.
52c      s     d  Z   d  Z  d Z  d Z  d Z  d Z  d Z  d Z 	 d Z 
 d  Z	  d Z
  d Z  d Z  d Z  d	 Z  d
 Z  d Z  d  Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z   d Z ! d Z  " d  Z! # d Z" $ d Z# % d Z$ & d Z% ' d	 Z& ( d
 Z' ) d Z( * d  Z) + d Z* , d Z+ - d Z, . d Z- / d Z. 0 d Z/ 1 d	 Z0 2 d
 Z1 3 d Z2 4 d Z3 5 d  Z4 6 d Z5 7 d Z6 8 d Z7 9 d Z8 : d	 Z9 ; d
 Z: < d Z; = d  Z< > d Z= ? d Z> @ d Z? A d Z@ B d	 ZA C d
 ZB D d ZC E d  ZD F d ZE G d  ZF H d ZG I d ZH J d  ZI K d ZJ L d ZK M d ZL N d  ZM O d ZN P d ZO Q d  ZP R d ZQ S d  ZR T d ZS U d ZT V d ZU W d  ZV X d ZW Y d ZX Z d ZY [ d ZZ \ d	 Z[ ] d
 Z\ ^ d Z] _ d Z^ ` d Z_ a d Z` b d Za c d  Zb d d Zc e d Zd f d Ze g d Zf h d  Zg i d Zh j d  Zi k d Zj l d Zk m d Zl n d Zm o d	 Zn p d
 Zo q d Zp r d Zq s d Zr t d Zs u d Zt v d Zu w d Zv x d Zw y d Zx z d Zy { d  Zz | d Z{ } d Z| ~ d Z}  d Z~  d	 Z  d  Z  d Z  d Z  d Z  d Z  d	 Z  d
 Z  d Z  d  Z  d Z  d Z  d Z  d Z  d Z  d	 Z  d  Z  d Z  d Z  d Z  d Z  d Z  d	 Z  d
 Z  d Z  d  Z  d Z  d Z  d Z  d Z  d	 Z  d
 Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d  Z  d Z  d  Z  d Z  d Z  d Z  d Z  d	 Z  d  Z  d Z  d Z  d  Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d  Z  d Z  d Z  d Z  d Z  d	 Z  d
 Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d Z  d  Z  d! Z  d" Z  d# Z  d$ Z  d% Z  d& Z  d' Z  d( Z  d) Z  d* Z  d+ Z  d, Z  d- Z  d. Z  d/ Z  d0 Z  d1 Z  d2 Z  d3 Z  d4 Z  d5 Z  d6 Z  d7 Z  d8 Z  d9 Z  d: Z  d Z  d; Z  d< Z  d= Z  d> Z  d? Z  d@ Z  dA Z  dB Z  dC Z  dD Z  dE Z  dF Z dG Z dH ZdI ZdJ ZdK Zd Zd  Zd Z	d  Z
d Z	d Z
d Zd Zd Zd	 Zd
 Zd Zd Zd Zd Zd Zd Zd Zd ZdL ZdM ZdN ZdO Zd Zd ZdD Z dI Z!dP Z "dQ Z!#dR Z"$dS Z#%d Z$&d Z%'dD Z&(dI Z')dP Z(*dQ Z)+dR Z*,dS Z+-dT Z,.d  Z-/d Z.0d Z/1d Z02d Z13d Z24d  Z35d Z46d Z57d Z68d Z79d	 Z8:d
 Z9;d Z:<dU Z;=dV Z<>dW Z=?dX Z>@dY Z?AdZ Z@Bd[ ZACd\ ZBDd] ZCEd^ ZDFd ZEGd_ ZFHd` ZGIda ZHJdb ZIKdc ZJLdd ZKMde ZLNdf ZMOdg ZNPdh ZOQd  ZPRd ZQSd ZRTd ZSUd ZTVd	 ZUWd
