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| 1 | +Projection Table |
| 2 | +---------------- |
| 3 | + |
| 4 | +The below table shows the projection codes for the 31 GMT projections. |
| 5 | + |
| 6 | +.. Substitution definitions: |
| 7 | +.. |lon0| replace:: lon\ :sub:`0` |
| 8 | +.. |lat0| replace:: lat\ :sub:`0` |
| 9 | +.. |lon1| replace:: lon\ :sub:`1` |
| 10 | +.. |lat1| replace:: lat\ :sub:`1` |
| 11 | +.. |lat2| replace:: lat\ :sub:`2` |
| 12 | +.. |lonp| replace:: lon\ :sub:`p` |
| 13 | +.. |latp| replace:: lat\ :sub:`p` |
| 14 | + |
| 15 | +.. list-table:: |
| 16 | + :widths: 20 28 |
| 17 | + :header-rows: 1 |
| 18 | + |
| 19 | + * - PyGMT Projection Argument |
| 20 | + - Projection Name |
| 21 | + * - **A**\ |lon0|/|lat0|\ [/\ *horizon*]/\ *width* |
| 22 | + - Lambert azimuthal equal area |
| 23 | + * - **B**\ |lon0|/|lat0|/|lat1|/|lat2|/\ *width* |
| 24 | + - Albers conic equal area |
| 25 | + * - **C**\ |lon0|/|lat0|/\ *width* |
| 26 | + - Cassini cylindrical |
| 27 | + * - **Cyl_stere/**\ [|lon0|\ [/|lat0|/]]\ *width* |
| 28 | + - Cylindrical stereographic |
| 29 | + * - **D**\ |lon0|/|lat0|/|lat1|/|lat2|/\ *width* |
| 30 | + - Equidistant conic |
| 31 | + * - **E**\ |lon0|/|lat0|\ [/\ *horizon*]/\ *width* |
| 32 | + - Azimuthal equidistant |
| 33 | + * - **F**\ |lon0|/|lat0|\ [/\ *horizon*]/\ *width* |
| 34 | + - Azimuthal gnomonic |
| 35 | + * - **G**\ |lon0|/|lat0|\ [/\ *horizon*]/\ *width* |
| 36 | + - Azimuthal orthographic |
| 37 | + * - **G**\ |lon0|/|lat0|/\ *alt*/*azim*/*tilt*/*twist*/*W*/*H*/*width* |
| 38 | + - General perspective |
| 39 | + * - **H**\ [|lon0|/]\ *width* |
| 40 | + - Hammer equal area |
| 41 | + * - **I**\ [|lon0|/]\ *width* |
| 42 | + - Sinusoidal equal area |
| 43 | + * - **J**\ [|lon0|/]\ *width* |
| 44 | + - Miller cylindrical |
| 45 | + * - **Kf**\ [|lon0|/]\ *width* |
| 46 | + - Eckert IV equal area |
| 47 | + * - **Ks**\ [|lon0|/]\ *width* |
| 48 | + - Eckert VI equal area |
| 49 | + * - **L**\ |lon0|/|lat0|/|lat1|/|lat2|/\ *width* |
| 50 | + - Lambert conic conformal |
| 51 | + * - **M**\ [|lon0|\ [/|lat0|]/]\ *width* |
| 52 | + - Mercator cylindrical |
| 53 | + * - **N**\ [|lon0|/]\ *width* |
| 54 | + - Robinson |
| 55 | + * - **Oa**\ |lon0|/|lat0|/\ *azim*/*width*\ [**+v**] |
| 56 | + - Oblique Mercator, 1: origin and azim |
| 57 | + * - **Ob**\ |lon0|/|lat0|/|lon1|/|lat1|/\ *width*\ [**+v**] |
| 58 | + - Oblique Mercator, 2: two points |
| 59 | + * - **Oc**\ |lon0|/|lat0|/|lonp|/|latp|/\ *width*\ [**+v**] |
| 60 | + - Oblique Mercator, 3: origin and pole |
| 61 | + * - **P**\ *width*\ [**+a**]\ [**+f**\ [**e**\|\ **p**\|\ *radius*]][**+r**\ *offset*][**+t**\ *origin*][**+z**\ [**p**\|\ *radius*]] |
| 62 | + - Polar [azimuthal] (:math:`\theta, r`) (or cylindrical) |
| 63 | + * - **Poly**\ [|lon0|\ [/|lat0|]/]\ *width* |
| 64 | + - Polyconic |
| 65 | + * - **Q**\ [|lon0|\ [/|lat0|/]]\ *width* |
| 66 | + - Equidistant cylindrical |
| 67 | + * - **R**\ [|lon0|/]\ *width* |
| 68 | + - Winkel Tripel |
| 69 | + * - **S**\ |lon0|/|lat0|\ [/\ *horizon*]/\ *width* |
| 70 | + - General stereographic |
| 71 | + * - **T**\ [|lon0|\ [/|lat0|]/]\ *width* |
| 72 | + - Transverse Mercator |
| 73 | + * - **U**\ *zone*/*width* |
| 74 | + - Universal Transverse Mercator (UTM) :ref:`... <-Ju_full>` |
| 75 | + * - **V**\ [|lon0|/]\ *width* |
| 76 | + - Van der Grinten |
| 77 | + * - **W**\ [|lon0|/]\ *width* |
| 78 | + - Mollweide |
| 79 | + * - **X**\ *width*\ [**l**\|\ **p**\ *exp*\|\ **T**\|\ **t**][/\ *height*\ [**l**\|\ **p**\ *exp*\|\ **T**\|\ **t**]][**d**] |
| 80 | + - Linear, log\ :math:`_{10}`, :math:`x^a-y^b`, and time |
| 81 | + * - **Y**\ |lon0|/|lat0|/\ *width* |
| 82 | + - Cylindrical equal area |
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