// xcas version=0.8.2 fontsize=18 font=0 xcas_mode=0
// fltk 7Fl_Tile 23 -3964 1115 95 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -3964 1115 28 18 0
A:=pade(exp(x),x,10,6) ;
,
// fltk N4xcas10Log_OutputE 23 -3936 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -3935 1115 66 18 0 1
(-x^5-30*x^4-420*x^3-3360*x^2-15120*x-30240)/(x^5-30*x^4+420*x^3-3360*x^2+15120*x-30240)
]
,
// fltk 7Fl_Tile 23 -3867 1115 95 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -3867 1115 28 18 0
F:=A-exp(x) ;
,
// fltk N4xcas10Log_OutputE 23 -3839 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -3838 1115 66 18 0 1
(-x^5-30*x^4-420*x^3-3360*x^2-15120*x-30240)/(x^5-30*x^4+420*x^3-3360*x^2+15120*x-30240)-exp(x)
]
,
// fltk 7Fl_Tile 23 -3770 1115 400 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -3770 1115 28 18 0
plotfunc(F,x=((-2) .. 2)) ;
,
// fltk N4xcas10Log_OutputE 23 -3742 1115 1 18 0

,
// fltk 7Fl_Tile 23 -3741 1115 371 18 0
[
// fltk N4xcas7Graph2dE 23 -3741 1029 371 18 0
-6.1785,6.1785,-1.2391e-07,2.1214e-07,[pnt(pnt[curve(group[pnt[x+(i)*((-x^5-30*x^4-420*x^3-3360*x^2-15120*x-30240)/(x^5-30*x^4+420*x^3-3360*x^2+15120*x-30240)-exp(x)),x,-2.0,2.005,0],group[-2.0-3.02543008979e-08*(i),-1.99-2.88922359093e-08*(i),-1.98-2.75839542041e-08*(i),-1.97-2.6327644953e-08*(i),-1.96-2.51215471481e-08*(i),-1.95-2.39639482424e-08*(i),-1.94-2.2853183429e-08*(i),-1.93-2.17876345576e-08*(i),-1.92-2.07657291917e-08*(i),-1.91-1.97859394702e-08*(i),-1.9-1.88467815243e-08*(i),-1.89-1.79468139794e-08*(i),-1.88-1.7084637538e-08*(i),-1.87-1.62588937591e-08*(i),-1.86-1.54682643361e-08*(i),-1.85-1.47114699867e-08*(i),-1.84-1.39872700367e-08*(i),-1.83-1.32944606712e-08*(i),-1.82-1.2631875046e-08*(i),-1.81-1.19983817604e-08*(i),-1.8-1.13928845247e-08*(i),-1.79-1.08143209943e-08*(i),-1.78-1.02616620479e-08*(i),-1.77-9.73391092729e-09*(i),-1.76-9.23010246012e-09*(i),-1.75-8.74930272676e-09*(i),-1.74-8.29060753382e-09*(i),-1.73-7.85314238638e-09*(i),-1.72-7.4360612945e-09*(i),-1.71-7.0385460238e-09*(i),-1.7-6.65980567915e-09*(i),-1.69-6.29907617733e-09*(i),-1.68-5.95561860939e-09*(i),-1.67-5.62871976806e-09*(i),-1.66-5.31769075995e-09*(i),-1.65-5.02186639495e-09*(i),-1.64-4.7406047976e-09*(i),-1.63-4.47328654674e-09*(i),-1.62-4.21931428685e-09*(i),-1.61-3.97811189545e-09*(i),-1.6-3.749124039e-09*(i),-1.59-3.53181545121e-09*(i),-1.58-3.32567060002e-09*(i),-1.57-3.13019277165e-09*(i),-1.56-2.94490393182e-09*(i),-1.55-2.76934378207e-09*(i),-1.54-2.60306948219e-09*(i),-1.53-2.44565509511e-09*(i),-1.52-2.29669105956e-09*(i),-1.51-2.15578366269e-09*(i),-1.5-2.02255456827e-09*(i),-1.49-1.89664040029e-09*(i),-1.48-1.77769221565e-09*(i),-1.47-1.66537503232e-09*(i),-1.46-1.55936735746e-09*(i),-1.45-1.45936090989e-09*(i),-1.44-1.36506009274e-09*(i),-1.43-1.27618152157e-09*(i),-1.42-1.19245363583e-09*(i),-1.41-1.11361650457e-09*(i),-1.4-1.03942104923e-09*(i),-1.39-9.69629099234e-10*(i),-1.38-9.04012642522e-10*(i),-1.37-8.42353742314e-10*(i),-1.36-7.84444120772e-10*(i),-1.35-7.30084714906e-10*(i),-1.34-6.79085288002e-10*(i),-1.33-6.31264485129e-10*(i),-1.32-5.86449111495e-10*(i),-1.31-5.44473910402e-10*(i),-1.3-5.05181563248e-10*(i),-1.29-4.68422023392e-10*(i),-1.28-4.34052238596e-10*(i),-1.27-4.01936151029e-10*(i),-1.26-3.71944419708e-10*(i),-1.25-3.43953754367e-10*(i),-1.24-3.17847137499e-10*(i),-1.23-2.93513435778e-10*(i),-1.22-2.70846844952e-10*(i),-1.21-2.49747167391e-10*(i),-1.2-2.30119368005e-10*(i),-1.19-2.11873130151e-10*(i),-1.18-1.9492313319e-10*(i),-1.17-1.79188497373e-10*(i),-1.16-1.64592284246e-10*(i),-1.15-1.51062162779e-10*(i),-1.14-1.3852963221e-10*(i),-1.13-1.2693007756e-10*(i),-1.12-1.16202047984e-10*(i),-1.11-1.06288144952e-10*(i),-1.1-9.71336344691e-11*(i),-1.09-8.86873352535e-11*(i),-1.08-8.09009526037e-11*(i),-1.07-7.37289673758e-11*(i),-1.06-6.71285804721e-11*(i),-1.05-6.10594907968e-11*(i),-1.04-5.54840617895e-11*(i),-1.03-5.03666552909e-11*(i),-1.02-4.56741311439e-11*(i),-1.01-4.13751255479e-11*(i),-1-3.74406061709e-11*(i),-0.99-3.3843039482e-11*(i),-0.98-3.05570568848e-11*(i),-0.97-2.75586775622e-11*(i),-0.96-2.48256415425e-11*(i),-0.95-2.23369656105e-11*(i),-0.94-2.00733318856e-11*(i),-0.93-1.80169767994e-11*(i),-0.92-1.61506363838e-11*(i),-0.91-1.44588230278e-11*(i),-0.9-1.29272148541e-11*(i),-0.89-1.15421561198e-11*(i),-0.88-1.02913233491e-11*(i),-0.87-9.16294817799e-12*(i),-0.86-8.14659451009e-12*(i),-0.85-7.23221482701e-12*(i),-0.84-6.41064978879e-12*(i),-0.83-5.67368374504e-12*(i),-0.82-5.0134341123e-12*(i),-0.81-4.42273995205e-12*(i),-0.8-3.89510645959e-12*(i),-0.79-3.42470496406e-12*(i),-0.78-3.00559577227e-12*(i),-0.77-2.63322696981e-12*(i),-0.76-2.30260255307e-12*(i),-0.75-2.00978123033e-12*(i),-0.74-1.75065517638e-12*(i),-0.73-1.52194923331e-12*(i),-0.72-1.32033273204e-12*(i),-0.71-1.14308562615e-12*(i),-0.7-9.8737684695e-13*(i),-0.69-8.51096970678e-13*(i),-0.68-7.31859017833e-13*(i),-0.67,-0.66,-0.65,-0.64,-0.63,-0.62,-0.61,-0.6,-0.59,-0.58,-0.57,-0.56,-0.55,-0.54,-0.53,-0.52,-0.51,-0.5,-0.49,-0.48,-0.47,-0.46,-0.45,-0.44,-0.43,-0.42,-0.41,-0.4,-0.39,-0.38,-0.37,-0.36,-0.35,-0.34,-0.33,-0.32,-0.31,-0.3,-0.29,-0.28,-0.27,-0.26,-0.25,-0.24,-0.23,-0.22,-0.21,-0.2,-0.19,-0.18,-0.17,-0.16,-0.15,-0.14,-0.13,-0.12,-0.11,-0.1,-0.09,-0.08,-0.07,-0.06,-0.05,-0.04,-0.03,-0.02,-0.01,1.64104840827e-15+2.22044604925e-16*(i),0.01,0.02,0.03,0.04,0.05,0.06,0.07,0.08,0.09,0.1,0.11,0.12,0.13,0.14,0.15,0.16,0.17,0.18,0.19,0.2,0.21,0.22,0.23,0.24,0.25,0.26,0.27,0.28,0.29,0.3,0.31,0.32,0.33,0.34,0.35,0.36,0.37,0.38,0.39,0.4,0.41,0.42,0.43,0.44,0.45,0.46,0.47,0.48,0.49,0.5,0.51,0.52,0.53,0.54,0.55,0.56,0.57,0.58,0.59,0.6+6.62581101096e-13*(i),0.61+8.02913291409e-13*(i),0.62+9.70556968127e-13*(i),0.63+1.16884280033e-12*(i),0.64+1.40443212615e-12*(i),0.65+1.68309810533e-12*(i),0.66+2.01150207602e-12*(i),0.67+2.39763764398e-12*(i),0.68+2.85171886105e-12*(i),0.69+3.38262751143e-12*(i),0.7+4.00435240522e-12*(i),0.71+4.72910599569e-12*(i),0.72+5.57331958362e-12*(i),0.73+6.55342446976e-12*(i),0.74+7.690292846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,
// fltk 8Fl_Group 1052 -3741 86 371 18 0
[
// fltk N4xcas14Mouse_PositionE 1052 -3741 86 36 18 0
[]
,
// fltk 8Fl_Group 1052 -3705 86 105 18 0
[
// fltk 9Fl_Button 1052 -3705 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3705 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3705 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -3684 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3684 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3684 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -3663 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3663 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3663 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -3642 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3642 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3642 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3621 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3621 28 21 18 0
[]
,
// fltk 11Fl_Menu_Bar 1052 -3621 28 21 18 0
[]
]
,
// fltk 8Fl_Group 1052 -3600 86 230 18 0
[
]
]
]
]
,
// fltk 7Fl_Tile 23 -3368 1115 138 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -3368 1115 28 18 0
([n,d]:=fxnd(normal(diff(A)))),factor(d) ;
,
// fltk N4xcas10Log_OutputE 23 -3340 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -3339 1115 109 18 0 1
[60*x^8-5040*x^6+403200*x^4-25401600*x^2+914457600,x^10-60*x^9+1740*x^8-31920*x^7+408240*x^6-3790080*x^5+25804800*x^4-127008000*x^3+431827200*x^2-914457600*x+914457600],(x^5-30*x^4+420*x^3-3360*x^2+15120*x-30240)^2
]
,
// fltk 7Fl_Tile 23 -3228 1115 400 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -3228 1115 28 18 0
plot(n/d-exp(x),x=((-1) .. 1)) ;
,
// fltk N4xcas10Log_OutputE 23 -3200 1115 1 18 0

,
// fltk 7Fl_Tile 23 -3199 1115 371 18 0
[
// fltk N4xcas7Graph2dE 23 -3199 1029 371 18 0
-1.0993,1.0993,-4.284e-11,3.866e-10,[pnt(pnt[curve(group[pnt[x+(i)*((60*x^8-5040*x^6+403200*x^4-25401600*x^2+914457600)/(x^10-60*x^9+1740*x^8-31920*x^7+408240*x^6-3790080*x^5+25804800*x^4-127008000*x^3+431827200*x^2-914457600*x+914457600)-exp(x)),x,-1.0,1.0025,0],group[-1.0+3.761607692e-10*(i),-0.995+3.59641760816e-10*(i),-0.99+3.43761796806e-10*(i),-0.985+3.2849972742e-10*(i),-0.98+3.13834569443e-10*(i),-0.975+2.99746505394e-10*(i),-0.97+2.86215939838e-10*(i),-0.965+2.73223887959e-10*(i),-0.96+2.60751753522e-10*(i),-0.955+2.48781883982e-10*(i),-0.95+2.37296626793e-10*(i),-0.945+2.26279106563e-10*(i),-0.94+2.15713114038e-10*(i),-0.935+2.0558243996e-10*(i),-0.93+1.95871874276e-10*(i),-0.925+1.8656631795e-10*(i),-0.92+1.77651060529e-10*(i),-0.915+1.69112113202e-10*(i),-0.91+1.60935653692e-10*(i),-0.905+1.53108525858e-10*(i),-0.9+1.45617684577e-10*(i),-0.895+1.38450861886e-10*(i),-0.89+1.31595900843e-10*(i),-0.885+1.25040922061e-10*(i),-0.88+1.18774656777e-10*(i),-0.875+1.12786224804e-10*(i),-0.87+1.07064801469e-10*(i),-0.865+1.01600339253e-10*(i),-0.86+9.63824575706e-11*(i),-0.855+9.14018305487e-11