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1.1 root 1: lox deg
2: computes a loxodrome inclined at angle "deg" from
3: the equator; deg=45 for NE, deg=-45 for SE.
4: The loxodrome begins at lat,lon=0,0 and continues
5: through north latitudes. The output fields are:
6: phi latitude
7: x coord of developed loxodrome
8: y ditto
9: theta (east!) longitude of point on loxodrome
10: chi angle of inclination (slope) of developed loxodrome
11: Both theta and chi increase continuously (beyond 360)
12:
13: map loxodromic deg options
14: draws a map based on the developed loxodrome. The globe is
15: cut along the antipodal loxodrome and points are displayed
16: at true distance from the developed central loxodrome.
17: The usual map options apply.
18: Latitudes beyond 85 are deemed unplottable; higher latitudes
19: could be squeezed out in some instances.
20:
21: sh dolox deg options
22: makes the map with the boundary cut drawn.
23: If option -o is present, it must be first, and it should be
24: -o 90 ? ? (For uninvestigated reasons, the scale of an
25: off-axis projection comes out a bit wrong, so you have to
26: hand-tune the drawing of the boundaries, as has been done
27: in "sh noedge"; see the differing -p options there. One
28: contributor to the discrepancy: linear interpolation.)
29:
30: This projection uses the heavy artillery of a general
31: integrator and a general equation solver from the port 3
32: library. This triples the size of the object code of map;
33: moreover it requires a corrected version of subroutine ds7grd,
34: not in the publicly available Port 3. Hence the loxodromic
35: projection is not normally included in "map".
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