doc-en/par-keywords-en.tex

   1 \section{Alphabetical list of keywords}
   2
   3
   4 %%% some convenient definitions
   5 \def\|{\discretionary{|}{}{|}}%%%
   6 \def\_{\discretionary{}{}{}}%%%
   7 \def\[{{\upshape [}}%%%
   8 \def\]{{\upshape ]}}%%%
   9 \def\({{\upshape (}}%%%
  10 \def\){{\upshape )}}%%%
  11 \def\kwd#1{\texttt{\upshape #1}}%%%
  12 \def\~{\discretionary{\kwd|}{}{\kwd|}}%%%
  13 \let\mc\multicolumn%%%
  14 \def\£{\hphantom{def}}
  15
  16 \begin{tabular}{|p{3.5cm}|p{5.8cm}|}
  17  \hline
  18  \multicolumn2{|c|}{\textbf{Glossary of symbols}}\\[.2em]
  19  \hline
  20   \multicolumn{1}{|l|}{\textbf{Symbol}}&
  21   \multicolumn{1}{l|}{\textbf{Use/meaning}} \\ \hline
  22  \kwd{object}, \kwd{sommets}, ...& keywords\\
  23  $A$, $B$, $C$, $I$, $P$ & names of points\\
  24  $x$ $y$ & coordinates of a point in a plane\\
  25  $x$ $y$ $z$ & coordinates of a 3d point\\
  26  $r$ $\theta$ $\phi$ & spherical coordinates of a 3d point\\
  27  $L$, $M$ & names of lines\\
  28  $C$, $r$ & circle, centre name $C$, radius $r$\\
  29  $a$ $b$ $c$ & components of a normal\\
  30  \[$a$ $b$ $c$ $d$\]&the plane $ax+by+cz+d=0$\\
  31  $a$, $b$ & intercepts of lines\\
  32  $u$, $v$ & names of vectors\\
  33  $\alpha$ & angle/angle of rotation\\
  34  $k$ & scaling factor\\
  35  $S$ & name of a solid\\
  36  $i$ & index number of a vertex/face\\
  37  $w$ & linewidth\\
  38  \textit{num} & integer\\
  39  \textit{value} & real number\\
  40  \textit{length} & positive real number\\
  41  \textit{string} & text string\\
  42  $a$\~$b$\~$c$\~... & alternatives\\
  43  \hline
  44 \end{tabular}
  45
  46
  47 \begin{longtable}{|>{\bfseries\ttfamily\color{blue}}p{2.4cm}@{}
  48  |>{\ttfamily}p{4.5cm}@{}|>{\itshape}p{7.5cm}@{}|>{\ttfamily}p{1.7cm}@{}|}
  49   \hline
  50   \multicolumn{1}{|l|}{\textbf{Name}}&
  51   \multicolumn{1}{l|}{\textbf{Command/Object}}&
  52   \multicolumn{1}{l|}{\textbf{Value}}&
  53   \multicolumn{1}{l|}{\textbf{Default}} \\ \hline\hline
  54 \endfirsthead
  55 \hline
  56   \multicolumn{1}{|l|}{\textbf{Name}}&
  57   \multicolumn{1}{l|}{\textbf{Command/Object}}&
  58   \multicolumn{1}{l|}{\textbf{Value}}&
  59   \multicolumn{1}{l|}{\textbf{Default}} \\ \hline\hline
  60 \endhead
  61 \multicolumn{4}{|r|}{\textit{Continued on next page}}\\ \hline
  62 \endfoot
  63 \hline \multicolumn{4}{|r|}{\textit{End of table}}\\ \hline
  64 \endlastfoot
  65
  66 a&
  67  \textbackslash{}psSolid&&\\[.5em]