*(i),-0.85+8.66491323137e-11*(i),-0.845+8.21150925034e-11*(i),-0.84+7.7791328934e-11*(i),-0.835+7.36691263548e-11*(i),-0.83+6.97403801375e-11*(i),-0.825+6.599726321e-11*(i),-0.82+6.24322260556e-11*(i),-0.815+5.90379412024e-11*(i),-0.81+5.58072477119e-11*(i),-0.805+5.27332622013e-11*(i),-0.8+4.98095453771e-11*(i),-0.795+4.70294359012e-11*(i),-0.79+4.43871051026e-11*(i),-0.785+4.18764467547e-11*(i),-0.78+3.94918542312e-11*(i),-0.775+3.72278319283e-11*(i),-0.77+3.50789952641e-11*(i),-0.765+3.3040292724e-11*(i),-0.76+3.11067838155e-11*(i),-0.755+2.92738056018e-11*(i),-0.75+2.75368061686e-11*(i),-0.745+2.5891400135e-11*(i),-0.74+2.43333131422e-11*(i),-0.735+2.28586594098e-11*(i),-0.73+2.14634421347e-11*(i),-0.725+2.01439975811e-11*(i),-0.72+1.88966065018e-11*(i),-0.715+1.771804925e-11*(i),-0.71+1.66048841344e-11*(i),-0.705+1.55538359969e-11*(i),-0.7+1.45620182579e-11*(i),-0.695+1.36265443373e-11*(i),-0.69+1.27445831666e-11*(i),-0.685+1.19135812326e-11*(i),-0.68+1.11306519557e-11*(i),-0.675+1.03937969342e-11*(i),-0.67+9.70012958845e-12*(i),-0.665+9.04787356149e-12*(i),-0.66+8.43469738498e-12*(i),-0.655+7.85871367981e-12*(i),-0.65+7.31770199991e-12*(i),-0.645+6.80977496614e-12*(i),-0.64+6.33348928858e-12*(i),-0.635+5.88673554347e-12*(i),-0.63+5.46829248549e-12*(i),-0.625+5.0763837578e-12*(i),-0.62+4.70945504816e-12*(i),-0.615+4.36628511125e-12*(i),-0.61+4.04543065713e-12*(i),-0.605+3.74567044048e-12*(i),-0.6+3.46567219367e-12*(i),-0.595+3.20443671598e-12*(i),-0.59+2.96096480668e-12*(i),-0.585+2.73370215353e-12*(i),-0.58+2.52231568965e-12*(i),-0.575+2.32547314738e-12*(i),-0.57+2.14239737062e-12*(i),-0.565+1.97208915864e-12*(i),-0.56+1.81399339994e-12*(i),-0.555+1.66711089378e-12*(i),-0.55+1.53110857326e-12*(i),-0.545+1.40487621536e-12*(i),-0.54+1.28808075317e-12*(i),-0.535+1.17994503057e-12*(i),-0.53+1.08002495836e-12*(i),-0.525+9.87543380404e-13*(i),-0.52+9.0216722981e-13*(i),-0.515+8.23452417364e-13*(i),-0.51+7.50954853856e-13*(i),-0.505+6.84230450076e-13*(i),-0.5+6.22724094512e-13*(i),-0.495+5.66102720256e-13*(i),-0.49+5.14144282704e-13*(i),-0.485,-0.48,-0.475,-0.47,-0.465,-0.46,-0.455,-0.45,-0.445,-0.44,-0.435,-0.43,-0.425,-0.42,-0.415,-0.41,-0.405,-0.4,-0.395,-0.39,-0.385,-0.38,-0.375,-0.37,-0.365,-0.36,-0.355,-0.35,-0.345,-0.34,-0.335,-0.33,-0.325,-0.32,-0.315,-0.31,-0.305,-0.3,-0.295,-0.29,-0.285,-0.28,-0.275,-0.27,-0.265,-0.26,-0.255,-0.25,-0.245,-0.24,-0.235,-0.23,-0.225,-0.22,-0.215,-0.21,-0.205,-0.2,-0.195,-0.19,-0.185,-0.18,-0.175,-0.17,-0.165,-0.16,-0.155,-0.15,-0.145,-0.14,-0.135,-0.13,-0.125,-0.12,-0.115,-0.11,-0.105,-0.1,-0.095,-0.09,-0.085,-0.08,-0.075,-0.07,-0.065,-0.06,-0.055,-0.05,-0.045,-0.04,-0.035,-0.03,-0.025,-0.02,-0.015,-0.01,-0.005,8.20524204137e-16,0.005,0.01,0.015,0.02,0.025,0.03,0.035,0.04,0.045,0.05,0.055,0.06,0.065,0.07,0.075,0.08,0.085,0.09,0.095,0.1,0.105,0.11,0.115,0.12,0.125,0.13,0.135,0.14,0.145,0.15,0.155,0.16,0.165,0.17,0.175,0.18,0.185,0.19,0.195,0.2,0.205,0.21,0.215,0.22,0.225,0.23,0.235,0.24,0.245,0.25,0.255,0.26,0.265,0.27,0.275,0.28,0.285,0.29,0.295,0.3,0.305,0.31,0.315,0.32,0.325,0.33,0.335,0.34,0.345,0.35,0.355,0.36,0.365,0.37,0.375,0.38,0.385,0.39,0.395,0.4,0.405,0.41,0.415,0.42,0.425,0.43,0.435,0.44+4.82724971107e-13*(i),0.445+5.43565192856e-13*(i),0.45+6.11288797359e-13*(i),0.455+6.86339873823e-13*(i),0.46+7.69828645275e-13*(i),0.465+8.62865334739e-13*(i),0.47+9.65449942214e-13*(i),0.475+1.07935882454e-12*(i),0.48+1.20525811553e-12*(i),0.485+1.34425803822e-12*(i),0.49+1.49769086022e-12*(i),0.495+1.66688884917e-12*(i),0.5+1.85340631731e-12*(i),0.505+2.05901962147e-12*(i),0.51+2.28483898468e-12*(i),0.515+2.53308485298e-12*(i),0.52+2.80508949402e-12*(i),0.525+3.10418357685e-12*(i),0.53+3.43214345833e-12*(i),0.535+3.79141162909e-12*(i),0.54+4.18420853521e-12*(i),0.545+4.61408689034e-12*(i),0.55+5.08326714055e-12*(i),0.555+5.59574608872e-12*(i),0.56+6.15463235931e-12*(i),0.565+6.7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,
// fltk 8Fl_Group 1052 -3199 86 371 18 0
[
// fltk N4xcas14Mouse_PositionE 1052 -3199 86 36 18 0
[]
,
// fltk 8Fl_Group 1052 -3163 86 105 18 0
[
// fltk 9Fl_Button 1052 -3163 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3163 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3163 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -3142 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3142 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3142 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -3121 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3121 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3121 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -3100 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3100 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3100 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -3079 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -3079 28 21 18 0