 ZVXd ZWYd ZXZdi ZY[dj ZZ\dk Z[]dl Z\^dm Z]_d  Z^`dn Z_ado Z`bdp Zacdq Zbddr Zceds Zdfdt Zegdu Zfhdv Zgidw Zhjd  Zikdx Zjldy Zkmdz Zlnd Zmod  Znpd  Zoqd  Zprd Zqsd  Zrtd Zsud Ztvd Zuwd Zvxd	 Zwyd  Zxzd Zy{d Zz|d Z{}e Z|~d Z}d Z~d Zd Zd{ Zd| Zd| Zd} Zd~ Zd Zd Zd Zd S(   i    i   i
   i   i    i  i   i   i   i   i   i   i   i@   i   i   i   i	   i   i   i   i   i   i   i  i   i   i   i   i   i   i   i   i   i   i   i   i!   i#   i$   i%   i'   i(   i)   i*   i+   i,   i0   i2   i3   i4   i5   i6   i7   i9   i:   i=   i>   i?   iB   iC   iD   iE   iF   iG   iH   iI   iJ   iL   iM   iN   iO   iP   iQ   iR   iS   f1.0f2.0f5.0f12.0i   i   i   i   f0.0id   ie   if   ig   ih   i   i   i   i   i   i  iL  iM  iN  iO  iP  iQ  iR  iS  i  i   i  i   i   i   i  i   i   i!  i"  i#  i$  i  i  i  i  i  i  i  i  i  i  i  i  i>  N(  s   NULLs   FALSEs   TRUEs   ATTRIBSTACKDEPTHs   VPSTACKDEPTHs   MATRIXSTACKDEPTHs   NAMESTACKDEPTHs   STARTTAGs   ENDTAGs   BLACKs   REDs   GREENs   YELLOWs   BLUEs   MAGENTAs   CYANs   WHITEs	   PUP_CLEARs	   PUP_COLORs	   PUP_BLACKs	   PUP_WHITEs
   NORMALDRAWs   PUPDRAWs   OVERDRAWs	   UNDERDRAWs
   CURSORDRAWs   DUALDRAWs
   PATTERN_16s
   PATTERN_32s
   PATTERN_64s   PATTERN_16_SIZEs   PATTERN_32_SIZEs   PATTERN_64_SIZEs   SRC_AUTOs	   SRC_FRONTs   SRC_BACKs   SRC_ZBUFFERs   SRC_PUPs   SRC_OVERs	   SRC_UNDERs   SRC_FRAMEGRABBERs   BF_ZEROs   BF_ONEs   BF_DCs   BF_SCs   BF_MDCs   BF_MSCs   BF_SAs   BF_MSAs   BF_DAs   BF_MDAs   BF_MIN_SA_MDAs   AF_NEVERs   AF_LESSs   AF_EQUALs	   AF_LEQUALs
   AF_GREATERs   AF_NOTEQUALs	   AF_GEQUALs	   AF_ALWAYSs   ZF_NEVERs   ZF_LESSs   ZF_EQUALs	   ZF_LEQUALs
   ZF_GREATERs   ZF_NOTEQUALs	   ZF_GEQUALs	   ZF_ALWAYSs
   ZSRC_DEPTHs
   ZSRC_COLORs   SMP_OFFs   SMP_ONs   SMP_SMOOTHERs   SML_OFFs   SML_ONs   SML_SMOOTHERs   SML_END_CORRECTs   PYSM_OFFs   PYSM_ONs   PYSM_SHRINKs   DT_OFFs   DT_ONs   PUP_NONEs   PUP_GREYs   PUP_BOXs	   PUP_CHECKs   GLC_OLDPOLYGONs   GLC_ZRANGEMAPs   GLC_MQUEUERATEs   GLC_SOFTATTACHs   GLC_MANAGEBGs   GLC_SLOWMAPCOLORSs   GLC_INPUTCHANGEBUGs   GLC_NOBORDERBUGs   GLC_SET_VSYNCs   GLC_GET_VSYNCs   GLC_VSYNC_SLEEPs   GLC_COMPATRATEs   C16X1s   C16X2s   C32X1s   C32X2s   CCROSSs   FLATs   GOURAUDs   LO_ZEROs   LO_ANDs   LO_ANDRs   LO_SRCs   LO_ANDIs   LO_DSTs   LO_XORs   LO_ORs   LO_NORs   LO_XNORs   LO_NDSTs   LO_ORRs   LO_NSRCs   LO_ORIs   LO_NANDs   LO_ONEs   INFOCUSSCRNs   ST_KEEPs   ST_ZEROs
