+
    IV-j$i  ã                   óJ   € R t ^ RIHtHtHtHt ^ RIHt R.t ! R R]4      t	R# )z¿
pygments.lexers.freefem
~~~~~~~~~~~~~~~~~~~~~~~

Lexer for FreeFem++ language.

:copyright: Copyright 2006-present by the Pygments team, see AUTHORS.
:license: BSD, see LICENSE for details.
)ÚCommentÚOperatorÚKeywordÚName)ÚCppLexerÚFreeFemLexerc                   óö  a € ] tR t^t o RtRtRtR.tR.tR.t	Rt
0 ER@mt0 ERAmt0 RkR	kR
kRkRkRkRkRkRkRkRkRkRkRkRkRkRkRkRkRkRkRkRkRkR kR!kR"kR#kR$kR%kR&kR'kR(kR)kR*kR+kR,kR-kR.kR/kR0kR1kt0 ERBmt0 R2kR3kR4kR5kR6kR7kR8kR9kR:kR;kR<kR=kR>kR?kR@kRAkRBkRCkRDkREkRFkRGkRHkRIkRJkRKkRLkRMkRNkROkRPkRQkRRkRSkRTkRUkRVkRWkRXkRYkRZkR[kR\kR]kR^kR_kR`kRakRbkRckRdkRekRfkRgkRhkRikRjkRkkRlkRmkRnkRokRpkRqkRrkRskRtkRukRvkRwkRxkRykRzkR{kR|kR}kR~kRkR€kR�kR‚kRƒkR„kR…kR†kR‡kRˆkR‰kRŠkR‹kRŒkR�kRŽkR�kR�kR‘kR’kR“kR”kR•kR–kR—kR˜kR™kRškR›kRœkR�kRžkRŸkR kR¡kt0 R¢kR£kR¤kR¥kR2kR¦kR§kR¨kR©kRªkR«kR¬kR­kR®kR¯kR°kR±kR²kR³kR´kRµkR¶kR·kR¸kR¹kRºkR»kR¼kR½kR¾kR¿kRÀkRÁkRÂkRÃkRÄkRÅkRÆkRÇkRÈkRÉkRÊkRËkRÌkRÍkRÎkRÏkRÐkRÑkRÒkRÓkRÔkRÕkRÖkR×kRØkRÙkRÚkRÛkRÜkRÝkRÞkRßkRàkRákRâkRãkRäkRåkRækRçkRèkRékRêkRëkRìkRíkRîkRïkRðkRñkRòkRókRôkRõkRökR÷kRøkRùkRúkRûkRükRýkRþkRÿkER kERkERkERkERkERkERkERkERkER	kER
kERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkER kER!kER"kER#kER$kER%kER&kER'kER(kER)kER*kER+kER,kER-kER.kER/kER0kER1kER2kER3kER4kER5kER6kER7kER8kER9kER:kER;kER<kER=kER>kER?kER@kERAkERBkERCkERDkEREkERFkERGkERHkERIkERJkERKkERLkERMkERNkEROkERPkERQkERRkERSkERTkERUkERVkERWkERXkERYkERZkER[kER\kER]kER^kER_kER`kERakERbkERckERdkERekERfkERgkERhkERikERjkERkkERlkERmkERnkERokERpkERqkERrkERskERtkERukERvkERwkERxkERykERzkER{kER|kER}kER~kERkER€kER�kER‚kERƒkER„kER…kER†kER‡kERˆkER‰kERŠkER‹kERŒkER�kERŽkER�kER�kER‘kER’kER“kER”kER•kER–kER—kER˜kER™kERškER›kERœkER�kERžkERŸkER kER¡kER¢kER£kER¤kER¥kER¦kER§kER¨kER©kERªkER«kER¬kER­kER®kER¯kER°kER±kER²kER³kER´kERµkER¶kER·kER¸kER¹kERºkER»kER¼kER½kER¾kER¿kERÀkERÁkERÂkERÃkERÄkERÅkERÆkERÇkERÈkERÉkERÊkERËkERÌkERÍkERÎkERÏkERÐkERÑkERÒkERÓkERÔkERÕkERÖkER×kERØkERÙkERÚkERÛkERÜkERÝkERÞkERßkERàkERákERâkERãkERäkERåkERækERçkERèkERékERêkERëkERìkERíkERîkERïkERðkERñkERòkERókERôkERõkERökER÷kERøkERùkERúkERûkERükERýkERþkERÿkER kERkERkERkERkERkERkERkERkER	kER
kERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkERkER kER!kER"kER#kER$kER%kER&kER'kER(kER)kER*kER+kER,kER-kER.kER/kER0kER1kER2kER3kER4kER5kER6kER7kER8kER9kER:kER;kER<kER=kER>kER?kER@kERAkERBkERCkERDkEREkERFkERGkERHkERIkERJkERKkERLkERMkERNkEROkERPkERQkERRkERSkERTkERUkERVkERWkERXkERYkERZkER[kER\kER]kRYkER^kER_kR[kER`kERakERbkERckERdkERekERfkERgkERhkERikERjkERkkERlkERmkERnkERokERpkERqkERrkERskERtkERukERvkERwkERxkERykERzkER{kER|kER}kER~kERkER€kER�kER‚kERƒkER„kER…kER†kER‡kERˆkER‰kERŠkER‹kERŒkER�kERŽkER�kER�kER‘kER’kER“kER”kER•kER–kER—kER˜kER™kERškER›kERœkER�kERžkERŸkER kER¡kER¢kER£kER¤kER¥kER¦kER§kER¨kER©kERªkER«kER¬kER­kER®kER¯kt0 ER°kER±kER²kER³kER´kERµkER¶kER·kER¸kER¹kERºkER»kER¼kER½kER¾kER¿kERÀkERÁkERÂkERÃkERÄkERÅkERÆkERÇkERÈkERÉkERÊkERËkERÌkERÍkERÎkERÏkERÐkERÑkERÒkERÓkERÔkERÕkERÖkER×kERØkERÙkERÚkERÛkERÜkERÝkERÞkERßkERàkERákERâkERãkRRkERäkERåkERækERçkERèkERékERêkERëkERìkERíkERîkERïkERðkERñkERòkERókERôkERõkERökER÷kERøkERùkERúkERûkERükERýkERþkERÿkER kERkERkERkERkERkERkERkERkER	kER
kERkERkERkERkERkERkERkERkERkERkERkERkERkRŽkERkERkERkERkERkERkERkERkER kER!kER"kER#kER$kER%kER&kERŸkER'kER(kER)kER*kER+kER,kER-kER.kER/kER0kER1kER2kER3kER4kER5kER6kER7kER8kER9kER:kER;ktER<0t0 ERCmtERDER= ltER>tV tER?# (E  r   zl
For FreeFem++ source.

