--> variables globales embetantes <--
Toutes les variables relatives au lexer/parser -> on ne peut pas parser en 
parallele dans des threads
// gausspol.cc
  bool ingcd=false;
Relatif a l'affichage pendant le pgcd de polynomes, pas grave
// identificateur.cc
  bool local_eval;
Cf. class unary_function_eval, modifs a faire dans l'evaluation pour 
tenir compte du contexte
// vecteur.cc
  int printcell_current_row=0,printcell_current_col=0;
  int spread_Row=0,spread_Col=0;
Relatif a l'evaluation du tableur
---> Liste des var globales exceptes unary_function_ptr et const string <---
// File Eqw.cc
  vector<string> completion_tab;
// File alg_ext.cc
  rootmap symbolic_rootof_list(ptr_fun(islesscomplex));
// File derive.cc
// File desolve.cc
  identificateur laplace_var(" s");
// File eqw.cc
// File ezgcd.cc
// File first.cc
// File gauss.cc
// File gausspol.cc
  bool ingcd=false;
  int inspectdim=12;
// File gen.cc
  bool expand_re_im=true;
  // bool is_inevalf=false;
  //  throw(std::runtime_error("Parse error"));
  int decimal_digits=12;
  gen zero(0);
  gen minus_one(-1);
  gen plus_one(1);
  gen plus_two(2);
  gen plus_three(3);
  gen cst_i(0,1);
  double rad2deg_d(180/M_PI);
  double deg2rad_d(M_PI/180);
  gen rad2deg_g(rad2deg_d);
  gen deg2rad_g(deg2rad_d);
  const vecteur null_vector;
  list<__mpz_struct> zint_list;
// File global.cc
  bool secure_run=true;
  bool center_history=false;
  bool in_texmacs=false;
  bool block_signal=false;
  int history_begin_level=0; 
  int first_error_line=-1;
  string error_token_name;
  int debug_infolevel=0;
  double epsilon=100*numeric_limits<double>::epsilon();
  double epsilon=1e-10;
  int threads=1;
  bool increasing_power=false;
  string cas_suffixe(".cas");
  int TEST_PROBAB_PRIME=25;
  int GCDHEU_MAXTRY=5;
  int GCDHEU_DEGREE=100;
  int MODFACTOR_PRIMES =5;
  int HENSEL_QUADRATIC_POWER=25;
  int KARAMUL_SIZE=17;
  int INT_KARAMUL_SIZE=300;
  int MAX_ALG_EXT_ORDER_SIZE = 5;
  int TRY_FU_UPRIME=5;
  int SOLVER_MAX_ITERATE=25;
  const int BUFFER_SIZE=16384;
  pid_t parent_id=getpid();
  volatile bool signal_plot_parent=false; 
  volatile bool child_busy=false,data_ready=false;
  volatile bool ctrl_c=false;
  char buf[BUFFER_SIZE];
  bool running_file=false;
  string xcasrc("xcas.rc");
  string xcasrc(".xcasrc");
  bool synchronize_history=true;
// File help.cc
  multimap<string,string> html_mtt,html_mall;
  std::vector<std::string> html_vtt,html_vall;
  int language=1;
  const int BUFFER_SIZE=16383;
  string subdir_strings[]={"casflan","casgeo","casrouge","cassim","tutoriel"};
  int subdir_taille=5;
// File identificateur.cc
  bool variables_are_files=false;
  string string_pi("pi");
  identificateur _IDNT_pi(string_pi,(double) M_PI);
  gen cst_pi(_IDNT_pi);
  string string_infinity("infinity");
  identificateur _IDNT_infinity(string_infinity);
  gen unsigned_inf(_IDNT_infinity);
  gen cst_two_pi(symbolic(at_prod,makevecteur(2,cst_pi)));
  gen cst_pi_over_2(_FRAC2_SYMB(cst_pi,2));
  gen plus_inf(symbolic(at_plus,_IDNT_infinity));
  gen minus_inf(symbolic(at_neg,_IDNT_infinity));
  string string_undef("undef");
  identificateur _IDNT_undef(string_undef);
  gen undef(_IDNT_undef);
