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6 | 6 | point in space. In a full view of the earth one third of its surface area can
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7 | 7 | be seen.
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8 | 8 |
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9 |
| -**g**\ *lon0/lat0*\ */altitude*\ */scale*\ [**+a**\ *azimuth*]\ |
| 9 | +**g**\ *lon0/lat0*\ */scale*\ [**+a**\ *azimuth*]\ |
10 | 10 | [**+t**\ *tilt*]\ [**+v**\ *vwidth/vheight*]\ [**+w**\ *twist*]\
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11 |
| -[**+z**\ *altitude*] or **G**\ *lon0/lat0*\ */altitude*\ */width*\ |
| 11 | +[**+z**\ *altitude*] or **G**\ *lon0/lat0*\ */width*\ |
12 | 12 | [**+a**\ *azimuth*]\ [**+t**\ *tilt*]\ [**+v**\ *vwidth/vheight*]\
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13 | 13 | [**+w**\ *twist*]\ [**+z**\ *altitude*]
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14 | 14 |
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15 |
| -The projection type is set with **g** or **G**. |
16 |
| -*lon0/lat0* specifies the projection center and *altitude* sets the height |
17 |
| -in km of the viewpoint above local sea level (If altitude is less than 10, |
18 |
| -then it is the distance from the center of the earth to the viewpoint in earth |
19 |
| -radii). With *azimuth* the direction (in degrees) in which you are looking is |
20 |
| -specified, measured clockwise from north. *tilt* is given in degrees and is the |
21 |
| -viewing angle relative to zenith. A tilt of 0° is looking straight down, 60° is |
22 |
| -looking 30° above horizon. *twist* is the clockwise rotation of the image (in |
23 |
| -degrees). *Width* and *Height* describe the viewport angle in degrees, and |
24 |
| -*scale* or *width* determine the size of the figure. |
| 15 | +The projection type is set with **g** or **G**. *lon0/lat0* specifies the |
| 16 | +projection center and *scale* or *width* determine the size of the figure. |
| 17 | +With **+a**\ *azimuth* the direction (in degrees) in which you are looking is |
| 18 | +specified, measured clockwise from north. **+t**\ *tilt* is given in degrees |
| 19 | +and is the viewing angle relative to zenith. A tilt of 0° is looking straight |
| 20 | +down, 60° is looking 30° above horizon. The viewport angle in degrees is |
| 21 | +described via **+v**\ *vwidth/vheight* and **+w**\ *twist* is the clockwise |
| 22 | +rotation of the image (in degrees). **+z**\ *altitude* sets the height in km |
| 23 | +of the viewpoint above local sea level (If altitude is less than 10, then it is |
| 24 | +the distance from the center of the earth to the viewpoint in earth radii). |
25 | 25 |
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26 | 26 | The example shows the coast of Northern Europe viewed from 250 km above sea
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27 | 27 | level looking 30° from north at a tilt of 45°. The height and width of the
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