This is an extension of the CppLexer, as the FreeFem Language is a superset
of C++.
ÚFreefemzhttps://freefem.org/Úfreefemz*.edpztext/x-freefemz2.4ÚBDM1Ú	BDM1OrthoÚEdge03dÚEdge13dÚEdge23dÚFEQFÚHCTÚP0ÚP03dÚP0EdgeÚP1ÚP13dÚP1bÚP1b3dÚP1blÚP1bl3dÚP1dcÚP1EdgeÚP1ncÚP2ÚP23dÚP2bÚP2BRÚP2dcÚP2EdgeÚP2hÚP2MorleyÚP2pncÚP3ÚP3dcÚP3EdgeÚP4ÚP4dcÚP4EdgeÚP5EdgeÚRT0ÚRT03dÚRT0OrthoÚRT1ÚRT1OrthoÚRT2ÚRT2OrthoÚadjÚappendÚareaÚARGVÚbeÚbinaryÚBoundaryEdgeÚbordermeasureÚCGÚCholeskyÚcinÚcoutÚCroutÚdefaultÚdiagÚedgeOrientationÚendlÚfalseÚffindÚFILEÚfindÚfixedÚflushÚGMRESÚgoodÚ	hTriangleÚimÚimaxÚiminÚInternalEdgeÚl1Úl2ÚlabelÚlenEdgeÚlengthÚLINEÚlinftyÚLUÚmÚmaxÚmeasureÚminÚmpiAnySourceÚmpiBANDÚmpiBXORÚmpiCommWorldÚmpiLANDÚmpiLORÚmpiLXORÚmpiMAXÚmpiMINÚmpiPRODÚmpirankÚmpisizeÚmpiSUMÚmpiUndefinedÚnÚNÚnbeÚndofÚndofKÚ
noshowbaseÚ	noshowposÚ
notaregionÚntÚnTonEdgeÚnuEdgeÚ
nuTriangleÚnvÚPÚpiÚ	precisionÚqf1pEÚ	qf1pElumpÚqf1pTÚ	qf1pTlumpÚqfV1ÚqfV1lumpÚqf2pEÚqf2pTÚqf2pT4P1ÚqfV2Úqf3pEÚqf4pEÚqf5pEÚqf5pTÚqfV5Úqf7pTÚqf9pTÚqfnbpEÚquantileÚreÚregionÚrfindÚ
scientificÚsearchMethodÚsetwÚshowbaseÚshowposÚsparsesolverÚsumÚtellpÚtrueÚUMFPACKÚunusedÚwhoinElementÚ	verbosityÚversionÚvolumeÚxÚyÚzÚabsÚacosÚacoshÚ	adaptmeshÚAffineCGÚAffineGMRESÚargÚasinÚasinhÚassertÚatanÚatan2ÚatanhÚatofÚatoiÚBFGSÚ	broadcastÚbuildlayersÚ	buildmeshÚceilÚchiÚcomplexEigenValueÚcopysignÚchangeÚcheckmovemeshÚclockÚcmaesÚconjÚconvectÚcosÚcoshÚcubeÚdÚddÚdfftÚdiffnpÚdiffposÚ	dimKrylovÚdistÚ	dumptableÚdxÚdxxÚdxyÚdxzÚdyÚdyxÚdyyÚdyzÚdzÚdzxÚdzyÚdzzÚ
EigenValueÚ	emptymeshÚerfÚerfcÚexecÚexitÚexpÚfdimÚfloorÚfmaxÚfminÚfmodÚfreeyamsÚgetARGVÚgetlineÚgmshloadÚ	gmshload3ÚgslcdfugaussianPÚgslcdfugaussianQÚgslcdfugaussianPinvÚgslcdfugaussianQinvÚgslcdfgaussianPÚgslcdfgaussianQÚgslcdfgaussianPinvÚgslcdfgaussianQinvÚgslcdfgammaPÚgslcdfgammaQÚgslcdfgammaPinvÚgslcdfgammaQinvÚgslcdfcauchyPÚgslcdfcauchyQÚgslcdfcauchyPinvÚgslcdfcauchyQinvÚgslcdflaplacePÚgslcdflaplaceQÚgslcdflaplacePinvÚgslcdflaplaceQinvÚgslcdfrayleighPÚgslcdfrayleighQÚgslcdfrayleighPinvÚgslcdfrayleighQinvÚgslcdfchisqPÚgslcdfchisqQÚgslcdfchisqPinvÚgslcdfchisqQinvÚgslcdfexponentialPÚgslcdfexponentialQÚgslcdfexponentialPinvÚgslcdfexponentialQinvÚgslcdfexppowPÚgslcdfexppowQÚgslcdftdistPÚgslcdftdistQÚgslcdftdistPinvÚgslcdftdistQinvÚgslcdffdistPÚgslcdffdistQÚgslcdffdistPinvÚgslcdffdistQinvÚgslcdfbetaPÚgslcdfbetaQÚgslcdfbetaPinvÚgslcdfbetaQinvÚgslcdfflatPÚgslcdfflatQÚgslcdfflatPinvÚgslcdfflatQinvÚgslcdflognormalPÚgslcdflognormalQÚgslcdflognormalPinvÚgslcdflognormalQinvÚgslcdfgumbel1PÚgslcdfgumbel1QÚgslcdfgumbel1PinvÚgslcdfgumbel1QinvÚgslcdfgumbel2PÚgslcdfgumbel2QÚgslcdfgumbel2PinvÚgslcdfgumbel2QinvÚgslcdfweibullPÚgslcdfweibullQÚgslcdfweibullPinvÚgslcdfweibullQinvÚgslcdfparetoPÚgslcdfparetoQÚgslcdfparetoPinvÚgslcdfparetoQinvÚgslcdflogisticPÚgslcdflogisticQÚgslcdflogisticPinvÚgslcdflogisticQinvÚgslcdfbinomialPÚgslcdfbinomialQÚgslcdfpoissonPÚgslcdfpoissonQÚgslcdfgeometricPÚgslcdfgeometricQÚgslcdfnegativebinomialPÚgslcdfnegativebinomialQÚgslcdfpascalPÚgslcdfpascalQÚgslinterpakimaÚgslinterpakimaperiodicÚgslinterpcsplineperiodicÚgslinterpcsplineÚgslinterpsteffenÚgslinterplinearÚgslinterppolynomialÚgslranbernoullipdfÚ
gslranbetaÚgslranbetapdfÚgslranbinomialpdfÚgslranexponentialÚgslranexponentialpdfÚgslranexppowÚgslranexppowpdfÚgslrancauchyÚgslrancauchypdfÚgslranchisqÚgslranchisqpdfÚgslranerlangÚgslranerlangpdfÚgslranfdistÚgslranfdistpdfÚ
gslranflatÚgslranflatpdfÚgslrangammaÚgslrangammaintÚgslrangammapdfÚgslrangammamtÚgslrangammaknuthÚgslrangaussianÚgslrangaussianratiomethodÚgslrangaussianzigguratÚgslrangaussianpdfÚgslranugaussianÚgslranugaussianratiomethodÚgslranugaussianpdfÚgslrangaussiantailÚgslrangaussiantailpdfÚgslranugaussiantailÚgslranugaussiantailpdfÚgslranlandauÚgslranlandaupdfÚgslrangeometricpdfÚgslrangumbel1Úgslrangumbel1pdfÚgslrangumbel2Úgslrangumbel2pdfÚgslranlogisticÚgslranlogisticpdfÚgslranlognormalÚgslranlognormalpdfÚgslranlogarithmicpdfÚgslrannegativebinomialpdfÚgslranpascalpdfÚgslranparetoÚgslranparetopdfÚgslranpoissonpdfÚgslranrayleighÚgslranrayleighpdfÚgslranrayleightailÚgslranrayleightailpdfÚgslrantdistÚgslrantdistpdfÚgslranlaplaceÚgslranlaplacepdfÚ
gslranlevyÚgslranweibullÚgslranweibullpdfÚgslsfairyAiÚgslsfairyBiÚgslsfairyAiscaledÚgslsfairyBiscaledÚgslsfairyAiderivÚgslsfairyBiderivÚgslsfairyAiderivscaledÚgslsfairyBiderivscaledÚgslsfairyzeroAiÚgslsfairyzeroBiÚgslsfairyzeroAiderivÚgslsfairyzeroBiderivÚgslsfbesselJ0ÚgslsfbesselJ1ÚgslsfbesselJnÚgslsfbesselY0ÚgslsfbesselY1ÚgslsfbesselYnÚgslsfbesselI0ÚgslsfbesselI1ÚgslsfbesselInÚgslsfbesselI0scaledÚgslsfbesselI1scaledÚgslsfbesselInscaledÚgslsfbesselK0ÚgslsfbesselK1ÚgslsfbesselKnÚgslsfbesselK0scaledÚgslsfbesselK1scaledÚgslsfbesselKnscaledÚgslsfbesselj0Úgslsfbesselj1Úgslsfbesselj2ÚgslsfbesseljlÚgslsfbessely0Úgslsfbessely1Úgslsfbessely2ÚgslsfbesselylÚgslsfbesseli0scaledÚgslsfbesseli1scaledÚgslsfbesseli2scaledÚgslsfbesselilscaledÚgslsfbesselk0scaledÚgslsfbesselk1scaledÚgslsfbesselk2scaledÚgslsfbesselklscaledÚgslsfbesselJnuÚgslsfbesselYnuÚgslsfbesselInuscaledÚgslsfbesselInuÚgslsfbesselKnuscaledÚgslsfbesselKnuÚgslsfbessellnKnuÚgslsfbesselzeroJ0ÚgslsfbesselzeroJ1ÚgslsfbesselzeroJnuÚgslsfclausenÚgslsfhydrogenicR1ÚgslsfdawsonÚgslsfdebye1Úgslsfdebye2Úgslsfdebye3Úgslsfdebye4Úgslsfdebye5Úgslsfdebye6Ú
gslsfdilogÚgslsfmultiplyÚgslsfellintKcompÚgslsfellintEcompÚgslsfellintPcompÚgslsfellintDcompÚgslsfellintFÚgslsfellintEÚgslsfellintRCÚ	gslsferfcÚgslsflogerfcÚgslsferfÚ	gslsferfZÚ	gslsferfQÚgslsfhazardÚgslsfexpÚgslsfexpmultÚ
gslsfexpm1ÚgslsfexprelÚgslsfexprel2ÚgslsfexprelnÚgslsfexpintE1ÚgslsfexpintE2ÚgslsfexpintEnÚgslsfexpintE1scaledÚgslsfexpintE2scaledÚgslsfexpintEnscaledÚgslsfexpintEiÚgslsfexpintEiscaledÚgslsfShiÚgslsfChiÚgslsfexpint3ÚgslsfSiÚgslsfCiÚgslsfatanintÚgslsffermidiracm1Úgslsffermidirac0Úgslsffermidirac1Úgslsffermidirac2ÚgslsffermidiracintÚgslsffermidiracmhalfÚgslsffermidirachalfÚgslsffermidirac3halfÚgslsffermidiracinc0ÚgslsflngammaÚ
gslsfgammaÚgslsfgammastarÚgslsfgammainvÚgslsftaylorcoeffÚ	gslsffactÚgslsfdoublefactÚgslsflnfactÚgslsflndoublefactÚgslsflnchooseÚgslsfchooseÚgslsflnpochÚ	gslsfpochÚgslsfpochrelÚgslsfgammaincQÚgslsfgammaincPÚgslsfgammaincÚgslsflnbetaÚ	gslsfbetaÚgslsfbetaincÚgslsfgegenpoly1Úgslsfgegenpoly2Úgslsfgegenpoly3ÚgslsfgegenpolynÚgslsfhyperg0F1Úgslsfhyperg1F1intÚgslsfhyperg1F1ÚgslsfhypergUintÚgslsfhypergUÚgslsfhyperg2F0Úgslsflaguerre1Úgslsflaguerre2Úgslsflaguerre3ÚgslsflaguerrenÚgslsflambertW0ÚgslsflambertWm1ÚgslsflegendrePlÚgslsflegendreP1ÚgslsflegendreP2ÚgslsflegendreP3ÚgslsflegendreQ0ÚgslsflegendreQ1ÚgslsflegendreQlÚgslsflegendrePlmÚgslsflegendresphPlmÚgslsflegendrearraysizeÚgslsfconicalPhalfÚgslsfconicalPmhalfÚgslsfconicalP0ÚgslsfconicalP1ÚgslsfconicalPsphregÚgslsfconicalPcylregÚgslsflegendreH3d0ÚgslsflegendreH3d1ÚgslsflegendreH3dÚgslsflogÚgslsflogabsÚgslsflog1plusxÚgslsflog1plusxmxÚgslsfpowintÚgslsfpsiintÚgslsfpsiÚgslsfpsi1piyÚgslsfpsi1intÚ	gslsfpsi1Ú	gslsfpsinÚgslsfsynchrotron1Úgslsfsynchrotron2Úgslsftransport2Úgslsftransport3Úgslsftransport4Úgslsftransport5ÚgslsfsinÚgslsfcosÚ