[]
,
// fltk 11Fl_Menu_Bar 1052 -3079 28 21 18 0
[]
]
,
// fltk 8Fl_Group 1052 -3058 86 230 18 0
[
]
]
]
]
,
// fltk 7Fl_Tile 23 -2826 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -2826 1115 28 18 0
signe de n-d*exp(x) = signe de F' ou F=pade(exp(x))-exp(x) 
,
// fltk N4xcas10Log_OutputE 23 -2798 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -2795 1115 80 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -2795 1115 28 18 0
f:=n-d*exp(x) ;
,
// fltk N4xcas10Log_OutputE 23 -2767 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -2766 1115 51 18 0 1
60*x^8-5040*x^6+403200*x^4-25401600*x^2+914457600-(x^10-60*x^9+1740*x^8-31920*x^7+408240*x^6-3790080*x^5+25804800*x^4-127008000*x^3+431827200*x^2-914457600*x+914457600)*exp(x)
]
,
// fltk 7Fl_Tile 23 -2713 1115 400 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -2713 1115 28 18 0
plot(f,x=((-1) .. 1)) ;
,
// fltk N4xcas10Log_OutputE 23 -2685 1115 1 18 0

,
// fltk 7Fl_Tile 23 -2684 1115 371 18 0
[
// fltk N4xcas7Graph2dE 23 -2684 1029 371 18 0
-1.1,1.1,-0.044566,0.40109,[pnt(pnt[curve(group[pnt[x+(i)*(60*x^8-5040*x^6+403200*x^4-25401600*x^2+914457600-(x^10-60*x^9+1740*x^8-31920*x^7+408240*x^6-3790080*x^5+25804800*x^4-127008000*x^3+431827200*x^2-914457600*x+914457600)*exp(x)),x,-1.0,1.0025,0],group[-1.0+0.90947663784*(i),-0.995+0.865439176559*(i),-0.99+0.82332611084*(i),-0.985+0.783062577248*(i),-0.98+0.744575738907*(i),-0.975+0.707796216011*(i),-0.97+0.672656536102*(i),-0.965+0.63909137249*(i),-0.96+0.607037782669*(i),-0.955+0.576435685158*(i),-0.95+0.547226071358*(i),-0.945+0.519352316856*(i),-0.94+0.492760539055*(i),-0.935+0.467397928238*(i),-0.93+0.443213939667*(i),-0.925+0.420159935951*(i),-0.92+0.398188352585*(i),-0.915+0.377254486084*(i),-0.91+0.357314109802*(i),-0.905+0.338325619698*(i),-0.9+0.320248246193*(i),-0.895+0.303043365479*(i),-0.89+0.286673307419*(i),-0.885+0.271101713181*(i),-0.88+0.256294131279*(i),-0.875+0.242217183113*(i),-0.87+0.228838562965*(i),-0.865+0.216127634048*(i),-0.86+0.204054117203*(i),-0.855+0.192590117455*(i),-0.85+0.181708097458*(i),-0.845+0.171381592751*(i),-0.84+0.161585330963*(i),-0.835+0.152294874191*(i),-0.83+0.143487095833*(i),-0.825+0.135139703751*(i),-0.82+0.127231121063*(i),-0.815+0.119740962982*(i),-0.81+0.112649202347*(i),-0.805+0.105937004089*(i),-0.8+0.0995864868164*(i),-0.795+0.0935798883438*(i),-0.79+0.0879008769989*(i),-0.785+0.0825333595276*(i),-0.78+0.0774621963501*(i),-0.775+0.0726728439331*(i),-0.77+0.0681512355804*(i),-0.765+0.0638837814331*(i),-0.76+0.0598579645157*(i),-0.755+0.0560617446899*(i),-0.75+0.0524832010269*(i),-0.745+0.0491112470627*(i),-0.74+0.0459351539612*(i),-0.735+0.0429447889328*(i),-0.73+0.0401307344437*(i),-0.725+0.0374833345413*(i),-0.72+0.0349938869476*(i),-0.715+0.0326541662216*(i),-0.71+0.0304559469223*(i),-0.705+0.0283915996552*(i),-0.7+0.0264537334442*(i),-0.695+0.02463555336*(i),-0.69+0.0229306221008*(i),-0.685+0.0213325023651*(i),-0.68+0.0198349952698*(i),-0.675+0.0184328556061*(i),-0.67+0.0171201229095*(i),-0.665+0.0158922672272*(i),-0.66+0.0147440433502*(i),-0.655+0.0136711597443*(i),-0.65+0.0126687288284*(i),-0.645+0.0117328166962*(i),-0.64+0.0108596086502*(i),-0.635+0.010045170784*(i),-0.63+0.00928616523743*(i),-0.625+0.0085791349411*(i),-0.62+0.00792074203491*(i),-0.615+0.00730812549591*(i),-0.61+0.00673854351044*(i),-0.605+0.00620901584625*(i),-0.6+0.00571727752686*(i),-0.595+0.00526094436646*(i),-0.59+0.00483751296997*(i),-0.585+0.00444483757019*(i),-0.58+0.00408124923706*(i),-0.575+0.00374448299408*(i),-0.57+0.00343310832977*(i),-0.565+0.00314497947693*(i),-0.56+0.00287890434265*(i),-0.555+0.0026330947876*(i),-0.55+0.00240647792816*(i),-0.545+0.00219738483429*(i),-0.54+0.00200498104095*(i),-0.535+0.0018275976181*(i),-0.53+0.00166487693787*(i),-0.525+0.00151491165161*(i),-0.52+0.00137734413147*(i),-0.515+0.00125098228455*(i),-0.51+0.00113523006439*(i),-0.505+0.00102937221527*(i),-0.5+0.000932335853577*(i),-0.495+0.000843524932861*(i),-0.49+0.000762462615967*(i),-0.485+0.000688552856445*(i),-0.48+0.00062096118927*(i),-0.475+0.000559568405151*(i),-0.47+0.000503420829773