Motorcycle and car loop from Titisee-Neustadt

From Titisee-Neustadt (Black Forest) we calculate the twistiest round trip in three lengths, for motorcycle and car. It runs over paved country roads without motorways. Every figure comes from the calculated route.

The app calculates a loop from your location with the same method.

Kilometres
117.4km
Curves
223
Climbing
2658m
Median radius
79m
Curves per 100 km
155.9
Map of the 117 km round trip from Titisee-Neustadt Titisee-Neustadt Todtnau Kirchzarten Feldberg-Ort Falkau St. Märgen Aftersteg Bärental Titisee Stegen Hofsgrund Wittental Muggenbrunn Wagensteig Start and finish

Tap a dot on the map for its radius and road.

Radius explorer

Move the cursor over a bar. The curves of that class light up on the map, with their km position.

Tightest radius per curve

40 curves sit at junctions and are left out of these figures, for example turns with a small radius.

Curve character

Of 117.4 km, 45.6 km run through curves. The rest is straight or a junction turn.

Tight
0.7 km, 0.6 %
radius under 60 m
Medium
16.7 km, 14.3 %
60 to 180 m
Wide
28.3 km, 24.3 %
180 to 400 m
Straights and junctions
71.1 km, 60.9 %

Key figures of the route

Tightest curve
At km 39.9 on L 126: radius 17 m, left.
Longest curve passage
25 curves over 4.0 km, from km 88.8 on Schweighöfe.
Densest curve stretch
34 curves over 10 km, from km 82.5. The quieter kilometres come before.
First free curve
At km 0.0. Before that, no curve away from junctions lies on the route.
Longest climb
14.7 km with 534 m of ascent, from km 73.0 on K 4907. Average gradient 3.6 %.

Elevation profile

From 369 m to 1234 m. 2658 m up, 2649 m down.

Drag a finger or the cursor along the profile. The map shows the spot.

High: km 9.8: 1003 m High: km 16.3: 1213 m High: km 44.7: 1117 m Low: km 55.3: 443 m High: km 61.9: 818 m Low: km 97.9: 496 m

Turning points

  • High km 9.8: 1003 m
  • High km 16.3: 1213 m
  • High km 44.7: 1117 m
  • Low km 55.3: 443 m
  • High km 61.9: 818 m
  • Low km 97.9: 496 m

Compared with the standard loop

The reference is the fastest round trip with the same start, heading and circle radius.

Compared with the standard loop Twisty loop Standard loop
Kilometres117.4117.3
Curves183184
Curves per 100 km155.9156.9
Motorway0.0 km0.0 km

Among the cities

Rank 6 of 152 cities in Germany. Median 104.1 curves per 100 km, Titisee-Neustadt sits at 158.5.

Similar cities

All lengths from Titisee-Neustadt

Every length in both directions. The curve column shows the count away from junctions first, then the total.

Length Direction Kilometres Curves Curves per 100 km Median radius Climbing
60 km Outbound 63.1 km 103 / 136 163.2 74 m 867 m
60 km Reverse 63.1 km 106 / 138 168.0 76 m 867 m
120 km Outbound 117.4 km 183 / 223 155.9 79 m 2658 m
120 km Reverse 117.4 km 188 / 230 160.2 84 m 2656 m
200 km Outbound 214.2 km 335 / 404 156.4 94 m 2879 m
200 km Reverse 214.2 km 333 / 400 155.5 87 m 2946 m

Every curve with its position

183 curves away from junctions, with km position, tightest radius and road.