gslsfhypotÚ	gslsfsincÚgslsflnsinhÚgslsflncoshÚgslsfanglerestrictsymmÚgslsfanglerestrictposÚgslsfzetaintÚ	gslsfzetaÚgslsfzetam1Úgslsfzetam1intÚ
gslsfhzetaÚgslsfetaintÚgslsfetaÚimagÚint1dÚint2dÚint3dÚintalledgesÚintallfacesÚinterpolateÚinvdiffÚ	invdiffnpÚ
invdiffposÚIsendÚisInfÚisNaNÚisolineÚIrecvÚj0Új1ÚjnÚjumpÚlgammaÚLinearCGÚLinearGMRESÚlogÚlog10ÚlrintÚlroundÚmeanÚmeditÚmmg3dÚmovemeshÚ
movemesh23ÚmpiAlltoallÚmpiAlltoallvÚmpiAllgatherÚmpiAllgathervÚmpiAllReduceÚ
mpiBarrierÚ	mpiGatherÚ
mpiGathervÚmpiRankÚ	mpiReduceÚ
mpiScatterÚmpiScattervÚmpiSizeÚmpiWaitÚ
mpiWaitAnyÚmpiWtickÚmpiWtimeÚmshmetÚNaNÚNLCGÚonÚplotÚpolarÚPostÚpowÚ	processorÚprocessorblockÚ
projectionÚrandinitÚ	randint31Ú	randint32ÚrandomÚ	randreal1Ú	randreal2Ú	randreal3Ú	randres53ÚReadÚreadmeshÚ	readmesh3ÚRecvÚrintÚroundÚsavemeshÚsavesolÚsavevtkÚseekgÚSentÚsetÚsignÚsignbitÚsinÚsinhÚsortÚ	splitCommÚ	splitmeshÚsqrtÚsquareÚsrandomÚ
srandomdevÚStringificationÚswapÚsystemÚtanÚtanhÚtellgÚtetgÚtetgconvexhullÚtetgreconstructionÚtetgtransfoÚtgammaÚtriangulateÚtruncÚWaitÚWriteÚy0Úy1ÚynÚAÚA1ÚabserrorÚabsoluteÚanisoÚaspectratioÚBÚB1ÚbbÚbeginendÚbinÚboundaryÚbwÚcloseÚcmmÚcoefÚ
composanteÚcutoffÚdatafilenameÚdatanameÚdimÚdistmaxÚdisplacementÚdoptionsÚdparamsÚepsÚerrÚerrgÚ	facemergeÚfacetclÚ	factorizeÚfileÚfillÚfixedborderÚflabelÚflagsÚ	floatmeshÚfloatsolÚfregionÚ	gradationÚgreyÚhmaxÚhminÚholelistÚhsvÚinitÚinquireÚinsideÚIsMetricÚisoÚivalueÚkeepbackverticesÚ	labeldownÚlabelmidÚlabelupÚlevelsetÚloptionsÚlparamsÚmaxitÚ	maxsubdivÚmeditffÚmemÚmemoryÚmetricÚmodeÚnbarrowÚnbisoÚnbiterÚnbjacobyÚnboffacetclÚ	nbofholesÚnbofregionsÚnbregulÚnbsmoothÚnbvxÚncvÚnevÚnomeshgenerationÚnormalizationÚomegaÚopÚoptimizeÚoptionÚoptionsÚorderÚorientationÚperiodicÚpowerÚpreconÚprevÚpsÚptmergeÚqfeÚqforderÚqftÚqfVÚratioÚ	rawvectorÚ
reffacelowÚ
reffacemidÚ	reffaceupÚrefnumÚreftetÚreftriÚ
regionlistÚrenumvÚ	rescalingÚ
ridgeangleÚsaveÚsigmaÚsizeofvolumeÚ	smoothingÚsolverÚsparamsÚsplitÚsplitin2ÚsplitpbedgeÚstopÚstrategyÚswitchÚsymÚtÚtgvÚthetamaxÚtolÚtolpivotÚtolpivotsymÚtransfoÚU2VcÚvalueÚvarrowÚvectorÚvepsÚvisoÚwaitÚwidthÚwithsurfacemeshÚWindowIndexÚwhichÚzboundÚ
fixeborderc              #  ó¬  "  € \         P                  ! WV4       EF3  w  r4pWPP                  9   d   V\        V3x € K$  WPP                  9   d   V\
        P                  V3x € KK  WPP                  9   d   V\        P                  V3x € Kr  WPP                  9   d   V\        P                  V3x € K™  WPP                  9   d   V\
