Supported projections

Supported projections

Currently, the following map projections are supported:

#	Shortcut	Name	Family	Aspects	φ_1	φ_2	κ
1	adamh	Adams, hemisphere	Miscellaneous	N
2	adams1	Adams 1, world in square	Miscellaneous	N,T,O
3	adams1	Adams2, world in square	Miscellaneous	N,T,O
4	aea	Equal area	Conic	N,T,O	x	x
5	aeqd	Equidistant	Azimuthal	N,T,O
6	aitoff	Aitoff	Pseudoazimuthal	N,T,O
7	api	Apian	Miscellaneous	N,T,O
8	apiel	Apian elliptic	Miscellaneous	N,T,O
9	armad	Armadillo	Miscellaneous	N,T,O
10	august	August epicycloidal	Pseudocylindrical	N,T,O
11	bacon	Bacon globular	Miscellaneous	N,T,O
12	behr	Behrmann	Cylindrical	N,T,O
13	boggs	Boggs eumorphic	Pseudocylindrical	N,T,O
14	bonne	Bonne	Pseudoconic	N,T,O	x
15	breus	Breusign	Azimuthal	N,T,O
16	cc	Central	Cylindrical	N,T,O
17	cea	Equal area	Cylindrical	N,T,O
18	clar	Clarke perspective	Azimuthal	N,T,O
19	collg	Collignon	Miscellaneous	N,T,O
20	crast	Craster parabolic	Pseudocylindrical	N,T,O
21	cwe	Conformal world in ellipse	Miscellaneous	N,T,O
22	denoy	Denoyer	Pseudocylindrical	N,T,O
23	eck1	Eckert I.	Pseudocylindrical	N,T,O
24	eck2	Eckert II.	Pseudocylindrical	N,T,O
25	eck3	Eckert III.	Pseudocylindrical	N,T,O
26	eck4	Eckert IV.	Pseudocylindrical	N,T,O
27	eck5	Eckert V.	Pseudocylindrical	N,T,O
28	eck6	Eckert VI.	Pseudocylindrical	N,T,O
29	eisen	Eisenlohr	Miscellaneous	N,T,O
30	eqc	Equidistant	Cylindrical	N,T,O	x
31	eqdc	Equidistant	Conic	N,T,O	x
32	eqdc2	Equidistant, pole=point	Conic	N,T,O	x
33	eqdc3	Equidistant	Conic	N,T,O	x	x
34	fahey	Fahey	Pseudocylindrical	N,T,O	x
35	fouc	Foucalt	Pseudocylindrical	N,T,O
36	fouc_s	Foucault sinusoidal	Pseudocylindrical	N,T,O	x
37	fourn	Fournier I. globular	Miscellaneous	N,T,O
38	fourn2	Fournier II.	Miscellaneous	N,T,O
39	gall	Gall	Cylindrical	N,T,O	x
40	gins8	Ginsburg VIII.	Pseudocylindrical	N,T,O
41	gnom	Gnomonic	Azimuthal	N,T,O
42	goode	Goode homolosine	Pseudocylindrical	N,T,O
43	guyou	Guyou	Miscellaneous	N
44	hammer	Hammer	Pseudoazimuthal	N,T,O
45	hataea	Hatano	Miscellaneous	N,T,O
46	hire	La Hire perspective	Azimuthal	N,T,O
47	jam	James perspective	Azimuthal	N,T,O
48	kav5	Kavraisky V.	Pseudocylindrical	N,T,O
49	kav7	Kavraisky VII.	Pseudocylindrical	N,T,O
50	laea	Lambert equal area	Azimuthal	N,T,O
51	lagrng	Lagrange conformal	Miscellaneous	N,T,O
52	larr	Larrivee	Miscellaneous	N,T,O
53	lask	Laskowski	Miscellaneous	N,T,O
54	lcc	Lambert conformal	Conic	N,T,O	x
55	leac	Equal area	Conic	N,T,O	x
