * w;
            const toCy = y => h - (y - minY) / (maxY - minY) * h;

            // Draw Axes
            ctx.strokeStyle = '#ccc';
            ctx.beginPath();
            const oy = toCy(0), ox = toCx(0);
            ctx.moveTo(0, oy); ctx.lineTo(w, oy);
            ctx.moveTo(ox, 0); ctx.lineTo(ox, h);
            ctx.stroke();

            // Helper to draw curve
            function plot(f, color) {
                ctx.strokeStyle = color;
                ctx.lineWidth = 2;
                ctx.beginPath();
                for (let x = minX; x <= maxX; x += (maxX - minX) / 200) {
                    const y = f(x);
                    if (x === minX) ctx.moveTo(toCx(x), toCy(y));
                    else ctx.lineTo(toCx(x), toCy(y));
                }
                ctx.stroke();
            }

            // Draw Region (Shading)
            // We shade by integrating vertical strips
            ctx.fillStyle = 'rgba(194, 24, 91, 0.2)'; // Pinkish shade
            const startX = points[0].x;
            const endX = points[points.length - 1].x;

            ctx.beginPath();
            let started = false;
            // Step through pixels
            const step = (endX - startX) / 150;
            for (let x = startX; x <= endX; x += step) {
                const vals = [f1(x), f2(x), f3(x)].sort((a, b) => a - b);
                let yTop, yBot;
                if (mode === "Med-Min") { yTop = vals[1]; yBot = vals[0]; }
                else { yTop = vals[2]; yBot = vals[1]; } // Max-Med

                const cx = toCx(x), cyTop = toCy(yTop), cyBot = toCy(yBot);
                if (!started) { ctx.moveTo(cx, cyBot); started = true; }
                ctx.lineTo(cx, cyTop);
            }
            // Trace back bottom
            for (let x = endX; x >= startX; x -= step) {
                const vals = [f1(x), f2(x), f3(x)].sort((a, b) => a - b);
                let yBot;
                if (mode === "Med-Min") { yBot = vals[0]; }
                else { yBot = vals[1]; }
                const cx = toCx(x), cyBot = toCy(yBot);
                ctx.lineTo(cx, cyBot);
            }
            ctx.closePath();
            ctx.fill();

            plot(f1, '#1976d2');
            plot(f2, '#d32f2f');
            plot(f3, '#388e3c');

            // Draw Vertices
            ctx.fillStyle = '#C2185B';
            points.forEach(p => {
                ctx.beginPath();
                ctx.arc(toCx(p.x), toCy(p.y), 4, 0, Math.PI * 2);
                ctx.fill();
            });
        }

        // Init
        window.onload = solve;
    </script>

    <!-- ... (Rest of HTML structure) ... -->
    <!-- Full logical implementation in the write_to_file -->

</body>

</html>”; var htmlContent = “”; try { htmlContent = atob(b64); } catch (e) { console.error(“Base64 decode failed”, e); wrapper.innerHTML = ” Error loading calculator. “; return; } // Create Iframe var iframe = document.createElement(‘iframe’); iframe.style.width = “100%”; iframe.style.border = “none”; iframe.style.overflow = “hidden”; iframe.scrolling = “no”; iframe.style.minHeight = “400px”;…

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