        P                  V3x € KÀ  WPP                  9   d   V\        P                   V3x € Kç  WPP"                  9   d   V\
        P$                  V3x € EK  WPP&                  9   d   V\        V3x € EK-  W4V3x € EK6  	  R # 5i)N)r   Úget_tokens_unprocessedÚ	operatorsr   Útypesr   ÚTypeÚfespacesr   ÚClassÚpreprocessorr   ÚPreprocÚkeywordsÚReservedÚ	functionsÚFunctionÚ
parametersÚPseudoÚsuppress_highlight)ÚselfÚtextÚstackÚindexÚtokenr4  s   &&&   Úh/Volumes/fast/ai/experiments/ui-tars-smoke/.venv/lib/python3.14/site-packages/pygments/lexers/freefem.pyrA  Ú#FreeFemLexer.get_tokens_unprocessedj  s  é € Ü#+×#BÒ#BÀ4Èu×#UÑˆE˜%ØŸ™Ô&ØœX uÐ,Ô,ØŸ*™*Ô$ØœWŸ\™\¨5Ð0Ô0ØŸ-™-Ô'ØœTŸZ™Z¨Ð.Ô.Ø×+Ñ+Ô+ØœWŸ_™_¨eÐ3Ô3ØŸ-™-Ô'ØœW×-Ñ-¨uÐ4Ô4ØŸ.™.Ô(ØœTŸ]™]¨EÐ1Ô1ØŸ/™/Ô)ØœWŸ^™^¨UÐ2Õ2Ø×1Ñ1Ô1ØœT 5Ð(Õ(à EÐ)Õ)ó% $Vùs   ‚EE© N>   Ú%Ú'Ú*Ú+Ú-Ú/Ú:Ú^ú.*ú./ú^-1>   ÚintÚboolÚfuncÚmeshÚrealÚvarfÚPmmapÚmacroÚmesh3ÚsolveÚborderÚmatrixÚstringÚcomplexÚdmatrixÚfespaceÚmpiCommÚproblemÚEndMacroÚNewMacroÚifstreamÚmpiGroupÚofstreamÚ	gslsplineÚ
PsemaphoreÚ
mpiRequest>   ÚloadÚIFMACROÚincludeÚ
ENDIFMACRO>   ÚasmÚdivÚgradÚthisÚusingÚdoubleÚtypeidÚalignofÚmutableÚdecltypeÚnoexceptÚrestrictÚtemplateÚtypenameÚ	constexprÚ	namespaceÚthread_localÚstatic_assert))Úroot)Ú__name__Ú
__module__Ú__qualname__Ú__firstlineno__Ú__doc__ÚnameÚurlÚaliasesÚ	filenamesÚ	mimetypesÚversion_addedrB  rC  rE  rG  rI  rK  rM  Ú
deprecatedrO  rA  Ú__static_attributes__Ú__classdictcell__)Ú__classdict__s   @rU  r   r      s)  ø‡ € ñð €DØ
 €CØˆk€GØ�	€IØ!Ð"€IØ€Mó M€IóI€Eð#�ð #˜ð # Yð #°	ð #¸9ð #Àfð #Èeð #Øð#Øð#Ø&ð#Ø(,ð#Ø.4ð#Ø6;ð#Ø=Dð#ØFLð#ØNVð#àð#à ð#à"(ð#à*.ð#à06ð#à8=ð#à?Eð#àGMð#àOWð#ð ð#ð "ð#ð $+ð#ð -1ð#ð 39ð#ð ;Cð#ð EIð#ð KQð#ð ð	#ð #ð	#ð %*ð	#ð ,3ð	#ð 5?ð	#ð AFð	#ð HRð	#ð
 ð#ð
 "ð#€Hó @€LðqØðqàðqð ðqð ð	qð
 ðqð ðqð ðqð  ðqð ðqð ðqð ðqð ðqð ðqð ðqð ðqð  "ð!qð" ð#qð$ ð%qð& ð'qð( ð)qð* ð+qð, ð-qð. ð/qð0 ð1qð2 ð3qð4 ð5qð6 ð7qð8 ð9qð: ð;qð< ð=qð> ð?qð@ ðAqðB ðCqðD ðEqðF ðGqðH ðIqðJ ðKqðL ðMqðN ðOqðP ðQqðR ðSqðT ðUqðV ðWqðX ðYqðZ ð[qð\ ð]qð^ ð_qð` ðaqðb ðcqðd ðeqðf ðgqðh ðiqðj ðkqðl ðmqðn ðoqðp ðqqðr ðsqðt ðuqðv ðwqðx ðyqðz ð{qð| ð}qð~ ðqð@ ðAqðB ðCqðD ðEqðF ðGqðH ðIqðJ ðKqðL ðMqðN ðOqðP ðQqðR ðSqðT ðUqðV ðWqðX ðYqðZ ð[qð\ ð]qð^ ð_qð` ðaqðb ðcqðd ðeqðf ðgqðh ðiqðj ðkqðl ðmqðn ðoqðp ðqqðr ðsqðt ðuqðv ðwqðx ðyqðz ð{qð| ð}qð~ ðqð@ ðAqðB ðCqðD ðEqðF ðGqðH ðIqðJ ðKqðL ðMqðN ðOqðP ðQqðR ðSqðT ðUqðV ðWqðX ðYqðZ ð[qð\ ð]qð^ ð_qð` ðaq€HðhRØðRàðRð ðRð ð	Rð
