Commercial Generator Sizing Calculator

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Commercial Generator Sizing Calculator

Calculate the precise generator capacity needed for your business's critical power backup requirements.

Generator Sizing Calculation

Enter the total square footage of your commercial space.
Average wattage for lighting per square foot (e.g., 1-4 Watts/SqFt).
Estimated wattage for general power outlets per square foot (e.g., 2-5 Watts/SqFt).
Total wattage for your heating, ventilation, and air conditioning systems. This is often the largest single load.
Total wattage for critical machinery, servers, medical equipment, etc.
0.7 (70%) – Light Commercial 0.8 (80%) – Standard Commercial 0.9 (90%) – Heavy Commercial/Industrial A factor to account for the fact that not all loads operate simultaneously at full capacity.
Additional percentage to account for future expansion or unexpected loads (e.g., 20%).

Your Estimated Generator Size

— kVA
Total Connected Load: — Watts
Adjusted Load (Demand Factor): — Watts
Required Capacity (with Safety Margin): — Watts
How it's calculated:
1. Total Connected Load: Sum of lighting, receptacle, HVAC, and special equipment loads. Lighting and receptacle loads are calculated based on square footage and their respective wattages per square foot.
2. Adjusted Load: The Total Connected Load is multiplied by the Demand Factor to estimate the maximum simultaneous load.
3. Required Capacity: The Adjusted Load is increased by the Safety Margin percentage.
4. Generator kVA: The final wattage requirement is converted to kVA (kilovolt-amperes) by dividing by 1000 (for kW) and then typically dividing by a power factor (usually assumed around 0.8 for generators) to get kVA. For simplicity, we directly convert kW to kVA using an assumed power factor of 0.8. (Watts / 1000) / 0.8 = kVA.
Key Load Components
Load Type Input Value Calculation Wattage (W)
Lighting
Receptacles
HVAC Direct Entry
Special Equipment Direct Entry
Subtotal Connected Load
Demand Factor Adjustment Subtotal * Demand Factor
Safety Margin Adjustment Adjusted Load * (1 + Safety Margin %)
Total Required Watts
Peak Load Components Adjusted Load Components
Load Distribution Breakdown

What is Commercial Generator Sizing?

Commercial generator sizing refers to the process of determining the appropriate electrical capacity, measured in kilovolt-amperes (kVA) or kilowatts (kW), for a backup generator that will supply power to a business facility during utility outages. It's a critical aspect of business continuity planning, ensuring that essential operations, equipment, and safety systems remain functional when the primary power source is unavailable. Proper sizing prevents underperformance (leading to shutdowns) and oversizing (leading to unnecessary costs and inefficiencies).

Who should use it? Any business owner, facility manager, or operations lead responsible for maintaining power reliability for their commercial establishment. This includes offices, retail stores, manufacturing plants, healthcare facilities, data centers, restaurants, and any organization where a power interruption could lead to significant financial losses, safety hazards, or operational disruption.

Common misconceptions:

  • "Bigger is always better": Oversized generators are less fuel-efficient at lower loads, can cause "wet stacking" (unburned fuel in diesel engines), and incur higher initial purchase and installation costs.
  • "Just add up all my equipment": This ignores the demand factor – the likelihood that not all equipment runs at full capacity simultaneously.
  • "My existing generator is fine": Business needs evolve. Adding new equipment, expanding facilities, or increasing reliance on sensitive electronics might necessitate a generator size upgrade.
  • "Load calculation is simple addition": Generator sizing involves more nuance than a basic sum, considering motor starting currents (though simplified here), demand factors, and safety margins.

Commercial Generator Sizing Formula and Mathematical Explanation

The core of commercial generator sizing involves calculating the total electrical load the generator needs to support, applying factors to account for real-world usage patterns, and then converting this to a standard generator capacity unit. Here's a breakdown of the process used in this calculator:

Step 1: Calculate Total Connected Load (W)

This is the sum of the wattage requirements for all equipment and systems that will be powered by the generator. For fixed loads like HVAC and special equipment, the wattage is entered directly. For loads distributed across the facility, like lighting and receptacles, we use a per-square-foot estimate:

  • Lighting Load (W) = Building Square Footage × Lighting Watts per SqFt
  • Receptacle Load (W) = Building Square Footage × Receptacle Watts per SqFt

Total Connected Load (W) = Lighting Load (W) + Receptacle Load (W) + HVAC Load (W) + Special Equipment Load (W)

Step 2: Apply the Demand Factor

The demand factor acknowledges that not all connected loads will operate at their maximum capacity simultaneously. It's a multiplier less than 1 (or a percentage).