*(i),-0.465+0.000452637672424*(i),-0.46+0.000406503677368*(i),-0.455+0.000364661216736*(i),-0.45+0.000326633453369*(i),-0.445+0.000292181968689*(i),-0.44+0.000261187553406*(i),-0.435+0.000233054161072*(i),-0.43+0.000207662582397*(i),-0.425+0.000184893608093*(i),-0.42+0.000164389610291*(i),-0.415+0.00014591217041*(i),-0.41+0.000129222869873*(i),-0.405+0.000114440917969*(i),-0.4+0.000101089477539*(i),-0.395+8.9168548584e-05*(i),-0.39+7.83205032349e-05*(i),-0.385+6.90221786499e-05*(i),-0.38+6.05583190918e-05*(i),-0.375+5.31673431396e-05*(i),-0.37+4.64916229248e-05*(i),-0.365+4.05311584473e-05*(i),-0.36+3.54051589966e-05*(i),-0.355+3.07559967041e-05*(i),-0.35+2.67028808594e-05*(i),-0.345+2.31266021729e-05*(i),-0.34+2.00271606445e-05*(i),-0.335+1.71661376953e-05*(i),-0.33+1.47819519043e-05*(i),-0.325+1.27553939819e-05*(i),-0.32+1.08480453491e-05*(i),-0.315+9.17911529541e-06*(i),-0.31+7.9870223999e-06*(i),-0.305+6.79492950439e-06*(i),-0.3+5.72204589844e-06*(i),-0.295+4.76837158203e-06*(i),-0.29+4.05311584473e-06*(i),-0.285+3.33786010742e-06*(i),-0.28+2.86102294922e-06*(i),-0.275+2.50339508057e-06*(i),-0.27+2.02655792236e-06*(i),-0.265+1.66893005371e-06*(i),-0.26+1.31130218506e-06*(i),-0.255+1.19209289551e-06*(i),-0.25+8.34465026855e-07*(i),-0.245+9.53674316406e-07*(i),-0.24+7.15255737305e-07*(i),-0.235+4.76837158203e-07*(i),-0.23+2.38418579102e-07*(i),-0.225+2.38418579102e-07*(i),-0.22+1.19209289551e-07*(i),-0.215+2.38418579102e-07*(i),-0.21+2.38418579102e-07*(i),-0.205+2.38418579102e-07*(i),-0.2,-0.195,-0.19,-0.185,-0.18-1.19209289551e-07*(i),-0.175-1.19209289551e-07*(i),-0.17,-0.165,-0.16-1.19209289551e-07*(i),-0.155,-0.15+1.19209289551e-07*(i),-0.145,-0.14,-0.135+1.19209289551e-07*(i),-0.13+1.19209289551e-07*(i),-0.125,-0.12,-0.115,-0.11,-0.105+1.19209289551e-07*(i),-0.1,-0.095,-0.09,-0.085,-0.08,-0.075,-0.07-1.19209289551e-07*(i),-0.065,-0.06,-0.055+1.19209289551e-07*(i),-0.05,-0.045,-0.04,-0.035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,
// fltk 8Fl_Group 1052 -2684 86 371 18 0
[
// fltk N4xcas14Mouse_PositionE 1052 -2684 86 36 18 0
[]
,
// fltk 8Fl_Group 1052 -2648 86 105 18 0
[
// fltk 9Fl_Button 1052 -2648 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -2648 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -2648 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -2627 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -2627 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -2627 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -2606 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -2606 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -2606 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -2585 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -2585 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -2585 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -2564 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -2564 28 21 18 0
[]
,
// fltk 11Fl_Menu_Bar 1052 -2564 28 21 18 0
[]
]
,
// fltk 8Fl_Group 1052 -2543 86 230 18 0
[
]
]
]
]
,
// fltk 7Fl_Tile 23 -2311 1115 109 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -2311 1115 28 18 0
f1:=normal(diff(f,x)) ;
,
// fltk N4xcas10Log_OutputE 23 -2283 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -2282 1115 80 18 0 1
(-(x^10))*exp(x)+50*x^9*exp(x)-1200*x^8*exp(x)+18000*x^7*exp(x)+480*x^7-184800*x^6*exp(x)+1340640*x^5*exp(x)-30240*x^5-6854400*x^4*exp(x)+23788800*x^3*exp(x)+1612800*x^3-50803200*x^2*exp(x)+50803200*x*exp(x)-50803200*x
]
,
// fltk 7Fl_Tile 23 -2200 1115 109 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -2200 1115 28 18 0
f2:=normal(diff(f1,x)) ;
,
// fltk N4xcas10Log_OutputE 23 -2172 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -2171 1115 80 18 0 1
(-(x^10))*exp(x)+40*x^9*exp(x)-750*x^8*exp(x)+8400*x^7*exp(x)-58800*x^6*exp(x)+3360*x^6+231840*x^5*exp(x)-151200*x^4*exp(x)-151200*x^4-3628800*x^3*exp(x)+20563200*x^2*exp(x)+4838400*x^2-50803200*x*exp(x)+50803200*exp(x)-50803200
]
,
// fltk 7Fl_Tile 23 -2089 1115 109 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -2089 1115 28 18 0
f3:=normal(diff(f2,x)) ;
,
// fltk N4xcas10Log_OutputE 23 -2061 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -2060 1115 80 18 0 1
(-(x^10))*exp(x)+30*x^9*exp(x)-390*x^8*exp(x)+2400*x^7*exp(x)-120960*x^5*exp(x)+20160*x^5+1008000*x^4*exp(x)-4233600*x^3*exp(x)-604800*x^3+9676800*x^2*exp(x)-9676800*x*exp(x)+9676800*x
]
,
// fltk 7Fl_Tile 23 -1978 1115 109 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -1978 1115 28 18 0
