PROFILE: MIT Speedwork - Hills Elementary To The W
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Created with Highcharts 7.2.1DISTANCE IN KM0m50m100m150m200m250m00.10.20.30.40.50.60.70.80.911.11.21.31.4
Distance from Start (km) Height Above Sea Level (m) Comments
0.000263 
0.090263Steepest downhill
0.180262 
0.270262 
0.360261 
0.450261 
0.540261 
0.630262 
0.720261 
0.810261 
0.900261 
0.990260Lowest Point
1.080262 
1.170263Steepest uphill
1.260266Highest Point
1.350266 
1.440266 
GRADIENT
FILTER
40.0%
0.0%
ELEVATION
INTERVAL
90 m
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Chart Data
Height
m ft
Distance
km miles
Type
height %
Labels
Horiz. Vertical
Colours
Top:Botttom: RESET
SECTION SELECTOR
0.00
1.51
MAP
STATS
LABELS
CLIMBS
SELECTED SECTION: 1.505 km
Distance 1.505 km   Ascent / Descent (Raw) 7 m / 4 m
Ascent Filter
(min. threshold)
-5 m+
  Ascent/Descent (Filtered) 0 m / 0 m
Lowest Point 260 m (at 0.99 km)   Highest Point 266 m (at 1.26 km)
Uphill 0.36 km (23.9%)   Downhill 0.36 km (23.9%)
Flat 0.72 km (47.8%)   Height Gain 6 m
Steepest Uphill +3.3% (at 1.17 km)   Steepest Downhill -1.1% (at 0.09 km)
Longest Uphill 0.36 km (at 0.99 km)   Longest Downhill 0.45 km (at 0.09 km)
Ascent Rate 5 m/km   Descent Rate 3 m/km
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No Starts Length Gain Grade Cat.
Category 4
Category 3
Category 2
Category 1
Hors Catégorie
Learn how we determine Climb Categories
 
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About Climb Categories

To work out the Category of a climb, we multiply the length of the climb in metres by the gradient of the climb in percent to determine a score. This score is then used to determine the Category as follows:
Category 4 8000 or above
Category 3 16000 or above
Category 2 32000 or above
Category 1 64000 or above
Hors Catégorie 80000 or above

For example, a climb that goes on for 1km at an average gradient of 12.5% has a score of 1000 x 12.5 = 12500, which equates to Category 4.

 
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