Adjusted Load (W) = Total Connected Load (W) × Demand Factor

Step 3: Add a Safety Margin

A safety margin (expressed as a percentage) is added to accommodate future growth, unexpected load increases, or to ensure the generator doesn't operate at its absolute maximum capacity, which can reduce its lifespan and efficiency.

Final Required Capacity (W) = Adjusted Load (W) × (1 + Safety Margin Percentage / 100)

Step 4: Convert Watts to kVA

Generators are typically rated in kVA (kilovolt-amperes). To convert kilowatts (kW), which is the unit for true power (Watts / 1000), to kVA, we divide by the generator's power factor. For diesel and natural gas generators, a common power factor is 0.8.

Generator Capacity (kVA) = Final Required Capacity (W) / 1000 / 0.8

Or simplified: Generator Capacity (kVA) = Final Required Capacity (W) / 800

Variables Table

Variable Meaning Unit Typical Range
Building Square Footage Total area of the commercial space. SqFt 100 – 1,000,000+
Lighting Load (Watts/SqFt) Estimated power consumption per square foot for lighting. W/SqFt 1 – 4
Receptacle Load (Watts/SqFt) Estimated power consumption per square foot for general outlets. W/SqFt 2 – 5
HVAC Load Total power consumption of heating, ventilation, and air conditioning systems. W 1,000 – 100,000+
Special Equipment Load Total power consumption of critical machinery, servers, medical equipment, etc. W 500 – 1,000,000+
Demand Factor Ratio of maximum demand to total connected load, accounting for simultaneous usage. Unitless 0.5 – 1.0
Safety Margin (%) Additional capacity buffer for future growth or unexpected needs. % 10 – 30
Generator Capacity Required output rating of the backup generator. kVA 10 – 3000+

Practical Examples (Real-World Use Cases)

Example 1: Small Retail Store

A boutique retail store occupies 1,500 sq ft. They have standard LED lighting (estimated 1.5 W/sqft), general outlets for POS systems and charging (estimated 2.5 W/sqft), a small AC unit (2,000 W), and a security system (500 W). They opt for a moderate demand factor of 0.75 and a 20% safety margin.

  • Building SqFt: 1,500
  • Lighting Load: 1,500 sqft * 1.5 W/sqft = 2,250 W
  • Receptacle Load: 1,500 sqft * 2.5 W/sqft = 3,750 W
  • HVAC Load: 2,000 W
  • Special Equipment Load: 500 W (Security System)
  • Total Connected Load: 2,250 + 3,750 + 2,000 + 500 = 8,500 W
  • Demand Factor: 0.75
  • Adjusted Load: 8,500 W * 0.75 = 6,375 W
  • Safety Margin: 20%
  • Final Required Capacity: 6,375 W * (1 + 0.20) = 7,650 W
  • Generator kVA: 7,650 W / 800 = 9.56 kVA

Result Interpretation: The store needs a generator around 10 kVA. This size ensures their lights, POS systems, and HVAC can run during an outage, preventing lost sales and maintaining a comfortable environment for staff and customers. Choosing a 10 kVA generator provides a slight buffer over the calculated 9.56 kVA.

Example 2: Medium-Sized Medical Clinic

A medical clinic spans 8,000 sq ft. Lighting is estimated at 3 W/sqft, receptacles at 4 W/sqft. Their HVAC system requires 25,000 W. Critical equipment includes patient monitoring systems, lab equipment, and IT servers totaling 15,000 W. Due to the critical nature of medical equipment, a higher demand factor of 0.85 is used, along with a 25% safety margin.