f4:=normal(diff(f3,x)) ;
,
// fltk N4xcas10Log_OutputE 23 -1950 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -1949 1115 80 18 0 1
(-(x^10))*exp(x)+20*x^9*exp(x)-120*x^8*exp(x)-720*x^7*exp(x)+16800*x^6*exp(x)-120960*x^5*exp(x)+403200*x^4*exp(x)+100800*x^4-201600*x^3*exp(x)-3024000*x^2*exp(x)-1814400*x^2+9676800*x*exp(x)-9676800*exp(x)+9676800
]
,
// fltk 7Fl_Tile 23 -1867 1115 109 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -1867 1115 28 18 0
f5:=normal(diff(f4,x)) ;
,
// fltk N4xcas10Log_OutputE 23 -1839 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -1838 1115 80 18 0 1
(-(x^10))*exp(x)+10*x^9*exp(x)+60*x^8*exp(x)-1680*x^7*exp(x)+11760*x^6*exp(x)-20160*x^5*exp(x)-201600*x^4*exp(x)+1411200*x^3*exp(x)+403200*x^3-3628800*x^2*exp(x)+3628800*x*exp(x)-3628800*x
]
,
// fltk 7Fl_Tile 23 -1756 1115 91 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -1756 1115 28 18 0
f6:=normal(diff(f5,x)) ;
,
// fltk N4xcas10Log_OutputE 23 -1728 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -1727 1115 62 18 0 1
(-(x^10))*exp(x)+150*x^8*exp(x)-1200*x^7*exp(x)+50400*x^5*exp(x)-302400*x^4*exp(x)+604800*x^3*exp(x)+604800*x^2*exp(x)+1209600*x^2-3628800*x*exp(x)+3628800*exp(x)-3628800
]
,
// fltk 7Fl_Tile 23 -1663 1115 109 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -1663 1115 28 18 0
f7:=normal(diff(f6,x)) ;
,
// fltk N4xcas10Log_OutputE 23 -1635 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -1634 1115 80 18 0 1
(-(x^10))*exp(x)-10*x^9*exp(x)+150*x^8*exp(x)-8400*x^6*exp(x)+50400*x^5*exp(x)-50400*x^4*exp(x)-604800*x^3*exp(x)+2419200*x^2*exp(x)-2419200*x*exp(x)+2419200*x
]
,
// fltk 7Fl_Tile 23 -1552 1115 109 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -1552 1115 28 18 0
f8:=normal(diff(f7,x)) ;
,
// fltk N4xcas10Log_OutputE 23 -1524 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -1523 1115 80 18 0 1
(-(x^10))*exp(x)-20*x^9*exp(x)+60*x^8*exp(x)+1200*x^7*exp(x)-8400*x^6*exp(x)+201600*x^4*exp(x)-806400*x^3*exp(x)+604800*x^2*exp(x)+2419200*x*exp(x)-2419200*exp(x)+2419200
]
,
// fltk 7Fl_Tile 23 -1441 1115 62 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -1441 1115 28 18 0
f9:=factor(diff(f8,x)) ;
,
// fltk N4xcas10Log_OutputE 23 -1413 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -1412 1115 33 18 0 1
(-(x^9+30*x^8+120*x^7-1680*x^6+50400*x^4-201600*x^3+1814400*x-3628800))*x*exp(x)
]
,
// fltk 7Fl_Tile 23 -1377 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -1377 1115 28 18 0
sturmab((-(x^9+30*x^8+120*x^7-1680*x^6+50400*x^4-201600*x^3+1814400*x-3628800))*x,x,-1,1) ;
,
// fltk N4xcas10Log_OutputE 23 -1349 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -1348 1115 22 18 0 1
1
]
,
// fltk 7Fl_Tile 23 -1324 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -1324 1115 28 18 0
/* f9 a une racine unique en 0, donc f8 decroit jusqu'en x=0 puis croit*/
,
// fltk N4xcas10Log_OutputE 23 -1296 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -1293 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -1293 1115 28 18 0
eval(f8,x=0) ;
,
// fltk N4xcas10Log_OutputE 23 -1265 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -1264 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 -1240 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -1240 1115 28 18 0
/* donc f8 est positive, donc f7 est croissante */
,
// fltk N4xcas10Log_OutputE 23 -1212 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -1209 1115 400 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -1209 1115 28 18 0
plot(f8,x=((-1) .. 1)) ;
,
// fltk N4xcas10Log_OutputE 23 -1181 1115 1 18 0

,
// fltk 7Fl_Tile 23 -1180 1115 371 18 0
[
// fltk N4xcas7Graph2dE 23 -1180 1029 371 18 0
-1.1,1.1,-1.1999e+05,2.5197e+06,[pnt(pnt[curve(group[pnt[x+(i)*((-(x^10))*exp(x)-20*x^9*exp(x)+60*x^8*exp(x)+1200*x^7*exp(x)-8400*x^6*exp(x)+201600*x^4*exp(x)-806400*x^3*exp(x)+604800*x^2*exp(x)+2419200*x*exp(x)-2419200*exp(x)+2419200),x,-1.0,1.0025,0],group[-1.0+1229065.4944*(i),-0.995+1219518.29583*(i),-0.99+1209980.78657*(i),-0.985+1200453.28815*(i),-0.98+1190936.12326*(i),-0.975+1181429.61577*(i),-0.97+1171934.09071*(i),-0.965+1162449.87427*(i),-0.96+1152977.29382*(i),-0.955+1143516.67787*(i),-0.95+1134068.35609*(i),-0.945+1124632.65929*(i),-0.94+1115209.91944*(i),-0.935+1105800.46966*(i),-0.93+1096404.64419*(i),-0.925+1087022.77842*(i),-0.92+1077655.20888*(i),-0.915+1068302.27322*(i),-0.91+1058964.31022*(i),-0.905+1049641.65978*(i),-0.9+1040334.66293*(i),-0.895+1031043.66181