  identificateur a__IDNT("a");
  gen a__IDNT_e(a__IDNT);
  identificateur b__IDNT("b");
  gen b__IDNT_e(b__IDNT);
  identificateur c__IDNT("c");
  gen c__IDNT_e(c__IDNT);
  identificateur d__IDNT("d");
  gen d__IDNT_e(d__IDNT);
  identificateur e__IDNT("e",(double) M_E);
  gen e__IDNT_e(e__IDNT);
  identificateur e__IDNT_("maple_e");
  gen e__IDNT_e_(e__IDNT_);
  identificateur f__IDNT("f");
  gen f__IDNT_e(f__IDNT);
  identificateur g__IDNT("g");
  gen g__IDNT_e(g__IDNT);
  identificateur h__IDNT("h");
  gen h__IDNT_e(h__IDNT);
  identificateur i__IDNT("i");
  gen i__IDNT_e(i__IDNT);
  identificateur I__IDNT("I");
  gen I__IDNT_e(I__IDNT);
  identificateur j__IDNT("j");
  gen j__IDNT_e(j__IDNT);
  identificateur k__IDNT("k");
  gen k__IDNT_e(k__IDNT);
  identificateur l__IDNT("l");
  gen l__IDNT_e(l__IDNT);
  identificateur m__IDNT("m");
  gen m__IDNT_e(m__IDNT);
  identificateur n__IDNT("n");
  gen n__IDNT_e(n__IDNT);
  identificateur o__IDNT("o");
  gen o__IDNT_e(o__IDNT);
  identificateur p__IDNT("p");
  gen p__IDNT_e(p__IDNT);
  identificateur q__IDNT("q");
  gen q__IDNT_e(q__IDNT);
  identificateur r__IDNT("r");
  gen r__IDNT_e(r__IDNT);
  identificateur s__IDNT("s");
  gen s__IDNT_e(s__IDNT);
  identificateur t__IDNT("t");
  gen t__IDNT_e(t__IDNT);
  identificateur u__IDNT("u");
  gen u__IDNT_e(u__IDNT);
  identificateur v__IDNT("v");
  gen v__IDNT_e(v__IDNT);
  identificateur w__IDNT("w");
  gen w__IDNT_e(w__IDNT);
  identificateur x__IDNT("x");
  gen x__IDNT_e(x__IDNT);
  gen vx_var(x__IDNT_e);
  identificateur y__IDNT("y");
  gen y__IDNT_e(y__IDNT);
  identificateur z__IDNT("z");
  gen z__IDNT_e(z__IDNT);
  identificateur CST__IDNT("CST");
  gen CST__IDNT_e(CST__IDNT);
  identificateur PICT__IDNT("PICT");
  gen PICT__IDNT_e(PICT__IDNT);
  gen tab_one_char__IDNT[]={a__IDNT_e,b__IDNT_e,c__IDNT_e,d__IDNT_e,e__IDNT_e,f__IDNT_e,g__IDNT_e,h__IDNT_e,i__IDNT_e,I__IDNT_e,j__IDNT_e,k__IDNT_e,l__IDNT_e,m__IDNT_e,n__IDNT_e,o__IDNT_e,p__IDNT_e,q__IDNT_e,r__IDNT_e,s__IDNT_e,t__IDNT_e,u__IDNT_e,v__IDNT_e,w__IDNT_e,x__IDNT_e,y__IDNT_e,z__IDNT_e,CST__IDNT_e,PICT__IDNT_e,zero};
  vecteur list_one_letter__IDNT(tab2vecteur(tab_one_char__IDNT));
  string string_break("break");
  identificateur _IDNT_break(string_break);
  string string_continue("continue");
  identificateur _IDNT_continue(string_continue);
  bool local_eval=true;
// File ifactor.cc
// File index.cc
// File intg.cc
  bool do_lnabs=true;
  extern unary_function_ptr primitive_tab_op[];
  extern unary_function_ptr inverse_tab_op[];
  gen_op primitive_tab_primitive[]={giac::int_sin,giac::int_cos,giac::int_tan,giac::exp,giac::cosh,giac::sinh,giac::int_tanh,giac::int_asin,giac::int_acos,giac::int_atan,giac::xln_x};
// File isom.cc
// File lin.cc
// File maple.cc
  extern unary_function_ptr at_count;
// File mathml.cc
  using namespace giac;
  double horiz_mathml=12.;
  double vert_mathml=12.;
  string mathml_preamble("<?xml version=\"1.0\" encoding=\"iso-8859-1\"?>\n<!DOCTYPE html PUBLIC \"-//W3C//DTD XHTML 1.1 plus MathML 2.0//EN\"\n\"http://www.w3.org/TR/MathML2/dtd/xhtml-math11-f.dtd\" [\n<!ENTITY mathml \"http://www.w3.org/1998/Math/MathML\">\n]>\n<html xmlns=\"http://www.w3.org/1999/xhtml\">\n<body>\n");