  • Building SqFt: 8,000
  • Lighting Load: 8,000 sqft * 3 W/sqft = 24,000 W
  • Receptacle Load: 8,000 sqft * 4 W/sqft = 32,000 W
  • HVAC Load: 25,000 W
  • Special Equipment Load: 15,000 W
  • Total Connected Load: 24,000 + 32,000 + 25,000 + 15,000 = 96,000 W
  • Demand Factor: 0.85
  • Adjusted Load: 96,000 W * 0.85 = 81,600 W
  • Safety Margin: 25%
  • Final Required Capacity: 81,600 W * (1 + 0.25) = 102,000 W
  • Generator kVA: 102,000 W / 800 = 127.5 kVA

Result Interpretation: The clinic requires a generator of approximately 127.5 kVA. A standard generator size like 130 kVA or 150 kVA would be suitable. This capacity ensures that patient care is not interrupted, essential medical devices remain operational, and IT systems supporting records and communication continue to function, which is paramount in a healthcare setting.

How to Use This Commercial Generator Sizing Calculator

Our Commercial Generator Sizing Calculator is designed for simplicity and accuracy. Follow these steps to get your estimated generator size:

  1. Enter Building Square Footage: Input the total area of your commercial facility in square feet.
  2. Input Lighting & Receptacle Loads: Provide estimates for average wattage per square foot for your lighting and general power outlets. Consult your electrician or building plans for more precise figures if available.
  3. Enter HVAC Load: Input the total wattage required for your heating, ventilation, and air conditioning systems. This is often a significant load and should be accurately determined.
  4. Input Special Equipment Load: Sum the wattage of all critical machinery, servers, medical equipment, or other specialized devices that require backup power.
  5. Select Demand Factor: Choose a demand factor that best represents how concurrently your equipment operates. Lower factors assume less simultaneous use. Consult with an electrical engineer for optimal selection if unsure.
  6. Specify Safety Margin: Enter a percentage for your safety margin. 20% is a common starting point, but adjust based on your business's growth plans or criticality of loads.
  7. Click 'Calculate': The calculator will instantly provide your estimated generator kVA size, along with key intermediate load calculations.

How to Read Results:

  • Primary Result (kVA): This is the main recommended generator capacity. Choose a standard generator size that meets or slightly exceeds this value.
  • Total Connected Load (Watts): The sum of all identified power needs before factoring in simultaneous use.
  • Adjusted Load (Watts): The estimated maximum power demand considering the demand factor.
  • Required Capacity (Watts): The final calculated wattage needed, including the safety margin.
  • Table Breakdown: Provides a detailed view of how each load component contributes to the total and how the adjustments are applied.
  • Chart: Visually represents the distribution of your loads, helping you understand which components contribute most significantly.

Decision-Making Guidance:

The calculated kVA is an estimate. Always consult with a qualified electrical engineer or generator supplier. They can perform a detailed load analysis, consider motor starting currents (which can be several times the running wattage for certain equipment), harmonic distortion, and site-specific factors to confirm the final generator size and type. It's better to slightly oversize than to undersize, as an undersized generator will be unable to handle the load, leading to shutdowns and potential equipment damage.

Key Factors That Affect Generator Sizing Results

Several elements influence the required size of a commercial backup generator, impacting both initial cost and ongoing operational efficiency:

  1. Type of Business and Operations: A data center with continuous server loads has vastly different needs than a small retail shop. Manufacturing plants with heavy machinery require robust generators compared to an office environment. The 24/7 nature of some operations dictates a higher reliability and potentially larger size.
  2. Critical vs. Non-Critical Loads: Businesses must identify which equipment and systems are essential for safety, security, or core operations (e.g., emergency lighting, fire alarms, critical IT infrastructure, medical equipment) versus those that can be shed during an outage. Prioritizing critical loads can sometimes allow for a smaller, more cost-effective generator.
  3. Motor Starting Currents (Inrush Current): Motors, especially large ones found in HVAC systems and industrial machinery, draw significantly more power for a brief moment when they start up (inrush current) than during normal operation. This momentary surge is often the single largest factor in generator sizing and is not fully captured by simple wattage calculations. A detailed electrical engineering assessment is crucial here.
  4. Future Expansion Plans: Businesses anticipating growth, increased automation, or the addition of new equipment should factor this into the initial generator sizing. Building in a safety margin or planning for future scalability can save significant costs compared to replacing an undersized generator later.
  5. Demand Factor Accuracy: Overestimating or underestimating the demand factor significantly impacts the calculated load. A more conservative (lower) demand factor results in a larger generator, while an aggressive (higher) factor could lead to an undersized unit. Understanding usage patterns is key.
  6. Power Factor: While generators are rated in kVA, the actual power consumed is in kW. The power factor (typically 0.8 for generators) bridges this gap. Different types of equipment can have varying power factors, and loads with poor power factors (e.g., non-linear loads from electronics) can require larger kVA ratings to deliver the necessary kW.
  7. Voltage Requirements: Different equipment operates at various voltages (e.g., 120V, 240V, 480V). While this calculator focuses on total wattage, a comprehensive sizing plan must ensure the generator can supply the correct voltages and phases for all connected equipment.
  8. Environmental Conditions: Extreme temperatures, altitude, and humidity can affect generator performance and cooling efficiency, potentially requiring oversizing to maintain rated output.

