Power-law race time scenario
Mistake: Treating the example exponent as a guaranteed prediction.
Fix: Choose an exponent appropriate to your scenario and treat the result as a model, not a race promise.
Project another race distance with a user-chosen endurance exponent.
Runs offline in your browser. Once the page and required files have loaded, processing needs no internet.
Runs in your browser
Project another race distance with a user-chosen endurance exponent.
A power-law scenario, not a validated personal performance forecast. The exponent is user-supplied; 1.06 is an example, not a universal constant. Training, terrain, weather, fatigue and fueling are not modeled. Works offline after loading.
Inputs are processed on this page and are never sent to a server.
T₂ = T₁ × (D₂ / D₁)^k. Enter a completed race time and distance, a target distance and an exponent. Convert both distances using the same unit system before calculating.
Known race distance · Known race time · Target race distance · Endurance exponent
Project another race distance with a user-chosen endurance exponent.
Projected minutes: 52.123288 min Distance ratio: 2
T₂ = T₁ × (D₂/D₁)ᵏ
Projected minutes: 52.123288 min Distance ratio: 2
A power-law scenario, not a validated personal performance forecast. The exponent is user-supplied; 1.06 is an example, not a universal constant. Training, terrain, weather, fatigue and fueling are not modeled. Works offline after loading.
Calculations run on your device. Form inputs are not sent to a server.
The initial choice follows your browser region. Your choice is remembered on this device. Gallons are US gallons. Switching units keeps your numbers unchanged and interprets them in the new unit.
Numbers stay unchanged. Check the new unit and enter the intended measurement, or select an example for that system.
Distance corresponding to the supplied completed race time.
Enter a numerical value for this quantity. Use the unit shown beside this field. km / mi
Minimum: 1e-9 · Maximum: 1000000000000 km
Elapsed time of the known race, in minutes.
Enter a numerical value for this quantity. Use the unit shown beside this field. min
Minimum: 1e-9 · Maximum: 1000000000000 min
Positive distance to project.
Enter a numerical value for this quantity. Use the unit shown beside this field. km / mi
Minimum: 1e-9 · Maximum: 1000000000000 km
User-chosen power-law exponent; it controls how time scales with distance.
Enter a numerical value for this quantity.
Minimum: 0 · Maximum: 10
T₂ = T₁ × (D₂ / D₁)^k. Enter a completed race time and distance, a target distance and an exponent. Convert both distances using the same unit system before calculating.
Calculated from your entries using the method below.
Known time multiplied by the distance ratio raised to the selected exponent.
Calculated from your entries using the method below.
Target distance divided by known distance.
Calculated from your entries using the method below.
T₂ = T₁ × (D₂ / D₁)^k. Enter a completed race time and distance, a target distance and an exponent. Convert both distances using the same unit system before calculating.
Calculated from your entries using the method below.
Convert both distances using the same unit system before calculating.
Calculated from your entries using the method below.
Mistake: Treating the example exponent as a guaranteed prediction.
Fix: Choose an exponent appropriate to your scenario and treat the result as a model, not a race promise.
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