   ST_REPLACEs   ST_INCRs   ST_DECRs	   ST_INVERTs   SF_NEVERs   SF_LESSs   SF_EQUALs	   SF_LEQUALs
   SF_GREATERs   SF_NOTEQUALs	   SF_GEQUALs	   SF_ALWAYSs   SS_OFFs   SS_DEPTHs   PYM_FILLs	   PYM_POINTs   PYM_LINEs
   PYM_HOLLOWs   PYM_LINE_FASTs   FG_OFFs   FG_ONs	   FG_DEFINEs
   FG_VTX_EXPs
   FG_VTX_LINs
   FG_PIX_EXPs
   FG_PIX_LINs   FG_VTX_EXP2s   FG_PIX_EXP2s   PM_SHIFTs	   PM_EXPANDs   PM_C0s   PM_C1s   PM_ADD24s   PM_SIZEs	   PM_OFFSETs	   PM_STRIDEs   PM_TTOBs   PM_RTOLs   PM_ZDATAs   PM_WARPs   PM_RDXs   PM_RDYs   PM_CDXs   PM_CDYs	   PM_XSTARTs	   PM_YSTARTs   PM_VO1s   NAUTOs
   NNORMALIZEs   AC_CLEARs   AC_ACCUMULATEs   AC_CLEAR_ACCUMULATEs	   AC_RETURNs   AC_MULTs   AC_ADDs   CP_OFFs   CP_ONs	   CP_DEFINEs   SB_RESETs   SB_TRACKs   SB_HOLDs	   RD_FREEZEs   RD_ALPHAONEs   RD_IGNORE_UNDERLAYs   RD_IGNORE_OVERLAYs   RD_IGNORE_PUPs   RD_OFFSCREENs   GD_XPMAXs   GD_YPMAXs   GD_XMMAXs   GD_YMMAXs   GD_ZMINs   GD_ZMAXs   GD_BITS_NORM_SNG_REDs   GD_BITS_NORM_SNG_GREENs   GD_BITS_NORM_SNG_BLUEs   GD_BITS_NORM_DBL_REDs   GD_BITS_NORM_DBL_GREENs   GD_BITS_NORM_DBL_BLUEs   GD_BITS_NORM_SNG_CMODEs   GD_BITS_NORM_DBL_CMODEs   GD_BITS_NORM_SNG_MMAPs   GD_BITS_NORM_DBL_MMAPs   GD_BITS_NORM_ZBUFFERs   GD_BITS_OVER_SNG_CMODEs   GD_BITS_UNDR_SNG_CMODEs   GD_BITS_PUP_SNG_CMODEs   GD_BITS_NORM_SNG_ALPHAs   GD_BITS_NORM_DBL_ALPHAs   GD_BITS_CURSORs   GD_OVERUNDER_SHAREDs   GD_BLENDs
   GD_CIFRACTs   GD_CROSSHAIR_CINDEXs	   GD_DITHERs   GD_LINESMOOTH_CMODEs   GD_LINESMOOTH_RGBs
   GD_LOGICOPs	   GD_NSCRNSs   GD_NURBS_ORDERs
   GD_NBLINKSs   GD_NVERTEX_POLYs   GD_PATSIZE_64s   GD_PNTSMOOTH_CMODEs   GD_PNTSMOOTH_RGBs   GD_PUP_TO_OVERUNDERs   GD_READSOURCEs   GD_READSOURCE_ZBUFFERs	   GD_STEREOs   GD_SUBPIXEL_LINEs   GD_SUBPIXEL_PNTs   GD_SUBPIXEL_POLYs   GD_TRIMCURVE_ORDERs   GD_WSYSs   GD_ZDRAW_GEOMs   GD_ZDRAW_PIXELSs   GD_SCRNTYPEs   GD_TEXTPORTs	   GD_NMMAPSs   GD_FRAMEGRABBERs