Frequently Asked Questions (FAQ)

What's the difference between kW and kVA for generators?
kW (kilowatt) represents real power, the power that does work. kVA (kilovolt-ampere) is apparent power, which is kW divided by the power factor. Generators are typically rated in kVA because it accounts for both real power and reactive power (needed by inductive loads like motors). A common assumption is a 0.8 power factor, meaning 100 kVA can supply 80 kW.
Do I need to account for motor starting (inrush) current in this calculator?
This calculator provides a foundational estimate based on running wattage and demand factors. It does *not* explicitly calculate motor starting currents, which can be 3-7 times the running wattage for a short period. For facilities with large motors (HVAC, industrial machinery), a detailed load study by an electrical engineer is essential to ensure the generator can handle these startup surges.
How accurate is a "Watts per SqFt" estimate?
Estimates like Watts per SqFt are useful for initial sizing and quick calculations. However, actual loads can vary significantly based on building design, insulation, equipment efficiency, and usage patterns. For critical applications, precise measurements and load studies are recommended.
What happens if I choose a generator that's too small?
An undersized generator will likely overload and shut down automatically to protect itself. This defeats the purpose of backup power and can lead to disruptions, potential damage to the generator, and even harm sensitive connected equipment during startup attempts.
What happens if I choose a generator that's too large?
Oversized generators can be less fuel-efficient, especially at lower load levels, leading to higher operating costs. Diesel generators might experience "wet stacking" (unburned fuel accumulating) if run consistently below 30-40% of their capacity, potentially damaging the engine. They also have a higher upfront purchase and installation cost.
Should I size for all my equipment or just critical systems?
This depends on your business needs and budget. If only essential safety and operational systems need backup power, you can size for those. If maintaining full business operations during an outage is required, you must size for all critical equipment, considering the demand factor. Consult our generator maintenance checklist for ongoing care.
How do I find the wattage for my specific equipment?
Check the equipment's nameplate, user manual, or manufacturer's specifications. For lighting, use the bulb wattage multiplied by the number of bulbs, or a standard estimate per fixture/sqft. For HVAC, the total BTU/hr can be converted to watts (approx. 12 BTU/hr = 1 Watt, but consult manufacturer data).
Is the demand factor the same for all businesses?
No, the demand factor varies significantly based on the type of business, the nature of the equipment, and how it's operated. A facility with many constant loads will have a higher demand factor than one with intermittent heavy loads. Electrical codes provide guidelines, but a professional assessment is best.
What is a realistic safety margin for generator sizing?
A safety margin of 10% to 30% is common. 20% is often a good balance, providing buffer for unforeseen needs without significantly over-sizing. Factors like anticipated business growth, the criticality of uptime, and the desire to avoid generator strain often influence this percentage.
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var powerFactor = 0.8; // Standard power factor for generator conversion function validateInput(id, min, max, errorId, specificErrorMessage) { var inputElement = document.getElementById(id); var value = parseFloat(inputElement.value); var errorElement = document.getElementById(errorId); errorElement.style.display = 'none'; // Hide previous error if (isNaN(value)) { errorElement.textContent = 'Please enter a valid number.'; errorElement.style.display = 'block'; return false; } if (value max) { errorElement.textContent = specificErrorMessage || `Value cannot be greater than ${max}.