  68  &object=cube\|tetrahedron\|octahedron\|%
  69  dodecahedron\|icosahedron&length&2\\
  70  \hline
  71
  72 a, b and c&
  73  \textbackslash{}psSolid&&\\[.5em]
  74  &object=\_parallelepiped&length&4\\
  75  \hline
  76
  77 action&
  78  \textbackslash{}psSolid&\upshape\ttfamily
  79  none\|draw\|draw*\|draw**\|writeobj\|writeoff\|writesolid&\texttt{draw**}\\
  80  \hline
  81
  82 affinage&
  83  \textbackslash{}psSolid&
  84  \kwd{all}\~ $i_0$ $i_1$ ... $i_n$&\\
  85  \hline
  86
  87 affinage\-coeff&
  88  \textbackslash{}psSolid&value&0.8\\
  89  \hline
  90
  91 affinagerm&
  92  \textbackslash{}psSolid&
  93  boolean&true\\
  94  \hline
  95
  96 algebraic&
  97  \textbackslash{}psFunction, \textbackslash{}psSurface&
  98  boolean&false\\
  99  \hline
 100
 101 args&
 102  \textbackslash{}psSolid&&\\[.5em]
 103
 104  &object=plan&&\\
 105  &definition&&\\
 106  &\£=equation&\{\[a b c d \]\}\~%
 107   \{\[a b c d \] $\alpha$\}&\\
 108  &\£=normalpoint&\{$x_0$ $y_0$ $z_0$ \[a b c\]\}\~&\\
 109  &&\{$x_0$ $y_0$ $z_0$ \[a b c $\alpha$\]\}\~&\\
 110  &&\{$x_0$ $y_0$ $z_0$ \[$u_x$ $u_y$ $u_z$ a b c\]\}\~&\\
 111  &&\{$x_0$ $y_0$ $z_0$ \[$u_x$ $u_y$ $u_z$ a b c $\alpha$\]\}&\\
 112  &\£=solidface&$S$ $i$&\\[.5em]
 113
 114  &object=point&$x$ $y$ $z$ \~ $P$&\\
 115  &definition&&\\
 116  &\£=addv3d&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ \~ u v&\\
 117  &\£=barycentre3d&\{\[$A$ $i_A$ $B$ $i_B$\]\}&\\
 118  &\£=hompoint3d&$P$ $A$ $k$&\\
 119  &\£=isobarycentre3d&\{\[$A_0$ $A_1$ ... $A_n$\]\}&\\
 120  &\£=milieu3d&$A$ $B$&\\
 121  &\£=mulv3d&$x$ $y$ $z$ $k$ \~ $u$ $k$&\\
 122  &\£=normalize3d&$x$ $y$ $z$ \~ $u$&\\
 123  &\£=orthoprojplane3d&$P$ $A$ $v$&\\
 124  &\£=rotateOpoint3d&$P$ $\alpha_x$ $\alpha_y$ $\alpha_z$&\\
 125  &\£=scaleOpoint3d&$x$ $y$ $z$ $k_x$ $k_y$ $k_z$ \~ name $k_x$ $k_y$ $k_z$&\\
 126  &\£=solidcentreface&$S$ $i$&\\
 127  &\£=solidgetsommet&$S$ $i$&\\
 128  &\£=subv3d&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ \~ $u$ $v$&\\
 129  &\£=sympoint3d&$P$ $A$&\\
 130  &\£=translatepoint3d&$P$ $v$&\\
 131  &\£=vectprod3d&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ \~ $u$ $v$&\\[.5em]
 132
 133  &object=vecteur&$x$ $y$ $z$ \~&\\
 134  &&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ \kwd{addv3d} \~&\\
 135  &&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ \kwd{subv3d} \~&\\
 136  &&$x$ $y$ $z$ $k$ \kwd{mulv3d} \~&\\
 137  &&$x$ $y$ $z$ \kwd{normalize3d} \~&\\
