Code tool

Race Equivalent Time Estimator

Estimate equivalent time and pace for 1–20 target distances using the fixed Riegel exponent 1.06. Fixed Riegel benchmark: exponent 1.06. Independent primary research by Blythe and Király, PLOS ONE (2016), describes this model; individual variation remains. Similar race conditions and fitness are assumed. No individual guarantee. Choose Parkrun / 5 km to set the target list to 5 km. This is an estimate, not a performance guarantee.

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Choose Parkrun / 5 km to set the target list to 5 km. This is an estimate, not a performance guarantee.

Fixed Riegel benchmark: exponent 1.06. Independent primary research by Blythe and Király, PLOS ONE (2016), describes this model; individual variation remains. Similar race conditions and fitness are assumed. No individual guarantee.

Use finite decimal numbers within these ranges: D1 > 0; T1 > 0; D2 > 0. Enter 1–20 comparison values, separated by commas or new lines.

A QUICK WALKTHROUGH

How to use this tool

  1. Enter the required decimal values.
  2. Enter 1–20 comparison values, separated by commas or new lines.
  3. Calculate, inspect every row, and copy or download the same report.

Formula

T2=T1(D2/D1)^1.06; p2=60T2/D2

Assumptions

Fixed Riegel benchmark: exponent 1.06. Independent primary research by Blythe and Király, PLOS ONE (2016), describes this model; individual variation remains. Similar race conditions and fitness are assumed. No individual guarantee.

Results

Calculated. Values show full JavaScript numeric precision.

Model

Fixed Riegel benchmark: exponent 1.06. Independent primary research by Blythe and Király, PLOS ONE (2016), describes this model; individual variation remains. Similar race conditions and fitness are assumed. No individual guarantee. https://doi.org/10.1371/journal.pone.0157257

Parkrun / 5 km

Choose Parkrun / 5 km to set the target list to 5 km. This is an estimate, not a performance guarantee.

GOOD TO KNOW

Common questions

How are results calculated?

T2=T1(D2/D1)^1.06; p2=60T2/D2 Fixed Riegel benchmark: exponent 1.06. Independent primary research by Blythe and Király, PLOS ONE (2016), describes this model; individual variation remains. Similar race conditions and fitness are assumed. No individual guarantee.

Are results guaranteed?

No. This is a local planning calculation, not a guarantee of an individual race outcome.