56	leac2	Equal area, pole=point	Conic	N,T,O	x
57	litt	Littrow	Miscellaneous	N,T,O
58	loxim	Loximuthal	Pseudocylindrical	N,T,O	x
59	mbt_s	MacBryde-Thomas sine I	Pseudocylindrical	N,T,O
60	mbt_s3	MacBryde-Thomas flat-pole sine III.	Pseudocylindrical	N,T,O
61	mbtfpq	MacBryde flat polar parabolic	Pseudocylindrical	N,T,O
62	mbtfps	MacBryde flat polar sinusoidal	Pseudocylindrical	N,T,O
63	merc	Mercator	Cylindrical	N,T,O	x
64	mill	Miller	Cylindrical	N,T,O
65	moll	Mollweid	Pseudocylindrical	N,T,O
66	nell	Nell	Pseudocylindrical	N,T,O
67	nell_h	Nell-Hammer	Pseudocylindrical	N,T,O
68	nicol	Nicolosi	Miscellaneous	N,T,O
69	ortel	Ortelius	Pseudocylindrical	N,T,O
70	ortho	Orthographic	Azimuthal	N,T,O
71	parab	Craster parabolic	Pseudocylindrical	N,T,O
72	peiq	Peirce quincuncial	Miscellaneous	N,T,O
73	pers	General perspective	Azimuthal	N,T,O			x
74	persf	Far-side perspective	Azimuthal	N,T,O			x
75	persn	Near-side perspective	Azimuthal	N,T,O			x
76	poly	Hassler	Polyconic	N,T,O
77	putp1	Putnins P1	Pseudocylindrical	N,T,O
78	putp2	Putnins P2	Pseudocylindrical	N,T,O
79	putp3	Putnins P3	Pseudocylindrical	N,T,O
80	putp3p	Putnins P3'	Pseudocylindrical	N,T,O
81	putp4p	Putnins P4'	Pseudocylindrical	N,T,O
82	putp5	Putnins P5	Pseudocylindrical	N,T,O
83	putp5p	Putnins P5'	Pseudocylindrical	N,T,O
84	putp6	Putnins P6	Pseudocylindrical	N,T,O
85	putp6p	Putnins P6'	Pseudocylindrical	N,T,O
86	qua_aut	Quartic authalic	Pseudocylindrical	N,T,O
87	rpoly	Rectangular polyconic	Pseudocylindrical	N,T,O	x
88	sinu	Sinusoidal	Pseudocylindrical	N,T,O
89	solo	Solovyov	Azimuthal	N,T,O
90	stereo	Stereographic	Azimuthal	N,T,O
91	twi	Twilight perspective	Azimuthal	N,T,O
92	urm5	Urmayev 5	Pseudocylindrical	N,T,O
93	vandg	Van der Grinten I.	Polyconic	N,T,O
94	vandg2	Van der Grinten II.	Polyconic	N,T,O
95	vandg3	Van der Grinten III.	Polyconic	N,T,O
96	vandg4	Van der Grinten IV.	Polyconic	N,T,O
97	wag1	Wagner I.	Pseudocylindrical	N,T,O
98	wag2	Wagner II.	Pseudocylindrical	N,T,O
99	wag3	Wagner III.	Pseudocylindrical	N,T,O	x
100	wag4	Wagner II.	Pseudocylindrical	N,T,O
101	wag6	Wagner VI.	Pseudocylindrical	N,T,O
102	wag7	Wagner VII.	Pseudocylindrical	N,T,O
103	wer	Werner-Staab	Pseudoazimuthal	N,T,O
104	were	Werenskiold	Pseudocylindrical	N,T,O
105	wiech	Wiechel	Pseudoazimuthal	N,T,O
106	wink1	Winkel	Pseudocylindrical	N,T,O	x
107	wink2	Winkel	Pseudocylindrical	N,T,O	x
108	wintri	Winkel tripel	Pseudoazimuthal	N,T,O	x