 138  &&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ \kwd{vectprod3d} &\\[.5em]
 139
 140  &object=vecteur3d&$x_A$ $y_A$ $z_A$ $x_B$ $y_B$ $z_B$ \~ $A$ $B$&\\[.6em]
 141
 142 args&
 143  \textbackslash{}psProjection&&\\[.5em]
 144
 145  &object=cercle&$x$ $y$ $r$ \~ $C$ $r$&\\
 146  &definition&&\\
 147  &\£=ABcercle&$A$ $B$ $C$&\\
 148  &\£=diamcercle&$A$ $B$&\\[.5em]
 149
 150  &object=droite&$x_1$ $y_1$ $x_2$ $y_2$ \~ $A$ $B$&\\
 151  &definition&&\\
 152  &\£=axesymdroite&$L$ $M$&\\
 153  &\£=bissectrice&$A$ $B$ $C$&\\
 154  &\£=horizontale&$b$&\\
 155  &\£=mediatrice&$A$ $B$&\\
 156  &\£=paral&$L$ $A$&\\
 157  &\£=perp&$L$ $A$&\\
 158  &\£=rotatedroite&$L$ $A$ $\alpha$&\\
 159  &\£=translatedroite&$L$ $u$&\\
 160  &\£=verticale&$a$&\\[.5em]
 161
 162  &object=line&$A_0$ $A_1$ ... $A_n$&\\[.5em]
 163
 164  &object=point&&\\
 165  &definition&&\\
 166  &\£=axesympoint&$P$ $L$&\\
 167  &\£=cpoint&$\alpha$ $C$ $r$&\\
 168  &\£=hompoint&$P$ $A$ $k$&\\
 169  &\£=interdroite&$L$ $M$&\\
 170  &\£=interdroitecercle&$L$ $C$ $r$&\\
 171  &\£=milieu&$A$ $B$&\\
 172  &\£=orthoproj&$P$ $L$&\\
 173  &\£=parallelopoint&$A$ $B$ $C$&\\
 174  &\£=projx&$P$&\\
 175  &\£=projy&$P$&\\
 176  &\£=rotatepoint&$P$ $I$ $\alpha$&\\
 177  &\£=sympoint&$P$ $I$&\\
 178  &\£=translatepoint&$P$ $u$&\\
 179  &\£=xdpoint&$x$ $L$&\\
 180  &\£=ydpoint&$y$ $L$&\\[.5em]
 181
 182  &object=polygone&$A_0$ $A_1$ ... $A_n$&\\
 183  &definition&&\\
 184  &\£=axesympol&pol $L$&\\
 185  &\£=hompol&pol $I$ $\alpha$&\\
 186  &\£=rotatepol&pol $I$ $\alpha$&\\
 187  &\£=sympol&pol $I$&\\
 188  &\£=translatepol&pol $u$&\\[.5em]
 189
 190  &object=rightangle&$A$ $B$ $C$&\\[.5em]
 191
 192  &object=vecteur&&\\
 193  &definition&&\\
 194  &\£=addv&$A$ $B$&\\
 195  &\£=mulv&$u$ $k$&\\
 196  &\£=normalize&$u$&\\
 197  &\£=orthovecteur&$u$&\\
 198  &\£=subv&$u$ $v$&\\
 199  &\£=vecteur&$A$ $B$&\\
 200  \hline
 201
 202 axe&
 203  \textbackslash{}psSolid&&\\[.5em]
 204  &object=\_cylindre\|prisme\|ruban&$x$ $y$ $z$&0 0 1\\
 205  \hline
 206
 207 axesboxed&
 208  \textbackslash{}psSolid&boolean&false\\
 209  \hline
 210
 211 axisemph&
 212  \textbackslash{}axesIIID~ \textbackslash{}gridIIID&\{text style\}&\\
 213  \hline
 214
 215 axisnames&
 216  \textbackslash{}axesIIID&\{a,b,c\}&\{x,y,z\}\\
 217  \hline
 218
 219 base&
 220  \textbackslash{}psSolid&&\\[.5em]
 221  &object=face\|prisme\|ruban&$x_1$ $y_1$ $x_2$ $y_2$ $x_3$ $y_3$ ...
