@Hans-Rutten the short answer is if you have an MRA Gold subscription to use the "Compare" tool
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In the above picture the algorithm being used to calculate the route is the Here algorithm & it can be "Compare" to the OpenStreetMap or TomTom route calculators
the long answer .............. is that the routing algorithms that calculate the route for Here & TomTom are different, as is the underlying map data that the algorithms use to calculate the path of the route
The larger the distance between any 2 points you place, the larger the number of possible different paths the algorithms can choose from & the greater the number of differences in the underlying maps (the average speeds on the roads) that the algorithms can also choose from
In the picture below the route is a simple 2 points placed 66 miles apart & each of the different algorithms, Here (black line), OpenStreetMap (blue line) & TomTom (red line) calculate routes completely differently because of the difference in the algorithms & underlying data in their maps
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The same effect can happen when 2 points are placed closer together, 5 miles or even 1 mile apart
IF there are different possible paths for the algorithms to choose from between 2 points it is possible for the paths to have different underlying data & the algorithms can calculate different routes
The way to solve this is to "constrain" the route so that there are not 2 different paths for the algorithms to choose from
This is done by adding extra points, normally shaping points, to force the route onto the preferred path of your choice.
In the example I am using with 66 miles between points, adding an extra point constrains both OpenStreetMap & the TomTom algorithms to choosing a route via the west of London
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At the beginning & end of the route the OpenStreetMap route calculation is still different to that of the Here & TomTom routes because there are still multiple different optional paths for the algorithms to use even at this shorter distance
Additional points would need to be added to more completely constrain the algorithms onto the same roads & make all 3 algorithms use the same route
The above example with 66 miles between points, in an area like the south of the UK where there is a large network of roads, is extreme (or lazy) & is bound to cause problems with different routes being calculated, it is only an example to illustrate the issue.
Normally you would place points a lot closer together depending on the density of the road network & the number of possible different path options between points
If you are sharing your routes with friends that use navigation systems other than MRA, it is a good idea to make sure your routes are tightly constrained i.e. you add a lot of additional points to prevent the algorithms on the other navigation systems calculating a route via a different alternative path