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Basal metabolic rate calculator (Harris-Benedict)

Basal metabolic rate (BMR): 1 668 kcal/day

This result is for information only. Historical formulas do not replace an individual assessment by a doctor or dietitian.

What these numbers mean
  • Result for the settings above: 1 668 kcal/day. It updates as soon as any field changes.
  • We compute it from the formula shown below — not from a prediction model and not from draw history.

The numbers come from the formula and the values you typed above. They are not a forecast — no calculator changes the probability of a single draw.

How to use this page
  1. Fill in the fields in the form above — the result recomputes at once, with no page reload.
  2. Under the result you will find the interpretation scale, if the calculator has one: it says which range your value fell into.
  3. The formula we use is shown lower on this page — you can check the arithmetic yourself.
  4. To compute the same for another game or variant, change it in the select field — prices and pools update automatically.

What this page does not do: It does not point to numbers to play and does not predict a draw — every draw is independent of the previous ones.

Further reading

Formula

men: 66.47 + 13.75 × weight + 5 × height − 6.75 × age women: 655.1 + 9.563 × weight + 1.85 × height − 4.676 × age
Weight in kg, height in cm, age in years. The result is BMR — resting energy, without the physical activity factor.

The Harris-Benedict formula is the oldest widely used method for calculating basal metabolic rate. It was created in 1919 based on calorimetric measurements taken on a group of 239 people. The version for men reads: 66.47 + 13.75 × weight + 5 × height − 6.75 × age. For women: 655.1 + 9.563 × weight + 1.85 × height − 4.676 × age. For example, a man weighing 80 kg, 180 cm tall and 35 years old will get 66.47 + 1100 + 900 − 236.25 = 1830 kcal.

The resulting number is the energy the body needs at complete rest to sustain vital functions: heartbeat, breathing, temperature regulation and nervous system activity. Roughly one fifth goes to the brain's activity. To get the real daily energy requirement, the BMR must be multiplied by a physical activity factor, ranging from 1.2 for sedentary work to 1.9 for physical labor combined with daily training.

The formula does, however, have a clear flaw. The group studied a century ago came from people with a different average body composition than today's population, which causes the equation to give inflated values in people with overweight and obesity, in some studies by as much as 5–15 percent. That's why, since the nineties the Mifflin-St Jeor equation has been recommended more often. As with all equations of this type, Harris-Benedict knows nothing about muscle tissue content or hormonal status. Consider the figure an approximation with a margin of a dozen or so percent. In the case of hormonal disorders or before making a significant change to your diet, consult the result with a doctor.

Frequently asked questions

What is the Harris-Benedict formula?

For men: BMR = 66.47 + 13.75 × weight (kg) + 5 × height (cm) − 6.75 × age (years). For women: BMR = 655.1 + 9.563 × weight + 1.85 × height − 4.676 × age. A woman weighing 60 kg, 165 cm tall and 30 years old has a BMR of around 1388 kcal.

Is the Harris-Benedict formula still relevant today?

It is still used, but it is no longer the first choice. It was created in 1919 based on a sample of 239 people and overestimates the result in people with overweight, by 5 to 15 percent according to some studies. Today the Mifflin-St Jeor equation from 1990 is used more often.

What does the BMR result mean?

BMR is the number of kilocalories the body burns in a day at complete rest. It is not your daily energy requirement — it's a minimum value that must be multiplied by an activity factor between 1.2 and 1.9 to get your actual daily needs.

Why is the formula different for women and men?

At the same weight and height, men on average have a higher proportion of muscle tissue, and muscle burns more energy at rest than fat tissue. That's why the coefficients for weight and height are higher in the male version.

See also

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