 222   $x_n$ $y_n$&\begin{tabular}[t]{rr} -1 & -1\\ 1 & -1\\ 0 & 1\end{tabular}\\
 223  &object=fusion&$S_1$ $S_2$&\\
 224  &object=grille&$x_{\textrm{\upshape\scriptsize min}}$
 225  $x_{\textrm{\upshape\scriptsize max}}$
 226  $y_{\textrm{\upshape\scriptsize min}}$ $y_{\textrm{\upshape\scriptsize max}}$&\\
 227  \hline
 228
 229 biface&
 230  \textbackslash{}psSolid&&\\[.5em]
 231  &object=face&boolean&true\\
 232  \hline
 233
 234 chanfrein&
 235  \textbackslash{}psSolid&boolean&false\\
 236  \hline
 237
 238 chanfrein\-coeff&
 239  \textbackslash{}psSolid&value&0.2\\
 240  \hline
 241
 242 deactiv\-atecolor&
 243  \textbackslash{}psSolid&boolean&false\\
 244  \hline
 245
 246 decal&
 247  \textbackslash{}psSolid&num&-2\\
 248  \hline
 249
 250 definition&
 251  \textbackslash{}psSolid&&\\[.5em]
 252  &object=plan&
 253  \upshape\ttfamily
 254  equation\|normalpoint\|solidface&\\[.5em]
 255  &object=point&
 256  \upshape\ttfamily
 257  addv3d\|barycentre3d\|hompoint3d\|isobarycentre3d\|milieu3d\|%
 258  orthoprojplane3d\|rotateOpoint3d\|scaleOpoint3d\|solidcentreface\|%
 259  solidgetsommets&\\
 260  &&&\\[-.6em]
 261  &object=vecteur&
 262  \upshape\ttfamily
 263  vecteur3d\|addv3d\|subv3d\|mulv3d\|normalize3d\|vectprod3d&{}\\
 264  &&&\\[-.6em]
 265 definition&
 266  \textbackslash{}psProjection&&\\[.5em]
 267  &object=cercle&
 268  \upshape\ttfamily
 269  ABcercle\|diamcercle&\\
 270  &&&\\[-.6em]
 271  &object=droite&
 272  \upshape\ttfamily
 273  axesymdroite\|bissectrice\|horizontale\|mediatrice\|%
 274  paral\|perp\|rotatedroite\|translatedroite\|%
 275  verticale&\\
 276 % &&&\\[-.6em]
 277  &object=point&
 278  \upshape\ttfamily
 279  axesympoint\|cpoint\|hompoint\|interdroite\|interdroitecercle\|%
 280  milieu\|orthoproj\|parellelopoint\|projx\|projy\|rotatepoint\|%
 281  sympoint\|translatepoint\|xdpoint\|ydpoint&\\
 282 % &&&\\[-.6em]
 283  &object=polygone&
 284  \upshape\ttfamily
 285  axesympol\|hompol\|rotatepol\|sympol\|%
 286  translatepol&\\
 287 % &&&\\[-.6em]
 288  &object=vecteur&
 289  \upshape\ttfamily
 290  addv\|normalize\|mulv\|orthovecteur\|subv\|vecteur&\\
 291 \hline
 292
 293 dualreg&
 294  \textbackslash{}psSolid&&\\[.5em]
 295  &object=geode&boolean&false\\
 296  \hline
 297
 298 faces&
 299  \textbackslash{}psSolid&&\\[.5em]
 300  &object=new&\{\[$i_1$ $i_2$ ... $i_n$ \]\[$i_1'$ $i_2'$ ... $i_m'$ \] ... \}&\\
 301  \hline
 302
 303 fcol&
 304  \textbackslash{}psSolid& $i_0$ \($color_0$\) $i_1$ \($color_1$\) ...&\\
 305  \hline
 306
 307 fcolor&
 308  \textbackslash{}psSolid&&\\[.5em]
 309  &affinagerm& color &\\
