Horizon view
Horizon from Dionysius
2.7733° N, 17.2930° E · cell 25NGD
- Highest horizon point
- Dionysius: 18.6° above the horizontal, 7.58 km away at azimuth 5°.
- Farthest visible point
- 9.48 km away at azimuth 65°, 15.5° from the horizontal.
- Observer
- Eye 2 m above the ground, which is 2,757 m below the 1,737.4 km reference sphere.
- Sun at the rendered time
- The Sun is above the local horizon: 67.2° high at azimuth 100°, 51.9° above the skyline there. At 2026-10-22 13:38:57 UTC, when this page was served.
- Resolution
- Terrain resolution: about 1.9 km, the global LOLA terrain tier of 16 pixels per degree; relief smaller than that, near or far, is smoothed, and the model does not include boulders or other surface hazards.
True vertical scale (horizontal 4 px per degree). Eye 2 m above the ground.Scroll sideways to turn; the middle faces 5°.
The Sun is above the local horizon: 67.2° high at azimuth 100°, 51.9° above the skyline there. At 2026-10-22 13:38:57 UTC.
Terrain resolution: about 1.9 km, the global LOLA terrain tier of 16 pixels per degree; relief smaller than that, near or far, is smoothed, and the model does not include boulders or other surface hazards. How the horizon is computed
Peaks on the skyline
- 5° Dionysius, 7.58 km away, 18.6° high, 2,566 m above the ground here
- 39° Dionysius, 7.58 km away, 18.4° high, 2,535 m above the ground here
- 337° Dionysius, 8.53 km away, 18.0° high, 2,798 m above the ground here
- 314° Dionysius, 8.53 km away, 17.8° high, 2,767 m above the ground here
- 157° Dionysius, 7.58 km away, 17.4° high, 2,400 m above the ground here
- 292° Dionysius, 8.53 km away, 17.3° high, 2,687 m above the ground here
A ray every 0.5 degrees out to 200 km across the NASA LRO LOLA terrain, the curvature of the Moon included; each peak is named only when an IAU feature's mapped footprint lies over the point that forms it. Smooth terrain between samples, no boulders.