*(i),-0.89+1021768.99966*(i),-0.885+1012511.02085*(i),-0.88+1003270.07084*(i),-0.875+994046.496192*(i),-0.87+984840.64458*(i),-0.865+975652.864755*(i),-0.86+966483.506565*(i),-0.855+957332.920941*(i),-0.85+948201.459896*(i),-0.845+939089.476523*(i),-0.84+929997.324985*(i),-0.835+920925.360518*(i),-0.83+911873.939421*(i),-0.825+902843.419056*(i),-0.82+893834.157841*(i),-0.815+884846.515247*(i),-0.81+875880.851794*(i),-0.805+866937.529048*(i),-0.8+858016.909611*(i),-0.795+849119.357126*(i),-0.79+840245.236264*(i),-0.785+831394.912723*(i),-0.78+822568.753224*(i),-0.775+813767.125508*(i),-0.77+804990.398326*(i),-0.765+796238.941441*(i),-0.76+787513.125619*(i),-0.755+778813.322625*(i),-0.75+770139.905222*(i),-0.745+761493.24716*(i),-0.74+752873.723177*(i),-0.735+744281.708991*(i),-0.73+735717.581297*(i),-0.725+727181.71776*(i),-0.72+718674.497013*(i),-0.715+710196.298649*(i),-0.71+701747.50322*(i),-0.705+693328.492227*(i),-0.7+684939.648121*(i),-0.695+676581.354292*(i),-0.69+668253.995068*(i),-0.685+659957.955708*(i),-0.68+651693.622399*(i),-0.675+643461.382248*(i),-0.67+635261.623278*(i),-0.665+627094.734424*(i),-0.66+618961.105527*(i),-0.655+610861.127328*(i),-0.65+602795.191462*(i),-0.645+594763.690457*(i),-0.64+586767.017722*(i),-0.635+578805.567548*(i),-0.63+570879.735098*(i),-0.625+562989.916404*(i),-0.62+555136.508362*(i),-0.615+547319.908721*(i),-0.61+539540.516088*(i),-0.605+531798.729911*(i),-0.6+524094.950481*(i),-0.595+516429.578924*(i),-0.59+508803.017194*(i),-0.585+501215.66807*(i),-0.58+493667.935148*(i),-0.575+486160.222836*(i),-0.57+478692.93635*(i),-0.565+471266.481704*(i),-0.56+463881.26571*(i),-0.555+456537.695965*(i),-0.55+449236.180853*(i),-0.545+441977.129532*(i),-0.54+434760.951932*(i),-0.535+427588.05875*(i),-0.53+420458.861439*(i),-0.525+413373.772208*(i),-0.52+406333.204011*(i),-0.515+399337.570545*(i),-0.51+392387.28624*(i),-0.505+385482.766256*(i),-0.5+378624.426477*(i),-0.495+371812.683499*(i),-0.49+365047.954634*(i),-0.485+358330.657894*(i),-0.48+351661.211989*(i),-0.475+345040.036323*(i),-0.47+338467.550983*(i),-0.465+331944.176736*(i),-0.46+325470.335021*(i),-0.455+319046.447943*(i),-0.45+312672.938267*(i),-0.445+306350.229411*(i),-0.44+300078.745441*(i),-0.435+293858.911062*(i),-0.43+287691.151613*(i),-0.425+281575.893062*(i),-0.42+275513.561995*(i),-0.415+269504.585615*(i),-0.41+263549.391732*(i),-0.405+257648.408755*(i),-0.4+251802.06569*(i),-0.395+246010.79213*(i),-0.39+240275.018248*(i),-0.385+234595.174794*(i),-0.38+228971.693082*(i),-0.375+223405.004991*(i),-0.37+217895.542951*(i),-0.365+212443.739941*(i),-0.36+207050.029481*(i),-0.355+201714.845622*(i),-0.35+196438.622947*(i),-0.345+191221.796554*(i),-0.34+186064.802057*(i),-0.335+180968.075576*(i),-0.33+175932.053731*(i),-0.325+170957.173632*(i),-0.32+166043.872879*(i),-0.315+161192.589545*(i),-0.31+156403.762179*(i),-0.305+151677.829794*(i),-0.3+147015.231859*(i),-0.295+142416.408294*(i),-0.29+137881.799463*(i),-0.285+133411.846166*(i),-0.28+129006.989634*(i),-0.275+124667.671518*(i),-0.27+120394.333885*(i),-0.265+116187.41921*(i),-0.26+112047.370369*(i),-0.255+107974.630633*(i),-0.25+103969.643656*(i),-0.245+100032.853475*(i),-0.24+96164.7044976*(i),-0.235+92365.641496*(i),-0.23+88636.1096007*(i),-0.225+84976.5542923*(i),-0.22+81387.4213949*(i),-0.215+77869.1570682*(i),-0.21+74422.2078009*(i),-0.205+71047.0204028*(i),-0.2+67744.0419976*(i),-0.195+64513.7200161*(i),-0.19+61356.5021883*(i),-0.185+58272.8365361*(i),-0.18+55263.1713664*(i),-0.175+52327.9552631*(i),-0.17+49467.6370804*(i),-0.165+46682.6659349*(i),-0.16+43973.4911983*(i),-0.155+41340.5624903*(i),-0.15+38784.3296708*(i),-0.145+36305.2428328*(i),-0.14+33903.7522948*(i),-0.135+31580.3085931*(i),-0.13+29335.3624752*(i),-0.125+27169.3648913*(i),-0.12+25082.7669875*(i),-0.115+23076.0200982*(i),-0.11+21149.5757386*(i),-0.105+19303.8855971*(i),-0.1+17539.401528*(i),-0.095+15856.575544*(i),-0.09+14255.8598084*(i),-0.085+12737.7066279*(i),-0.08+11302.5684452*(i),-0.075+9950.89783102*(i),-0.07+8683.14747698*(i),-0.065+7499.77018793*(i),-0.06+6401.2188744*(i),-0.055+5387.94654512*(i),-0.05+4460.40629944*(i),-0.045+3619.05131982*(i),-0.04+2864.33486427*(i),-0.035+2196.71025879*(i),-0.03+1616.63088987*(i),-0.025+1124.55019687*(i),-0.02+720.921664511*(i),-0.015+406.198815309*(i),-0.01+180.835202016*(i),-0.005+45.2844000631*(i),8.20524204137e-16-4.65661287308e-10*(i),0.005+45.4355999371*(i),0.01+182.044797984*(i),0.015+410.281184691*(i),0.02+730.598335489*(i),0.025+1143.44980313