 310  \hline
 311
 312 file&
 313  \textbackslash{}psSolid&&\\[.5em]
 314  &action=writesolid&filename&\\[.5em]
 315  &object=datfile\|objfile\|offfile&filename&\\
 316  \hline
 317
 318 fillcolor&
 319  \textbackslash{}psSolid, \textbackslash{}psSurface&color&white\\
 320  \hline
 321
 322 function&
 323  \textbackslash{}psSolid, \textbackslash{}defFunction&&\\[.5em]
 324  &object=cone\|courbe\|courbeR2\|cylindre\|surfaceparametree&name&\\
 325  \hline
 326
 327 grid&
 328  \textbackslash{}psSolid&boolean&true\\
 329  \hline
 330
 331 h&
 332  \textbackslash{}psSolid&&\\[.5em]
 333  &object=cone\|cylindre\|prisme\|tronccone&length&6\\
 334  \hline
 335
 336 hollow&
 337  \textbackslash{}psSolid&&\\[.5em]
 338  &object=cone\|cylindre\|prisme\|tronccone&boolean&false\\
 339  \hline
 340
 341 hue,&
 342  \textbackslash{}psSolid, \textbackslash{}psSurface&$h_0$ $h_1$&\\
 343 inhue, &&$h_0$ $h_1$ $s$ $b$&\\
 344 inouthue &&$h_0$ $s_0$ $b_0$ $h_1$ $s_1$ $b_1$ \kwd{(hsb)}&\\
 345  &&$r_0$ $g_0$ $b_0$ $r_1$ $g_1$ $b_1$&\\
 346  &&$c_0$ $m_0$ $y_0$ $k_0$ $c_1$ $m_1$ $y_1$ $k_1$&\\
 347  &&\(color$_1$\) \(color$_2$\)&\\
 348  \hline
 349
 350 incolor&
 351  \textbackslash{}psSolid, \textbackslash{}psSurface&color&green\\
 352  \hline
 353
 354
 355 intersec\-tioncolor&
 356  \textbackslash{}psSolid&\(color$_1$\) ... \(color$_n$\)&(rouge)\\
 357  \hline
 358
 359 intersec\-tionline\-width&
 360  \textbackslash{}psSolid&$w_1$ ... $w_n$&1\\
 361  \hline
 362
 363 intersec\-tionplan&
 364  \textbackslash{}psSolid, \textbackslash{}psSurface&name \~ \{eq$_1$ ... eq$_n$\}
 365  \textrm{\upshape where eq$_i$=}\[$a_i$ $b_i$ $c_i$ $d_i$\]&\\
 366  \hline
 367
 368 labelsep&
 369  \textbackslash{}axesIIID&length[unit]&\\
 370  \hline
 371
 372
 373 light\-intensity&
 374  \textbackslash{}psSolid, \textbackslash{}psSurface&value&2\\
 375  \hline
 376
 377 lightsrc&
 378  \textbackslash{}psSolid, \textbackslash{}psSurface&$x$ $y$ $z$&20 30 50\\
 379  \hline
 380
 381 load&
 382  \textbackslash{}psSolid&&\\[.5em]
 383  &object=load&name&\\
 384  \hline
 385
 386 mathLabel&
 387  \textbackslash{}axesIIID&boolean&true\\
 388  \hline
 389
 390 mode&
 391  \textbackslash{}psSolid&
 392  \upshape\ttfamily
 393  0\|1\|2\|3\|4&0\\
 394  \hline
 395
 396 name&
 397  \textbackslash{}psSolid, \textbackslash{}psProjection&name&\\
 398  \hline
 399
 400 ngrid&
 401  \textbackslash{}psSolid&&\\[.5em]
 402  &object=cube\|prisme\|prismecreux&$n_1$&\\
 403  &&&\\[-0.6em]
 404  &object=cone\|conecreux\|cylindre\|cylindrecreux\|%
 405  tore\|tronccone\|troncconecreux&$n_1$ $n_2$&\\
