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Egidijus Rikteris
Saved routes

St.Thomas Bay Cliffs – Cliffs view Loop from Marsaxlokk

Egidijus Rikteris
Saved routes

St.Thomas Bay Cliffs – Cliffs view Loop from Marsaxlokk

planned a hike

January 13, 2022

St.Thomas Bay Cliffs – Cliffs view Loop from Marsaxlokk

Moderate

03:06

11.3km

3.6km/h

180m

180m

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Overview

Moderate hike. Good fitness required. Easily-accessible paths. Suitable for all skill levels. The starting point of the route is accessible with public transport.

Waypoints

A

Start point

Bus stop

Get Directions

1

2.51 km

St. Peter's Pool

Highlight • Beach

The natural swimming pool St. Peter's Pool is located in the immediate vicinity of Marsaxlokk at the tip of Delimara Point in southwestern Malta. Thanks to its seclusion, the pool is rarely crowded.

Translated by Google •

Tip by

2

2.78 km

Cliffs of St. Peter's Pool

Highlight • Natural Monument

The cliffs around St. Peter's Pool Bay can be walked above but also partly below (at sea level). Very nice rock formations and great views. Access to the sea in the bay is possible through flat rock formations.

Translated by Google •

Tip by

3

3.26 km

White Cliffs Arch

Highlight • Natural Monument

Unfortunately only accessible by boat.

Translated by Google •

Tip by

4

4.51 km

St. Paul's Battery

Highlight • Monument

5

5.48 km

St. Thomas Bay Cliffs

Highlight • Natural Monument

Very nice area for a hike with great viewing spots.

Translated by Google •

Tip by

6

6.18 km

7

6.45 km

View of St. George's Bay Cliffs

Highlight • Viewpoint

The city now growing larger in front of us, the cliffs behind us getting smaller, we pass the middle of the bay.

Looking in both directions, a panorama opens up that will stay with us.

Translated by Google •

Tip by

B

11.3 km

End point

Bus stop

Way Types & Surfaces

Way Types

4.15 km

3.97 km

1.83 km

1.34 km

Surfaces

4.73 km

3.95 km

1.26 km

824 m

343 m

180 m

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Route Details

Elevation

Elevation

Nothing selected – click and drag below to see the stats for a specific part of the route.

Highest point (60 m)

Lowest point (0 m)

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