Comparing Rother Valley and Poolsbrook parkruns
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Rother Valley vs Poolsbrook elevation snapshot
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| Metric | Rother Valley | Poolsbrook |
| Total Ascent | 10.86m (35.63ft) | 7.93m (26.02ft) |
| Elevation Gain Per Km | 2.2m/km | 1.6m/km |
| Elevation Range | 4.98m (16.34ft) | 1.84m (6.04ft) |
| Flat Percentage | 33.0% | 33.4% |
| Uphill Percentage | 35.6% | 32.6% |
| Longest Climb | 370m (1,214ft) | 160m (525ft) |
| Steepest 100m Climb | 1.5% | 1.0% |
| Steepest 100m Descent | 2.0% | 0.7% |
This chart shows the elevation comparing both parkruns against each
other in their literal, above sea level terms.
Normalised Comparison
With this variation of the chart we normalise the chart so that the
start line is at the same level, this way you can compare the two
parkruns in an alternative way.
Bottomed out Comparison
The below charts move the lowest point to the bottom so you can compare
in another way.
Sorted Comparison
Finally the below chart sorts all of the elevation data to give you a
rough indication of the change in elevation you'll be. Typically if one
line is steeper than the other, the steeper parkrun might be more of a
challenging run.
More information on these parkruns can be found at Rother Valley Parkrun and Poolsbrook Parkrun
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Rother Valley and Poolsbrook parkrun data
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to compare.
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| Data Point | Rother Valley parkrun | | Poolsbrook parkrun | |
| Town / City | Rotherham | Chesterfield |
| Country | UK | UK |
| Start Line Lat Long | 53.343791,-1.322046 | 53.259816,-1.347031 |
| Start Line What3Words | ///pacemaker.inclines.parading | ///blunt.facing.crush |
| Laps | 1 | 3 |
| Lowest Point | 37.9 meters | 124.34 feet | 56.75 meters | 186.19 feet |
| Highest Point | 42.88 meters | 140.68 feet | 58.58 meters | 192.19 feet |
| Longest Climb | 370 meters | 1213.91 feet | 160 meters | 524.93 feet |
| Longest Climb Start Altitude | 38.43 meters | 126.08 feet | 56.8 meters | 186.35 feet |
| Longest Climb End Altitude | 41.42 meters | 135.89 feet | 57.44 meters | 188.45 feet |
| Longest Climb Gradient | 1:124
You'll go up 1 meter every 124 meters | 1:250
You'll go up 1 meter every 250 meters |
| Longest Descent | 200 meters | 656.17 feet | 250 meters | 820.21 feet |
| Longest Descent Start Altitude | 40.77 meters | 133.76 feet | 58.12 meters | 190.68 feet |
| Longest Descent End Altitude | 39.04 meters | 128.08 feet | 56.89 meters | 186.65 feet |
| Longest Descent Gradient | 1:116
You'll go down 1 meter every 116 meters | 1:203
You'll go down 1 meter every 203 meters |
| Flat Distance | 1650 meters | 5413.39 feet | 1670 meters | 5479 feet |
| Flat Percentage | 33.0% | 33.4% |
| Uphill Percentage | 35.6% | 32.6% |
| Downhill Percentage | 31.4% | 34.0% |
| Elevation Range | 4.98m (16.34ft) | 1.84m (6.04ft) |
| Elevation Gain Per Km | 2.2m/km | 1.6m/km |
| Steepest 100m Climb | 1.5% from 500m (1,640ft) | 1.0% from 4,850m (15,912ft) |
| Steepest 100m Descent | 2.0% from 920m (3,018ft) | 0.7% from 2,480m (8,136ft) |
| Total Elevation Gain | 10.86 meters | 35.63 feet | 7.93 meters | 26.02 feet |
| Total Elevation Loss | 11.4 meters | 37.4 feet | 7.43 meters | 24.38 feet |
| Net Elevation Change | -0.54m (-1.77ft) | +0.5m (+1.64ft) |
| Elevation Analysis | Reliable | Reliable |