 ðRð ðRð ðRð ðRð ðRð ðRð ðRð ðRð ðRð ðRð ðRð  ð!Rð" ð#Rð$ ð%Rð& ð'Rð( ð)Rð* ð+Rð, ð-Rð. $ð/Rð0 ð1Rð2 ð3Rð4  ð5Rð6 ð7Rð8 ð9Rð: ð;Rð< ð=Rð> ð?Rð@ ðARðB ðCRðD ðERðF ðGRðH ðIRðJ ðKRðL ðMRðN ðORðP ðQRðR ðSRðT ðURðV ðWRðX ðYRðZ ð[Rð\ ð]Rð^ ð_Rð` ðaRðb ðcRðd ðeRðf ðgRðh ðiRðj ðkRðl ðmRðn ðoRðp ðqRðr ðsRðt ðuRðv ðwRðx ðyRðz ð{Rð| ð}Rð~ ðRð@ ðARðB ðCRðD ðERðF ðGRðH ðIRðJ ðKRðL ðMRðN #ðORðP #ðQRðR &ðSRðT &ðURðV "ðWRðX "ðYRðZ %ð[Rð\ %ð]Rð^ ð_Rð` ðaRðb "ðcRðd "ðeRðf  ðgRðh  ðiRðj #ðkRðl #ðmRðn !ðoRðp !ðqRðr $ðsRðt $ðuRðv "ðwRðx "ðyRðz %ð{Rð| %ð}Rð~ ðRñ@ ðARñB "ðCRñD "ðERñF %ðGRñH %ðIRñJ (ðKRñL (ðMRñN  ðORñP  ðQRñR ðSRñT ðURñV "ðWRñX "ðYRñZ ð[Rñ\ ð]Rñ^ "ð_Rñ` "ðaRñb ðcRñd ðeRñf !ðgRñh !ðiRñj ðkRñl ðmRñn !ðoRñp !ðqRñr #ðsRñt #ðuRñv &ðwRñx &ðyRñz !ð{Rñ| !ð}Rñ~ $ðRñ@ $ðARñB !ðCRñD !ðERñF $ðGRñH $ðIRñJ !ðKRñL !ðMRñN $ðORñP $ðQRñR  ðSRñT  ðURñV #ðWRñX #ðYRñZ "ð[Rñ\ "ð]Rñ^ %ð_Rñ` %ðaRñb "ðcRñd "ðeRñf !ðgRñh !ðiRñj #ðkRñl #ðmRñn *ðoRñp *ðqRñr  ðsRñt  ðuRñv !ðwRñx )ðyRñz +ð{Rñ| #ð}Rñ~ #ðRñ@ "ðARñB &ðCRñD %ðERñF ðGRñH  ðIRñJ $ðKRñL $ðMRñN 'ðORñP ðQRñR "ðSRñT ðURñV "ðWRñX ðYRñZ !ð[Rñ\ ð]Rñ^ "ð_Rñ` ðaRñb !ðcRñd ðeRñf  ðgRñh ðiRñj !ðkRñl !ðmRñn  ðoRñp #ðqRñr !ðsRñt ,ðuRñv )ðwRñx $ðyRñz "ð{Rñ| -ð}Rñ~ %ðRñ@ %ðARñB (ðCRñD &ðERñF )ðGRñH ðIRñJ "ðKRñL %ðMRñN  ðORñP #ðQRñR  ðSRñT #ðURñV !ðWRñX $ðYRñZ "ð[Rñ\ %ð]Rñ^ 'ð_Rñ` ,ðaRñb "ðcRñd ðeRñf "ðgRñh #ðiRñj !ðkRñl $ðmRñn %ðoRñp (ðqRñr ðsRñt !ðuRñv  ðwRñx #ðyRñz ð{Rñ|  ð}Rñ~ #ðRñ@ ðARñB ðCRñD $ðERñF $ðGRñH #ðIRñJ #ðKRñL )ðMRñN )ðORñP "ðQRñR "ðSRñT 'ðURñV 'ðWRñX  ðYRñZ  ð[Rñ\  ð]Rñ^  ð_Rñ`  ðaRñb  ðcRñd  ðeRñf  ðgRñh  ðiRñj &ðkRñl &ðmRñn &ðoRñp  ðqRñr  ðsRñt  ðuRñv &ðwRñx &ðyRñz &ð{Rñ|  ð}Rñ~  ðRñ@  ðARñB  ðCRñD  ðERñF  ðGRñH  ðIRñJ  ðKRñL &ðMRñN &ðORñP &ðQRñR &ðSRñT &ðURñV &ðWRñX &ðYRñZ &ð[Rñ\ !ð]Rñ^ !ð_Rñ` 'ðaRñb !ðcRñd 'ðeRñf !ðgRñh #ðiRñj $ðkRñl $ðmRñn %ðoRñp ðqRñr $ðsRñt ðuRñv ðwRñx ðyRñz ð{Rñ| ð}Rñ~ ðRñ@	 ðA	RñB	 ðC	RñD	  ðE	RñF	 #ðG	RñH	 #ðI	RñJ	 #ðK	RñL	 #ðM	RñN	 ðO	RñP	 ðQ	RñR	  ðS	RñT	 ðU	RñV	 ðW	RñX	 ðY	RñZ	 ð[	Rñ\	 ð]	Rñ^	 ð_	Rñ`	 ða	Rñb	 ðc	Rñd	 ðe	Rñf	 ðg	Rñh	 ði	Rñj	 ðk	Rñl	  ðm	Rñn	  ðo	Rñp	  ðq	Rñr	 &ðs	Rñt	 &ðu	Rñv	 &ðw	Rñx	  ðy	Rñz	 &ð{	Rñ|	 ð}	Rñ~	 ð	Rñ@
 ðA
RñB
 ðC
RñD
 ðE
RñF
 ðG
RñH
 $ðI
RñJ