  string mathml_end("\n</body>\n</html>");
  string math_begin("<math mode=\"display\" xmlns=\"http://www.w3.org/1998/Math/MathML\">\n");
  string math_end("</math>");
  string provisoire_mbox_begin("<mi>");
  string provisoire_mbox_end("</mi>");
  //   return "\\overline{"+gen2tex(g)+"}";
// File misc.cc
// File modfactor.cc
// File modpoly.cc
  int debuglevel=0;
  clock_t debut_time,fin_time;
// File moyal.cc
// File pari.cc
  long pari_maxprime=100000;
// File permu.cc
// File plot.cc
  int LEGENDE_SIZE=36;
  int COORD_SIZE=26;
  int PARAM_STEP=18;
  int LEGENDE_SIZE=44;
  int COORD_SIZE=30;
  int PARAM_STEP=20;
  vecteur plot_instructions,graph_instructions;
  int plot_instructionsh=300,plot_instructionsw=300;
  bool shift_on=false;
  bool run_modif=false;
  bool win9x=false;
  int run_modif_pos;
  pid_t gnuplot_pid=0;
  string gnuplot_name(giac_gnuplot_location);
  int gnuplot_fileno=0;
  int gnuplot_pipe[2];
  string gnuplot_filename("graph3d");
  int _GROUP__VECT_subtype[]={_GROUP__VECT,_LINE__VECT,_VECTOR__VECT,0};
  double gnuplot_xmin=-4,gnuplot_xmax=4,gnuplot_ymin=-5,gnuplot_ymax=2,gnuplot_zmin=-10,gnuplot_zmax=10,gnuplot_tmin=-1,gnuplot_tmax=6,gnuplot_tstep=0.07;
  double gnuplot_xmin=-5,gnuplot_xmax=5,gnuplot_ymin=-5,gnuplot_ymax=2,gnuplot_zmin=-10,gnuplot_zmax=10,gnuplot_tmin=-1,gnuplot_tmax=6,gnuplot_tstep=0.07;
  double window_xmin(gnuplot_xmin),window_xmax(gnuplot_xmax),window_ymin(-2),window_ymax(gnuplot_ymax);
  double x_tick(1.0),y_tick(1.0);
  double class_minimum(0.0),class_size(1.0);
  int gnuplot_pixels_per_eval=2;
  bool autoscale=true;
  bool show_axes=true;
  bool has_gnuplot=true;
  bool as_function_of_mode=false;
  bool redraw_mouse_position_only=false;
  bool fastcurveprint=false;
  string PICTautoname("A");
// File prog.cc
  modules_tab giac_modules_tab;
  int indent_spaces=0;
  bool complex_mode=false,angle_radian=true,complex_variables=false,approx_mode=false;
  vecteur args_stack;
  bool debug_mode=false;
  bool debug_allowed=true;
  vector<int> current_instruction_stack;
  int current_instruction;
  vector< vector<int> > sst_at_stack;
  vector<int> sst_at;
  gen debug_info,fast_debug_info;
  bool debug_refresh=false;
  gen sorting_function;
  bool user_screen=false;
  int user_screen_io_x=0,user_screen_io_y=0;
  int user_screen_fontsize=14;
  gen current_folder_name;
// File quater.cc
// File rpn.cc
  vecteur history_in,history_out;
  bool rpn_mode=false;
// File series.cc
  bool inside_limit=false;
  vecteur sincosinf; 
  gen default_ordre=20;
// File solve.cc
  int NEWTON_DEFAULT_ITERATION=20;
  int intvar_counter=0;
  int realvar_counter=0;
  gen (* isolate_fcns[] ) (const gen &,int) = { isolate_exp,isolate_ln,isolate_sin,isolate_cos,isolate_tan,isolate_asin,isolate_acos,isolate_atan};
// File subst.cc
  bool quote_subst=false;
// File sym2poly.cc
// File symbolic.cc
  string last_evaled_function_name;
// File tex.cc
  double horiz_latex=12.;
  double vert_latex=12.;
  string tex_preamble("\\documentclass{article} \n \\usepackage{pstricks} \n \\begin{document} \n");
  string tex_end("\n\\end{document}");