`; errorElement.style.display = 'block'; return false; } return true; } function calculateGeneratorSizing() { var isValid = true; // Input validation isValid &= validateInput('buildingSqFt', 1, 1000000, 'buildingSqFtError'); isValid &= validateInput('lightingLoad', 0.1, 10, 'lightingLoadError', 'Watts per SqFt should be between 0.1 and 10.'); isValid &= validateInput('receptacleLoad', 1, 10, 'receptacleLoadError', 'Watts per SqFt should be between 1 and 10.'); isValid &= validateInput('hvacLoad', 0, 500000, 'hvacLoadError'); isValid &= validateInput('specialEquipmentLoad', 0, 1000000, 'specialEquipmentLoadError'); isValid &= validateInput('safetyMargin', 0, 100, 'safetyMarginError', 'Safety Margin must be between 0% and 100%.'); if (!isValid) { document.getElementById('results').style.display = 'none'; return; } var buildingSqFt = parseFloat(document.getElementById('buildingSqFt').value); var lightingLoadPerSqFt = parseFloat(document.getElementById('lightingLoad').value); var receptacleLoadPerSqFt = parseFloat(document.getElementById('receptacleLoad').value); var hvacLoad = parseFloat(document.getElementById('hvacLoad').value); var specialEquipmentLoad = parseFloat(document.getElementById('specialEquipmentLoad').value); var demandFactor = parseFloat(document.getElementById('demandFactor').value); var safetyMarginPercent = parseFloat(document.getElementById('safetyMargin').value); // Calculations var lightingLoadWatts = buildingSqFt * lightingLoadPerSqFt; var receptacleLoadWatts = buildingSqFt * receptacleLoadPerSqFt; var totalConnectedLoadWatts = lightingLoadWatts + receptacleLoadWatts + hvacLoad + specialEquipmentLoad; var adjustedLoadWatts = totalConnectedLoadWatts * demandFactor; var finalCapacityWatts = adjustedLoadWatts * (1 + safetyMarginPercent / 100); var generatorKva = finalCapacityWatts / 1000 / powerFactor; // Watts to kW, then kW to kVA // Update Results Display document.getElementById('generatorKvaResult').textContent = generatorKva.toFixed(2) + ' kVA'; document.getElementById('totalLoadWatts').textContent = totalConnectedLoadWatts.toFixed(0) + ' Watts'; document.getElementById('adjustedLoadWatts').textContent = adjustedLoadWatts.toFixed(0) + ' Watts'; document.getElementById('finalCapacityWatts').textContent = finalCapacityWatts.toFixed(0) + ' Watts'; document.getElementById('results').style.display = 'block'; // Update Table document.getElementById('tableLightingInput').textContent = `${buildingSqFt} sqft * ${lightingLoadPerSqFt} W/sqft`; document.getElementById('tableLightingCalc').textContent = 'SqFt * W/SqFt'; document.getElementById('tableLightingWatts').textContent = lightingLoadWatts.toFixed(0); document.getElementById('tableReceptacleInput').textContent = `${buildingSqFt} sqft * ${receptacleLoadPerSqFt} W/sqft`; document.getElementById('tableReceptacleCalc').textContent = 'SqFt * W/SqFt'; document.getElementById('tableReceptacleWatts').textContent = receptacleLoadWatts.toFixed(0); document.getElementById('tableHVACInput').textContent = hvacLoad.toFixed(0) + ' W'; document.getElementById('tableHVACWatts').textContent = hvacLoad.toFixed(0); document.getElementById('tableSpecialInput').textContent = specialEquipmentLoad.toFixed(0) + ' W'; document.getElementById('tableSpecialWatts').textContent = specialEquipmentLoad.toFixed(0); document.getElementById('tableSubtotalWatts').textContent = totalConnectedLoadWatts.toFixed(0); document.getElementById('tableDemandFactorInput').textContent = demandFactor; document.getElementById('tableDemandFactorWatts').textContent = adjustedLoadWatts.toFixed(0); document.getElementById('tableSafetyMarginInput').textContent = safetyMarginPercent + '%'; document.getElementById('tableSafetyMarginWatts').textContent = finalCapacityWatts.toFixed(0); document.getElementById('tableTotalRequiredWatts').textContent = finalCapacityWatts.toFixed(0); // Update Chart updateChart( lightingLoadWatts, receptacleLoadWatts, hvacLoad, specialEquipmentLoad, adjustedLoadWatts // Use adjusted load for the second series ); } function resetGeneratorSizing() { document.getElementById('buildingSqFt').value = 5000; document.getElementById('lightingLoad').value = 2.5; document.getElementById('receptacleLoad').value = 3; document.getElementById('hvacLoad').value = 15000; document.getElementById('specialEquipmentLoad').value = 