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Activity:
Road biking
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Distance:
49.51 km
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Author’s time:
Duration unknown
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Difficulty:
Not specified
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Return to departure point:
Yes
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Vertical gain:
+ 262 m
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Vertical drop:
- 263 m
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Highest point:
105 m
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Lowest point:
40 m
Description
Start the plot by indicating the starting point. If you know the exact car parking situation, please explain how to park.
If we can access the starting point with public transports, please explain the lines to use and share any useful informations.
(S) From here, describe the instructions to follow from the starting point.
Add waypoints by clicking on the map.
The plot has to end by the location where the walk finishes. If it is a loop please write (S/E) at the end of the description. If it is a one way route write (E).
Waypoints
- S/E : km 0 - alt. 41 m - Start near Nene Court, 27-31 Embankment, Wellingborough, Northamptonshire NN8 1LD, UK
- 2 : km 0 - alt. 41 m - Head south
- 3 : km 0.06 - alt. 41 m - Head west toward Embankment/B573
- 4 : km 0.12 - alt. 41 m - Head south on Embankment/B573
- 5 : km 0.9 - alt. 42 m - At the roundabout, take the 1st exit onto London Rd/A509
- 6 : km 0.94 - alt. 42 m - Head southeast on London Rd/A509 toward Daniels Rd
- 7 : km 1.85 - alt. 48 m - At the roundabout, take the 1st exit onto Gipsy Ln/B570
- 8 : km 2.01 - alt. 55 m - Head east on Gipsy Ln/B570
- 9 : km 2.76 - alt. 77 m - Head east on Gipsy Ln/B570
- 10 : km 3.5 - alt. 85 m - At the roundabout, take the 2nd exit onto Wollaston Rd/B569
- 11 : km 3.54 - alt. 85 m - Head north on Wollaston Rd/B569
- 12 : km 3.55 - alt. 85 m - At the roundabout, take the 2nd exit and stay on Wollaston Rd/B569
- 13 : km 3.58 - alt. 85 m - Head west on Wollaston Rd/B569
- 14 : km 3.59 - alt. 85 m - At the roundabout, take the 1st exit and stay on Wollaston Rd/B569
- 15 : km 5.13 - alt. 95 m - Turn left onto Irchester Rd
- 16 : km 6.44 - alt. 91 m - Turn right onto Hinwick Rd
- 17 : km 6.45 - alt. 91 m - Head east on Hinwick Rd
- 18 : km 7.77 - alt. 67 m - Head southeast on Hinwick Rd
- 19 : km 8.07 - alt. 81 m - Turn right
- 20 : km 8.41 - alt. 82 m - Turn right at the 1st cross street
- 21 : km 10.18 - alt. 97 m - Head southeast toward Harrold Rd
- 22 : km 10.45 - alt. 102 m - Continue onto Dungee Rd
- 23 : km 13.7 - alt. 61 m - Continue onto Odell Rd
- 24 : km 14.18 - alt. 51 m - Turn left onto High St
- 25 : km 14.19 - alt. 51 m - Head east on High St
- 26 : km 15.29 - alt. 44 m - Slight right onto Mill Ln
- 27 : km 15.33 - alt. 43 m - Head west on Mill Ln toward High St
- 28 : km 15.38 - alt. 44 m - Sharp right onto High St
- 29 : km 17.85 - alt. 50 m - Continue onto Odell Rd
- 30 : km 18.45 - alt. 62 m - Head north on Odell Rd
- 31 : km 18.46 - alt. 62 m - At the roundabout, take the 2nd exit and stay on Odell Rd
- 32 : km 19.05 - alt. 59 m - Continue onto Church Ln
- 33 : km 19.42 - alt. 52 m - Head northeast on Church Ln toward High St