 #ðK
RñL
 #ðM
RñN
 #ðO
RñP
 %ðQ
RñR
 'ðS
RñT
 &ðU
RñV
 'ðW
RñX
 &ðY
RñZ
 ð[
Rñ\
 ð]
Rñ^
 !ð_
Rñ`
  ða
Rñb
 #ðc
Rñd
 ðe
Rñf
 "ðg
Rñh
 ði
Rñj
 $ðk
Rñl
  ðm
Rñn
 ðo
Rñp
 ðq
Rñr
 ðs
Rñt
 ðu
Rñv
 !ðw
Rñx
 !ðy
Rñz
  ð{
Rñ|
 ð}
Rñ~
 ð
Rñ@ ðARñB "ðCRñD "ðERñF "ðGRñH "ðIRñJ !ðKRñL $ðMRñN !ðORñP "ðQRñR ðSRñT !ðURñV !ðWRñX !ðYRñZ !ð[Rñ\ !ð]Rñ^ !ð_Rñ` "ðaRñb "ðcRñd "ðeRñf "ðgRñh "ðiRñj "ðkRñl "ðmRñn "ðoRñp #ðqRñr &ðsRñt )ðuRñv $ðwRñx %ðyRñz !ð{Rñ| !ð}Rñ~ &ðRñ@ &ðARñB $ðCRñD $ðERñF #ðGRñH ðIRñJ ðKRñL !ðMRñN #ðORñP ðQRñR ðSRñT ðURñV ðWRñX ðYRñZ ð[Rñ\ ð]Rñ^ $ð_Rñ` $ðaRñb "ðcRñd "ðeRñf "ðgRñh "ðiRñj ðkRñl ðmRñn ðoRñp ðqRñr ðsRñt ðuRñv )ðwRñx (ðyRñz ð{Rñ| ð}Rñ~ ðRñ@ !ðARñB ðCRñD ðERñF ðGRñH ðIRñJ ðKRñL ðMRñN ðORñP ðQRñR ðSRñT ðURñV ðWRñX ðYRñZ ð[Rñ\ ð]Rñ^ ð_Rñ` ðaRñb ðcRñd ðeRñf ðgRñh ðiRñj ðkRñl ðmRñn ðoRñp ðqRñr ðsRñt ðuRñv ðwRñx ðyRñz ð{Rð| ð}Rñ~ ðRñ@ ðARðB ðCRñD ðERñF ðGRñH ðIRñJ ðKRñL ðMRñN ðORñP  ðQRñR ðSRñT ðURñV ðWRñX ðYRñZ ð[Rñ\ ð]Rñ^ ð_Rñ` ðaRñb ðcRñd ðeRñf ðgRñh ðiRñj ðkRñl ðmRñn ðoRñp ðqRñr ðsRñt ðuRñv ðwRñx ðyRñz ð{Rñ| ð}Rñ~ !ðRñ@ ðARñB ðCRñD ðERñF ðGRñH ðIRñJ ðKRñL ðMRñN ðORñP ðQRñR ðSRñT ðURñV ðWRñX ðYRñZ ð[Rñ\ ð]Rñ^ ð_Rñ` ðaRñb ðcRñd ðeRñf ðgRñh ðiRñj ðkRñl ðmRñn ðoRñp ðqRñr ðsRñt ðuRñv ðwRñx ðyRñz ð{Rñ| ð}Rñ~ ðRñ@ "ðARñB ðCRñD ðERñF ðGRñH ðIRñJ ðKRñL ðMRñN !ðORñP %ðQRñR ðSRñT ðURñV ðWRñX ðYRñZ ð[Rñ\ ð]Rñ^ ð_Rñ` ðaRñb ðcR€IðjPÙðPáðPñ ðPñ ð	Pñ
 ðPñ ðPñ ðPñ ðPñ ðPñ ðPñ ðPñ ðPñ ðPñ ðPñ ðPñ  ð!Pñ" ð#Pñ$ ð%Pñ& ð'Pñ( ð)Pñ* ð+Pñ, ð-Pñ. ð/Pñ0 ð1Pñ2 ð3Pñ4 ð5Pñ6 ð7Pñ8 ð9Pñ: ð;Pñ< ð=Pñ> ð?Pñ@ ðAPñB ðCPñD ðEPñF ðGPñH ðIPñJ ðKPñL ðMPñN ðOPñP ðQPñR ðSPñT ðUPñV ðWPñX ðYPñZ ð[Pñ\ ð]Pñ^ ð_Pñ` ðaPñb ðcPñd ðePñf ðgPñh #ðiPðj ðkPñl ðmPñn ðoPñp ðqPñr ðsPñt ðuPñv ðwPñx ðyPñz ð{Pñ| ð}Pñ~ ðPñ@ ðAPñB ðCPñD ðEPñF ðGPñH ðIPñJ ðKPñL ðMPñN ðOPñP ðQPñR ðSPñT ðUPñV ðWPñX ðYPñZ ð[Pñ\ ð]Pñ^ #ð_Pñ`  ðaPñb ðcPñd ðePñf ðgPñh ðiPñj ðkPñl ðmPñn ðoPñp ðqPñr ðsPñt ðuPñv ðwPñx ðyPñz ð{Pñ| ð}Pñ~ ðPñ@ ðAPñB ðCPñD ðEPñF ðGPñH ðIPñJ ðKPñL ðMPñN ðOPñP ðQPñR ðSPðT ðUPñV ðWPñX ðYPñZ ð[Pñ\ ð]Pñ^ ð_Pñ` ðaPñb ðcPñd ðePñf ðgPñh ðiPñj ðkPñl ðmPñn ðoPñp ðqPñr ðsPñt ðuPñv ðwPñx ðyPñz ð{Pñ| ð}Pñ~ ðPñ@ ðAPñB ðCPñD ðEPñF ðGPñH ðIPñJ ðKPñL ðMPñN ðOPñP ðQPñR ðSPñT ðUPñV ðWPñX "ðYPñZ ð[Pñ\ ð]Pñ^ ð_P€Jñf �€JóÐ÷**ö *ó    N)
r˜  Úpygments.tokenr   r   r   r   Úpygments.lexers.c_cppr   Ú__all__r   rW  r£  rU  Ú<module>r§     s+   ðñ÷ <Ó ;å *àÐ
€ôk*�8ö k*r£  