  string mbox_begin("\\mbox{");
  string mbox_end("}");
// File ti89.cc
  vecteur zoom_save;
// File unary.cc
// File usual.cc
  string messages_to_print ;
  bool signal_store=true;
  vector<unary_function_ptr > solve_fcns_v(solve_fcns,solve_fcns+8);
  gen cst_two_pi(symbolic(at_prod,makevecteur(2,cst_pi)));
  gen cst_pi_over_2(_FRAC2_SYMB(cst_pi,2));
  gen plus_inf(symbolic(at_plus,_IDNT_infinity));
  gen minus_inf(symbolic(at_neg,_IDNT_infinity));
  gen plus_one_half(fraction(1,2));
  gen minus_one_half(-symb_inv(2));
  gen plus_sqrt3(sqrt(3));
  gen plus_sqrt2(sqrt(2));
  gen minus_sqrt3_2(-_FRAC2_SYMB(plus_sqrt3,2));
  gen minus_sqrt2_2(-_FRAC2_SYMB(plus_sqrt2,2));
  gen minus_sqrt3_3(-_FRAC2_SYMB(plus_sqrt3,3));
  gen minus_sqrt3(-plus_sqrt3);
  gen minus_sqrt2(-plus_sqrt2);
  gen plus_sqrt3_2(_FRAC2_SYMB(plus_sqrt3,2));
  gen plus_sqrt2_2(_FRAC2_SYMB(plus_sqrt2,2));
  gen plus_sqrt3_3(_FRAC2_SYMB(plus_sqrt3,3));
  gen rad2deg_e(_FRAC2_SYMB(180,cst_pi));
  gen deg2rad_e(_FRAC2_SYMB(cst_pi,180));
  vector<unary_function_ptr> sincostan_v(sincostan_tab,sincostan_tab+3);
  vector<unary_function_ptr> asinacosatan_v(asinacosatan_tab,asinacosatan_tab+3);
  vector<unary_function_ptr> sinhcoshtanh_v(sinhcoshtanh_tab,sinhcoshtanh_tab+3);
  vector <unary_function_ptr> sincostansinhcoshtanh_v(merge(sincostan_v,sinhcoshtanh_v));
  vector<unary_function_ptr> exp_v(1,at_exp);
  vector<unary_function_ptr> tan_v(1,at_tan);
  vector<unary_function_ptr> asin_v(1,at_asin);
  vector<unary_function_ptr> acos_v(1,at_acos);
  vector<unary_function_ptr> atan_v(1,at_atan);
  vector<unary_function_ptr> pow_v(1,at_pow);
  gen_op halftan_tab[]={sin2tan2,cos2tan2,tan2tan2};
  gen_op hyp2exp_tab[]={sinh2exp,cosh2exp,tanh2exp};
  gen_op trig2exp_tab[]={sin2exp,cos2exp,tan2exp};
  gen_op atrig2ln_tab[]={asin2ln,acos2ln,atan2ln};
  vector< gen_op > halftan_v(halftan_tab,halftan_tab+3);
  vector< gen_op > hyp2exp_v(hyp2exp_tab,hyp2exp_tab+3);
  vector< gen_op > trig2exp_v(trig2exp_tab,trig2exp_tab+3);
  vector< gen_op > halftan_hyp2exp_v(merge(halftan_v,hyp2exp_v));
  vector< gen_op > exp2sincos_v(1,exp2sincos);
  vector< gen_op > tan2sincos_v(1,tantosincos);
  vector< gen_op > tan2sincos2_v(1,tantosincos2);
  vector< gen_op > tan2cossin2_v(1,tantocossin2);
  vector< gen_op > asin2acos_v(1,asintoacos);
  vector< gen_op > asin2atan_v(1,asintoatan);
  vector< gen_op > acos2asin_v(1,acostoasin);
  vector< gen_op > acos2atan_v(1,acostoatan);
  vector< gen_op > atan2asin_v(1,atantoasin);
  vector< gen_op > atan2acos_v(1,atantoacos);
  vector< gen_op > atrig2ln_v(atrig2ln_tab,atrig2ln_tab+3);
  vector< gen_op > trigcos_v(1,trigcospow);
  vector< gen_op > trigsin_v(1,trigsinpow);
  vector< gen_op > trigtan_v(1,trigtanpow);
  vector< gen_op > powexpand_v(1,powtopowexpand);
  vector< gen_op > exp2power_v(1,exptopower);
  vector< unary_function_ptr > gamma_v(1,at_gamma);
  vector< gen_op > gamma2factorial_v(1,gammatofactorial);
  vector<unary_function_ptr> inequality_sommets(inequality_tab,inequality_tab+sizeof(inequality_tab)/sizeof(unary_function_ptr));
// File vecteur.cc
  int printcell_current_row=0,printcell_current_col=0;
  int spread_Row=0,spread_Col=0;