 406  &&&\\[-0.6em]
 407  &object=grille\|surface\|surface*\|surfaceparametree&$n_1$\~ $n_1$ $n_2$&\\
 408  \hline
 409
 410 num&
 411  \textbackslash{}psSolid&\kwd{all} \~ $i_0$ $i_1$ ... $i_n$&\\
 412  \hline
 413
 414 object&
 415  \textbackslash{}psSolid&
 416  \upshape\ttfamily
 417  new\|anneau\|calottesphere\|cone\|conecreux\|cube\|%
 418  cylindre\|cylindrecreux\|datfile\|dodecahedron\|face\|%
 419  fusion\|geode\|grille\|icosahedron\|load\|octahedron\|%
 420  objfile\|parallelepiped\|plan\|prisme\|ruban\|%
 421  sphere\|surfaceparametree\|tetrahedron\|%
 422  tore\|tronccone\|troncconecreux&\\
 423  &&&\\[-0.6em]
 424 object&
 425  \textbackslash{}psProjection&
 426  \upshape\ttfamily
 427  cercle\|courbe\|courbeR2\|droite\|line\|point\|polygone\|%
 428  rightangle\|texte\|vecteur&\\
 429  \hline
 430
 431
 432 opacity&
 433  \textbackslash{}psSolid&value&1\\
 434  \hline
 435
 436 origine&
 437  \textbackslash{}psSolid&&\\[.5em]
 438  &object=plan&$x_0$ $y_0$ $z_0$&0 0 0\\
 439  \hline
 440
 441 path&
 442  \textbackslash{}psProjection&pscode&newpath 0 0 moveto\\
 443  \hline
 444
 445 phi&
 446  \textbackslash{}psSolid, \textbackslash{}psProjection&$\alpha$&0\\
 447  \hline
 448
 449 plangrid&
 450  \textbackslash{}psSolid&&\\[.5em]
 451  &object=plan&boolean&false\\
 452  \hline
 453
 454 planmarks&
 455  \textbackslash{}psSolid&&\\[.5em]
 456  &object=plan&boolean&false\\
 457  \hline
 458
 459 plansection&
 460  \textbackslash{}psSolid&\{plan$_1$ ... plan$_n$\} \textrm{\upshape where
 461  plan$_i$=}\[$a_i$ $b_i$ $c_i$ $d_i$\]&\\
 462  \hline
 463
 464 plansepare&
 465  \textbackslash{}psSolid&\{\[a b c d \]\}&\\
 466  \hline
 467
 468 \pagebreak
 469
 470 pos&
 471  \textbackslash{}psProjection&&\\[0.5em]
 472  &object=point&
 473  \upshape\ttfamily
 474  ul\~cl\~bl\~dl\~ub\~cb\~bb\~db\~uc\~cc\~bc\~dc\~ur\~cr\~br\~dr&cc\\
 475  \hline
 476
 477 QZ&
 478  \textbackslash{}psSolid, \textbackslash{}psSurface&value&0\\
 479  \hline
 480
 481 RotX, RotY, RotZ&
 482  \textbackslash{}psSolid&$\alpha$&0\\
 483  \hline
 484
 485 r&
 486  \textbackslash{}psSolid&&\\[.5em]
 487  &object=anneau\|courbe&length&2\\
 488  \hline
 489
 490 R&
 491  \textbackslash{}psSolid&&\\[.5em]
 492  &object=anneau&length&4\\
 493  \hline
 494
 495 r0&
 496  \textbackslash{}psSolid&&\\[.5em]
 497  &object=tore\|troncone\|troncconecreux&length&1.5\\
 498  \hline
 499
 500 r1&
 501  \textbackslash{}psSolid&&\\[.5em]
 502  &object=tore\|troncone\|troncconecreux&length&4\\
 503  \hline
 504
 505 range&
 506  \textbackslash{}psSolid&&\\[.5em]