5000; document.getElementById('demandFactor').value = 0.8; document.getElementById('safetyMargin').value = 20; // Clear errors var errorElements = document.querySelectorAll('.error-message'); for (var i = 0; i < errorElements.length; i++) { errorElements[i].style.display = 'none'; errorElements[i].textContent = ''; } calculateGeneratorSizing(); // Recalculate with defaults } function copyResults() { var resultText = "Commercial Generator Sizing Results:\n\n"; resultText += "Estimated Generator Size: " + document.getElementById('generatorKvaResult').textContent + "\n"; resultText += "Total Connected Load: " + document.getElementById('totalLoadWatts').textContent + "\n"; resultText += "Adjusted Load (Demand Factor): " + document.getElementById('adjustedLoadWatts').textContent + "\n"; resultText += "Required Capacity (with Safety Margin): " + document.getElementById('finalCapacityWatts').textContent + "\n\n"; resultText += "Key Assumptions:\n"; resultText += "- Demand Factor: " + document.getElementById('demandFactor').value + "\n"; resultText += "- Safety Margin: " + document.getElementById('safetyMargin').value + "%\n"; resultText += "- Assumed Power Factor for kVA conversion: " + powerFactor + "\n\n"; var textArea = document.createElement("textarea"); textArea.value = resultText; document.body.appendChild(textArea); textArea.select(); try { document.execCommand('copy'); alert('Results copied to clipboard!'); } catch (err) { console.error('Failed to copy:', err); alert('Failed to copy results. Please copy manually.'); } document.body.removeChild(textArea); } // Charting Logic var ctx = document.getElementById('loadDistributionChart').getContext('2d'); var loadChart; // Declare globally function updateChart(lighting, receptacles, hvac, special, adjustedLoad) { var peakLoadData = [lighting, receptacles, hvac, special]; var labels = ['Lighting', 'Receptacles', 'HVAC', 'Special Equipment']; var totalPeak = peakLoadData.reduce(function(sum, value) { return sum + value; }, 0); // Calculate how much of the adjusted load each component represents proportionally var adjustedLoadComponents = labels.map(function(label, index) { if (totalPeak === 0) return 0; // Avoid division by zero var proportion = peakLoadData[index] / totalPeak; return adjustedLoad * proportion; }); if (loadChart) { loadChart.data.datasets[0].data = peakLoadData; loadChart.data.datasets[1].data = adjustedLoadComponents; loadChart.options.title.text = `Total Peak Load: ${totalPeak.toFixed(0)} W | Adjusted Load: ${adjustedLoad.toFixed(0)} W`; loadChart.update(); } else { loadChart = new Chart(ctx, { type: 'bar', data: { labels: labels, datasets: [{ label: 'Peak Load Components (W)', data: peakLoadData, backgroundColor: 'rgba(0, 74, 153, 0.7)', // #004a99 with alpha borderColor: 'rgba(0, 74, 153, 1)', borderWidth: 1 }, { label: 'Adjusted Load Components (W)', data: adjustedLoadComponents, backgroundColor: 'rgba(40, 167, 69, 0.7)', // #28a745 with alpha borderColor: 'rgba(40, 167, 69, 1)', borderWidth: 1 }] }, options: { responsive: true, maintainAspectRatio: false, scales: { yAxes: [{ ticks: { beginAtZero: true, callback: function(value) { if (value % 1000 === 0) { return value / 1000 + 'k'; } else { return value; } } } }] }, title: { display: true, text: `Total Peak Load: ${totalPeak.toFixed(0)} W | Adjusted Load: ${adjustedLoad.toFixed(0)} W`, fontSize: 16, fontColor: '#004a99' }, legend: { display: false // Use custom legend }, tooltips: { callbacks: { label: function(tooltipItem, data) { var label = data.datasets[tooltipItem.datasetIndex].label || ''; if (label) { label += ': '; } label += tooltipItem.yLabel.toFixed(0) + ' W'; return label; } } } } }); } } // Initialize calculator and chart on page load document.addEventListener('DOMContentLoaded', function() { calculateGeneratorSizing(); // Toggle FAQ answers var faqQuestions = document.querySelectorAll('.faq-question'); faqQuestions.forEach(function(question) { question.addEventListener('click', function() { var answer = this.nextElementSibling; if (answer.style.display === 'block') { answer.style.display = 'none'; } else { answer.style.display = 'block'; } }); }); });

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