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Calcimator

Holiday Light Calculator

String count and wattage from house dimensions and style.

About this calculator

Stringing holiday lights involves two separate calculations most people never think through until they're standing at the store or flipping a breaker mid-decorating: how many strings to actually buy, and whether the circuit you're plugging into can handle the load safely. String count is the simple part — dividing the total linear footage you need to cover by each string's lit length and rounding up, since a partial string still means buying a whole one. The bigger practical difference comes from LED versus incandescent bulbs: this calculator uses roughly 0.07 watts per LED bulb against roughly 0.5 watts per incandescent bulb, over a 7x difference, which cascades through every downstream number — total wattage, amp draw, how many circuits are needed, and ultimately the electricity cost for the whole season.

Circuit capacity follows the standard household electrical safety practice of only loading a 15-amp circuit to 80% of its rating for continuous use, giving 12 usable amps, since running a circuit at its full rated capacity for hours at a stretch risks nuisance tripping or, worse, overheating. Electricity cost is calculated straightforwardly as total wattage times daily run hours times your local rate, then extended across the full season length, which is why the same physical light display can cost dramatically different amounts depending purely on whether it's LED or incandescent and how many hours a day it actually runs.

Inputs

ft

Results

Strings Needed

4

Total Wattage (W)

28

Total Bulbs400
Total Amps0.23
kWh per Day0.17
Monthly Cost ($)$0.66
Season Cost ($)$0.98
Circuits Needed1
Max Strings/Circuit205
How to Use This Calculator
  1. Enter the total linear feet of roofline, trees, or pathways you want to cover.
  2. Input the number of bulbs per string, the lit length of each string in feet, and select LED or incandescent.
  3. Set daily run time in hours, electricity rate per kWh, and the season length in days.
  4. Review strings needed, total wattage, and both monthly and season electricity costs.
  5. Check the circuits needed output to avoid overloading your electrical panel.

How the result changes with Linear Feet to Cover

Linear Feet to CoverStrings NeededTotal Wattage (W)
50214
75321
150642
2501070

What each input means

Linear Feet to Cover
Total linear feet of roofline, trees, bushes, or pathways.
Bulbs per String
Number of bulbs on each string of lights.
String Length (ft)
Lit length of each string.
LED? (0=Incandescent, 1=LED)
LED uses ~0.07W/bulb vs ~0.5W for incandescent.
Hours per Day
Average daily run time.
Electric Rate ($/kWh)
Your electricity rate per kilowatt-hour.
Season Length (days)
Number of days lights will be on.

What each result means

Strings Needed
Number of light strings to purchase.
Total Bulbs
Total number of individual bulbs.
Total Wattage (W)
Combined wattage of all lights.
Total Amps
Current draw at 120V.
kWh per Day
Daily electricity consumption.
Monthly Cost ($)
Monthly electricity cost for lights.
Season Cost ($)
Total electricity cost for the entire season.
Circuits Needed
Minimum 15A circuits required (at 80% load).
Max Strings/Circuit
Maximum strings safely on one 15A circuit.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Linear Feet to Cover = 100, Bulbs per String = 100, String Length (ft) = 25, LED? (0=Incandescent, 1=LED) = 1 = 7 input(s) provided
  2. Calculate Strings Needed
    Strings Needed
    4 = 4
  3. Calculate Total Wattage
    Total Wattage = totalBulbs * wattsPerBulb
    28 = 28
  4. Calculate Total Bulbs
    Total Bulbs
    400 = 400
  5. Calculate Total Amps
    Total Amps = totalWatts / 120
    0.23 = 0.23

Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does switching from incandescent to LED bulbs change so much more than just the electricity bill?

LED bulbs draw roughly seven times less power per bulb than incandescent ones in this calculator's model, and that wattage difference doesn't just lower the electricity cost — it directly reduces total amp draw, which in turn reduces how many circuits the display needs and how many light strings can safely share a single 15-amp circuit. A display that requires multiple dedicated circuits in incandescent bulbs might comfortably run on just one circuit in LED.

Why is a 15-amp circuit only treated as having 12 usable amps?

This reflects the standard electrical safety practice of not loading a circuit past 80% of its rated capacity for anything running continuously for an extended period, which holiday lights typically do for hours each evening — running a circuit at its full rating for that long risks nuisance breaker trips or excess heat buildup in the wiring. This 80% guideline is a widely followed safety margin, not a Calcimator-specific assumption.

Does running lights for fewer hours per day meaningfully lower the season's electricity cost?

Yes, and proportionally so — daily electricity cost scales directly with hours run per day, so cutting run time from, say, 8 hours down to 4 cuts the electricity cost in half for an identical light display, with zero change to the strings, bulbs, or wattage involved. A timer that automatically shuts lights off late at night, once most passersby have gone home, is one of the simplest ways to meaningfully reduce the season's total cost.

How is 'circuits needed' different from 'max strings per circuit'?

Circuits needed tells you the minimum number of separate 15-amp circuits required to safely power your entire planned display without exceeding the safe load on any one circuit, while max strings per circuit tells you, for the specific bulb type and string size you entered, how many individual strings could be safely daisy-chained onto just one circuit before hitting that same safe load limit. Comparing the two together helps you figure out how to physically distribute your strings across the outlets and circuits actually available at your house.

The questions that sit next to this one — chosen by subject, including calculators filed under a different category.

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