 507  &object=cercle\|courbe\|courbeR2&$t_{\textrm{\upshape\scriptsize min}}$
 508  $t_{\textrm{\upshape\scriptsize max}}$&-5 5\\
 509  &&&\\[-0.6em]
 510  &object=surfacepara\-metree&$u_{\textrm{\upshape\scriptsize min}}$
 511  $u_{\textrm{\upshape\scriptsize max}}$
 512  $v_{\textrm{\upshape\scriptsize min}}$ $v_{\textrm{\upshape\scriptsize max}}$&\\
 513  \hline
 514
 515 resolution&
 516  \textbackslash{}psSolid&&\\[.5em]
 517  &object=courbe\|courbeR2\|ruban&$n$&36\\
 518  \hline
 519
 520 rm&
 521  \textbackslash{}psSolid&$i_0$ $i_1$ ... $i_n$&\\
 522  \hline
 523
 524 section&
 525  \textbackslash{}psSolid&&\\[.5em]
 526  &object=anneau&macro\{pscode\}&\textbackslash{}Section\\
 527  \hline
 528
 529 show&
 530  \textbackslash{}psSolid&\kwd{all} \~ $i_0$ $i_1$ ... $i_n$&\\
 531  \hline
 532
 533 showBase&
 534  \textbackslash{}psSolid&&\\[.5em]
 535  &object=plan&boolean&false\\
 536  \hline
 537
 538 showbase&
 539  \textbackslash{}psSolid&&\\[.5em]
 540  &object=plan&boolean&false\\
 541  \hline
 542
 543 showOrigin&
 544  \textbackslash{}axesIIID&boolean&true\\
 545  \hline
 546
 547 sommets&
 548  \textbackslash{}psSolid&&\\[.5em]
 549  &object=new&$x_1$ $y_1$ $z_1$ $x_2$ $y_2$ $z_2$ ... $x_n$ $y_n$ $z_n$&\\
 550  \hline
 551
 552 spotX,spotY, spotZ&
 553  \textbackslash{}psSurface, \textbackslash{}gridIIID&
 554  \upshape\ttfamily
 555  u\~ul\~l\~dl\~d\~dr\~r\~ur&\\
 556  \hline
 557
 558 stepX,stepY, stepZ&
 559  \textbackslash{}gridIIID&$n$&1\\[.5em]
 560  \hline
 561
 562 text&
 563  \textbackslash{}psProjection&&\\[0.5em]
 564  &object=point&string&\\
 565  \hline
 566
 567 theta&
 568  \textbackslash{}psSolid&&\\[.5em]
 569  &object=calottesphere&$\alpha$&90\\
 570  \hline
 571
 572 ticklength&
 573  \textbackslash{}gridIIID&$length$&0.2\\[.5em]
 574  \hline
 575
 576 transform&
 577  \textbackslash{}psSolid, \textbackslash{}defFunction
 578   &\{pscode\}\~function&\\[.5em]
 579  \hline
 580
 581 trunc&
 582  \textbackslash{}psSolid&
 583  \kwd{all} \~ $i_0$ $i_1$ ... $i_n$&\\
 584  \hline
 585
 586 trunccoeff&
 587  \textbackslash{}psSolid&value&0.2\\
 588  \hline
 589
 590
 591 viewpoint&
 592  \textbackslash{}psset&$x$ $y$ $z$ \~ $r$ $\theta$ $\phi$
 593  \kwd{rtp2xyz}
 594  &10 10 10\\
 595  \hline
 596
 597 visibility&
 598  \textbackslash{}psSolid, \textbackslash{}psProjection&boolean&true\\
 599  \hline
 600
 601
 602 Zmin&
 603  \textbackslash{}psSurface, \textbackslash{}gridIIID&value&-4\\
 604  \hline
 605
 606 Zmax&
 607  \textbackslash{}psSurface, \textbackslash{}gridIIID&value&4\\
 608
 609 \end{longtable}
 610
 611 \endinput