- 34 : km 19.42 - alt. 52 m - Turn right onto High St
- 35 : km 19.83 - alt. 44 m - Head east on Kennell Hill toward Godfrey Ln
- 36 : km 20.16 - alt. 51 m - Continue onto Mill Rd
- 37 : km 20.61 - alt. 50 m - Head east on Mill Rd
- 38 : km 21.3 - alt. 44 m - Head east on Mill Rd
- 39 : km 21.49 - alt. 43 m - Head east on Mill Rd
- 40 : km 21.5 - alt. 43 m - At the roundabout, take the 2nd exit
- 41 : km 22.2 - alt. 47 m - Head east
- 42 : km 22.78 - alt. 59 m - Turn left
- 43 : km 22.79 - alt. 59 m - Head north
- 44 : km 26.19 - alt. 60 m - Continue onto High St
- 45 : km 26.72 - alt. 54 m - Head northeast on High St toward Litchfield
- 46 : km 27.38 - alt. 54 m - Head northeast on High St toward Dodds Cl
- 47 : km 27.77 - alt. 51 m - Head northeast on High St
- 48 : km 27.81 - alt. 51 m - Continue onto Swineshead Rd
- 49 : km 28.62 - alt. 50 m - Head northeast on Swineshead Rd
- 50 : km 28.62 - alt. 51 m - Turn left
- 51 : km 30.62 - alt. 80 m - Head north
- 52 : km 30.63 - alt. 80 m - Turn left
- 53 : km 31.4 - alt. 61 m - Head west toward Knotting Rd
- 54 : km 32.79 - alt. 87 m - Head northwest toward Church Ln
- 55 : km 34.02 - alt. 62 m - Head west toward Church Ln
- 56 : km 34.04 - alt. 62 m - Continue onto High St
- 57 : km 35.59 - alt. 81 m - Head southwest toward Church Ln
- 58 : km 36.09 - alt. 86 m - Turn left onto Rushden Rd
- 59 : km 36.74 - alt. 91 m - Head southwest on Rushden Rd toward Avenue Rd
- 60 : km 37.86 - alt. 95 m - Turn left onto Avenue Rd
- 61 : km 37.87 - alt. 95 m - Head northeast on Avenue Rd toward Newton Rd
- 62 : km 37.87 - alt. 95 m - Turn left onto Newton Rd
- 63 : km 39.88 - alt. 84 m - Head west on Newton Rd
- 64 : km 39.9 - alt. 83 m - At the roundabout, take the 2nd exit and stay on Newton Rd
- 65 : km 41.27 - alt. 61 m - Newton Rd turns left and becomes High St/A5028
- 66 : km 41.35 - alt. 61 m - Slight right onto Skinner's Hill/A5028
- 67 : km 41.38 - alt. 59 m - Head northwest on Skinner's Hill/A5028 toward Brooke Cl
- 68 : km 41.53 - alt. 53 m - At the roundabout, continue straight onto Wellingborough Rd/A5001
- 69 : km 41.99 - alt. 67 m - Head northwest on Wellingborough Rd/A5001 toward Station Rd
- 70 : km 42.31 - alt. 67 m - Head southwest on Irchester Rd/B569 toward Irchester Rd/B569
- 71 : km 43.46 - alt. 70 m - Head southwest on B569
- 72 : km 44.3 - alt. 60 m - Head southwest on Station Rd/B569 toward Arkwright Rd
- 73 : km 44.75 - alt. 68 m - Head west on Station Rd/B569 toward Biscay Cl
- 74 : km 45.08 - alt. 68 m - Head southwest on Station Rd/B569 toward High St
- 75 : km 45.89 - alt. 85 m - Head west on Wollaston Rd/B569
- 76 : km 45.9 - alt. 85 m - At the roundabout, take the 2nd exit onto Gipsy Ln/B570
- 77 : km 47.56 - alt. 49 m - At the roundabout, take the 2nd exit onto London Rd/A509
- 78 : km 48.52 - alt. 42 m - Head northwest on London Rd/A509
- 79 : km 48.55 - alt. 42 m - At the roundabout, take the 3rd exit onto Embankment/B573
- 80 : km 49.39 - alt. 41 m - Turn right
- 81 : km 49.46 - alt. 41 m - Turn left
- S/E : km 49.51 - alt. 41 m
Useful Information
Always stay careful and alert while following a route. Visorando and the author of this walk cannot be held responsible in the event of an accident during this route.
The GPS track and description are the property of the author.
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