   GD_TIMERHZs   GD_DBBOXs   GD_AFUNCTIONs   GD_ALPHA_OVERUNDERs   GD_BITS_ACBUFs   GD_BITS_ACBUF_HWs   GD_BITS_STENCILs   GD_CLIPPLANESs   GD_FOGVERTEXs   GD_LIGHTING_TWOSIDEs   GD_POLYMODEs   GD_POLYSMOOTHs	   GD_SCRBOXs
   GD_TEXTUREs   GD_FOGPIXELs   GD_TEXTURE_PERSPs   GD_MUXPIPESs
   GD_NOLIMITs   GD_WSYS_NONEs
   GD_WSYS_4Ss   GD_SCRNTYPE_WMs   GD_SCRNTYPE_NOWMs   N_PIXEL_TOLERANCEs	   N_CULLINGs	   N_DISPLAYs   N_ERRORCHECKINGs   N_SUBDIVISIONSs	   N_S_STEPSs	   N_T_STEPSs   N_TILESs   N_TMP1s   N_TMP2s   N_TMP3s   N_TMP4s   N_TMP5s   N_TMP6s   N_FILLs   N_OUTLINE_POLYs   N_OUTLINE_PATCHs   N_ISOLINE_Ss   N_STs   N_STWs   N_XYZs   N_XYZWs   N_TEXs   N_TEXWs   N_RGBAs   N_RGBAWs   N_P2Ds   N_P2DRs   N_V3Ds   N_V3DRs   N_T2Ds   N_T2DRs   N_C4Ds   N_C4DRs   LMNULLs   MSINGLEs   MPROJECTIONs   MVIEWINGs   MTEXTUREs	   MAXLIGHTSs   MAXRESTRICTIONSs   DEFMATERIALs   EMISSIONs   AMBIENTs   DIFFUSEs   SPECULARs	   SHININESSs   COLORINDEXESs   ALPHAs   DEFLIGHTs   LCOLORs   POSITIONs   SPOTDIRECTIONs	   SPOTLIGHTs	   DEFLMODELs   LOCALVIEWERs   ATTENUATIONs   ATTENUATION2s   TWOSIDEs   MATERIALs   BACKMATERIALs   LIGHT0s   LIGHT1s   LIGHT2s   LIGHT3s   LIGHT4s   LIGHT5s   LIGHT6s   LIGHT7s   LMODELs	   LMC_COLORs   LMC_EMISSIONs   LMC_AMBIENTs   LMC_DIFFUSEs   LMC_SPECULARs   LMC_ADs   LMC_NULLs   TX_MINFILTERs   TX_MAGFILTERs   TX_WRAPs	   TX_WRAP_Ss	   TX_WRAP_Ts   TX_TILEs	   TX_BORDERs   TX_NULLs   TX_POINTs   TX_BILINEARs	   TX_MIPMAPs   TX_MIPMAP_POINTs   TX_MIPMAP_LINEARs   TX_MIPMAP_BILINEARs   TX_MIPMAP_TRILINEARs	   TX_REPEATs   TX_CLAMPs	   TX_SELECTs   TX_TEXTURE_0s   TV_MODULATEs   TV_BLENDs   TV_DECALs   TV_COLORs   TV_NULLs   TV_ENV0s   TX_Ss   TX_Ts   TG_OFFs   TG_ONs
   TG_CONTOURs	   TG_LINEARs   TG_SPHEREMAPs   TG_REFRACTMAPs   DGLSINKs   DGLLOCALs
   DGLTSOCKETs   DGL4DDNs
   PUP_CURSORs   FATALs   WARNINGs   ASK_CONTs   ASK_RESTARTs
   XMAXSCREENs
   YMAXSCREENs
   XMAXMEDIUMs
   YMAXMEDIUMs   XMAX170s   YMAX170s   XMAXPALs   YMAXPAL(    s   /usr/lib/python/irix5/GL.pys   ?