km Radius Road
0.0143 mIm Bildstöckle
0.274 mIm Bildstöckle
3.348 mB 31
3.881 mB 317
7.8151 mB 317
8.678 mB 317
8.989 mB 317
12.4142 mB 500
12.7167 mB 500
13.733 mHasleweg
14.084 mSchachenweg
15.475 mSchachenweg
15.6101 mSchachenweg
16.696 mSchachenweg
16.974 mSchachenweg
18.487 mSchachenweg
19.4159 mB 500
19.8146 mB 500
20.2194 mB 500
20.829 mB 317
23.3131 mB 317
23.799 mB 317
24.177 mB 317
24.376 mB 317
25.1180 mB 317
25.9187 mB 317
26.2107 mB 317
26.4186 mB 317
28.265 mB 317
28.469 mB 317
28.862 mB 317
28.987 mB 317
30.454 mB 317
31.3116 mB 317
31.7124 mB 317
31.954 mB 317
32.154 mB 317
32.463 mB 317
33.4101 mB 317
34.5139 mB 317
35.875 mB 317
37.148 mL 126
38.288 mL 126
38.542 mL 126
38.765 mL 126
39.917 mL 126
40.6117 mL 126
41.389 mL 126
41.592 mL 126
42.377 mL 126
42.4126 mL 126
42.6120 mL 126
43.0215 mL 126
43.6109 mL 126
43.971 mL 126
44.1107 mL 126
44.7101 mL 126
44.877 mL 126
45.549 mL 126
46.069 mL 126
46.181 mL 126
46.318 mL 126
46.539 mL 126
46.988 mL 126
47.818 mL 126
47.925 mL 126
48.4174 mL 126
49.020 mHintertalstraße
49.3164 mHintertalstraße
49.6130 mHintertalstraße
50.117 mHintertalstraße
50.125 mHintertalstraße
50.457 mHintertalstraße
50.7149 mHintertalstraße
51.081 mHintertalstraße
51.2112 mHintertalstraße
53.296 mHintertalstraße
53.6137 mHintertalstraße
54.697 mHintertalstraße
55.679 mTalstraße
55.879 mTalstraße
55.9198 mTalstraße
56.3146 mTalstraße
56.4119 mTalstraße
56.7130 mTalstraße
60.050 mStollenbachstraße
60.0108 mStollenbachstraße
60.438 mStollenbachstraße
60.622 mStollenbachstraße
60.843 mStollenbachstraße
60.930 mStollenbachstraße
61.030 mKleislewaldweg
61.338 mKleislewaldweg
61.535 mKleislewaldweg
62.138 mKleislewaldweg
62.436 mKleislewaldweg
62.6113 mKleislewaldweg
62.930 mKleislewaldweg
63.142 mStollenbachstraße
63.222 mStollenbachstraße
63.322 mStollenbachstraße
63.539 mStollenbachstraße
64.050 mStollenbachstraße
66.7168 mTalstraße
67.2126 mTalstraße
67.4115 mTalstraße
67.6148 mTalstraße
68.081 mTalstraße
68.279 mTalstraße
68.885 mHauptstraße
74.3100 mHöllentalstraße
76.772 mBurger Straße
78.576 mL 128
81.0131 mK 4907
81.9115 mK 4907
82.1103 mK 4907
82.678 mK 4907
82.878 mK 4907
83.877 mK 4907
84.263 mK 4907
85.3119 mK 4907
85.5100 mK 4907
86.093 mK 4907
86.339 mK 4907
86.8120 mK 4907
88.170 mSchweighöfe
88.884 mSchweighöfe
89.092 mSchweighöfe
89.327 mSchweighöfe
89.527 mSchweighöfe
89.534 mSchweighöfe
89.734 mSchweighöfe
89.844 mSchweighöfe
89.944 mSchweighöfe
90.164 mSchweighöfe
90.273 mSchweighöfe
90.448 m
90.548 m
90.767 m
90.931 m
91.025 m
91.125 mSchweigbrunnenstraße
91.452 mSchweigbrunnenstraße
91.618 mSchweigbrunnenstraße
91.639 mSchweigbrunnenstraße
91.934 mSchweigbrunnenstraße
91.934 mSchweigbrunnenstraße
92.161 mSchweigbrunnenstraße
92.264 mSchweigbrunnenstraße
92.317 mSchweigbrunnenstraße
92.656 mSchweigbrunnenstraße
93.274 mSchweigbrunnenstraße
95.292 mTalstraße
95.5128 mTalstraße
96.3143 mTalstraße
99.0133 mK 4907
99.2108 mK 4907
99.7122 mK 4907
99.976 mK 4907
101.079 mK 4907
101.367 mK 4907
102.4233 mK 4907
102.6101 mK 4907
103.195 mK 4907
103.438 mK 4907
104.0142 mK 4907
104.2119 mK 4907
104.6153 mSchweighöfe
104.9228 mSchweighöfe
108.340 mJostalstraße
108.6146 mJostalstraße
108.7145 mJostalstraße
110.1168 mJostalstraße
110.7156 mJostalstraße
111.4112 mJostalstraße
111.7178 mJostalstraße
112.8124 mJostalstraße
112.9154 mJostalstraße
114.1178 mJostalstraße
114.3170 mJostalstraße
115.5202 mJostalstraße
117.073 mIm Bildstöckle
117.178 mIm Bildstöckle

How it was measured

  • Route: a round trip from Titisee-Neustadt, calculated on road data from 3 Jul 2026. Of several possible loops of the same length we show the one with the most rideable curves. Motorways are excluded.
  • Vehicle: The route is calculated for a motorcycle and runs on paved roads. A car can drive it too. On narrow stretches a car route can differ in detail.
  • Curve: a turn in one direction of at least 35 degrees. The DriveBattle app counts the same way.
  • Radius: the tightest curve radius inside the curve. Turns at junctions are flagged and do not count towards radius, tightest curve or passage.
  • Elevation: ground height along the route, smoothed over about 450 m. A climb counts from a 5 m height difference.
  • Calculated on 5 Oct 2026. The figures describe this route. The state of the road on the day you ride can differ.

Calculated on 5 Oct 2026

Questions about the round trip

How long is the round trip from Titisee-Neustadt?

There are three lengths: 60, 120, 200 km. The calculated routes measure 63.1, 117.4, 214.2 km.

Can I drive the round trip by car?

Yes. The route runs over paved country roads without motorways and can be driven by car and motorcycle. It is calculated for a motorcycle, so on very narrow stretches a car route can differ in detail.

How many curves does the round trip from Titisee-Neustadt have?

On 120 km we count 223 curves, 183 of them away from junctions. That is 155.9 free curves per 100 km.

How tight is the tightest curve?

On 120 km the tightest radius is 17 m, at km 39.9. The median radius of all curves is 79 m.

How much climbing does the route have?

On 120 km it is 2658 m of ascent. The highest point is 1234 m, the lowest 369 m.

Can I ride this round trip with the app?

Yes. The round-trip generator in the DriveBattle app calculates loops from your location with the same method.

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The round-trip generator is part of Premium. During the beta it is open to everyone.

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