*(i),0.03+1649.28911013*(i),0.035+2248.56974121*(i),0.04+2941.74513573*(i),0.045+3729.26868018*(i),0.05+4611.59370056*(i),0.055+5589.17345488*(i),0.06+6662.4611256*(i),0.065+7831.90981207*(i),0.07+9097.97252302*(i),0.075+10461.102169*(i),0.08+11921.7515548*(i),0.085+13480.3733721*(i),0.09+15137.4201916*(i),0.095+16893.344456*(i),0.1+18748.598472*(i),0.105+20703.6344029*(i),0.11+22758.9042614*(i),0.115+24914.8599018*(i),0.12+27171.9530125*(i),0.125+29530.6351087*(i),0.13+31991.3575248*(i),0.135+34554.5714069*(i),0.14+37220.7277052*(i),0.145+39990.2771672*(i),0.15+42863.6703292*(i),0.155+45841.3575097*(i),0.16+48923.7888017*(i),0.165+52111.4140651*(i),0.17+55404.6829196*(i),0.175+58804.0447369*(i),0.18+62309.9486336*(i),0.185+65922.8434639*(i),0.19+69643.1778117*(i),0.195+73471.3999839*(i),0.2+77407.9580024*(i),0.205+81453.2995972*(i),0.21+85607.8721991*(i),0.215+89872.1229318*(i),0.22+94246.4986051*(i),0.225+98731.4457077*(i),0.23+103327.410399*(i),0.235+108034.838504*(i),0.24+112854.175502*(i),0.245+117785.866525*(i),0.25+122830.356344*(i),0.255+127988.089367*(i),0.26+133259.509631*(i),0.265+138645.06079*(i),0.27+144145.186115*(i),0.275+149760.328482*(i),0.28+155490.930366*(i),0.285+161337.433834*(i),0.29+167300.280537*(i),0.295+173379.911706*(i),0.3+179576.768141*(i),0.305+185891.290206*(i),0.31+192323.917821*(i),0.315+198875.090455*(i),0.32+205545.247121*(i),0.325+212334.826368*(i),0.33+219244.266269*(i),0.335+226274.004424*(i),0.34+233424.477943*(i),0.345+240696.123446*(i),0.35+248089.377053*(i),0.355+255604.674378*(i),0.36+263242.450519*(i),0.365+271003.140059*(i),0.37+278887.177049*(i),0.375+286894.995009*(i),0.38+295027.026918*(i),0.385+303283.705206*(i),0.39+311665.461752*(i),0.395+320172.72787*(i),0.4+328805.93431*(i),0.405+337565.511245*(i),0.41+346451.888268*(i),0.415+355465.494384*(i),0.42+364606.758004*(i),0.425+373876.106937*(i),0.43+383273.968386*(i),0.435+392800.768937*(i),0.44+402456.934558*(i),0.445+412242.890587*(i),0.45+422159.061731*(i),0.455+432205.872055*(i),0.46+442383.744977*(i),0.465+452693.103261*(i),0.47+463134.369014*(i),0.475+473707.963674*(i),0.48+484414.308007*(i),0.485+495253.822102*(i),0.49+506226.925361*(i),0.495+517334.036494*(i),0.5+528575.573516*(i),0.505+539951.953735*(i),0.51+551463.593751*(i),0.515+563110.909445*(i),0.52+574894.315977*(i),0.525+586814.227778*(i),0.53+598871.058545*(i),0.535+611065.221232*(i),0.54+623397.128047*(i),0.545+635867.190444*(i),0.55+648475.81912*(i),0.555+661223.424003*(i),0.56+674110.414255*(i),0.565+687137.198256*(i),0.57+700304.183605*(i),0.575+713611.777113*(i),0.58+727060.384795*(i),0.585+740650.411865*(i),0.59+754382.262733*(i),0.595+768256.340994*(i),0.6+782273.049426*(i),0.605+796432.789985*(i),0.61+810735.963795*(i),0.615+825182.971147*(i),0.62+839774.211492*(i),0.625+854510.083431*(i),0.63+869390.984718*(i),0.635+884417.312247*(i),0.64+899589.462049*(i),0.645+914907.829287*(i),0.65+930372.808253*(i),0.655+945984.792355*(i),0.66+961744.174119*(i),0.665+977651.345183*(i),0.67+993706.696286*(i),0.675+1009910.61727*(i),0.68+1026263.49706*(i),0.685+1042765.7237*(i),0.69+1059417.68427*(i),0.695+1076219.76498*(i),0.7+1093172.35107*(i),0.705+1110275.82688*(i),0.71+1127530.57579*(i),0.715+1144936.98026*(i),0.72+1162495.42179*(i),0.725+1180206.28092*(i),0.73+1198069.93725*(i),0.735+1216086.76941*(i),0.74+1234257.15506*(i),0.745+1252581.4709*(i),0.75+1271060.09265*(i),0.755+1289693.39504*(i),0.76+1308481.75182*(i),0.765+1327425.53575*(i),0.77+1346525.11859*(i),0.775+1365780.87112*(i),0.78+1385193.16308*(i),0.785+1404762.36324*(i),0.79+1424488.83932*(i),0.795+1444372.95805*(i),0.8+1464415.08512*(i),0.805+1484615.5852*(i),0.81+1504974.82193*(i),0.815+1525493.15791*(i),0.82+1546170.9547*(i),0.825+1567008.57282*(i),0.83+1588006.37173*(i),0.835+1609164.70986*(i),0.84+1630483.94455*(i),0.845+1651964.4321*(i),0.85+1673606.52774*(i),0.855+1695410.58563*(i),0.86+1717376.95886*(i),0.865+1739505.99943*(i),0.87+1761798.05827*(i),0.875+1784253.48522*(i),0.88+1806872.62903*(i),0.885+1829655.83735*(i),0.89+1852603.45673*(i),0.895+1875715.83265*(i),0.9+1898993.30944*(i),0.905+1922436.23035*(i),0.91+1946044.93751*(i),0.915+1969819.77192*(i),0.92+1993761.07348*(i),0.925+2017869.18096*(i),0.93+2042144.43199*(i),0.935+2066587.16308*(i),0.94+2091197.70961*(i),0.945+2115976.40581*(i),0.95+2140923.58478*(i),0.955+2166039.57846*(i),0.96+2191324.71765*(i),0.965+2216779.332*(i),0.97+2242403.75*(i),0.975+2268198.29898*(i),0.98+2294163.30513*(i),0.985+2320299.09343*(i),0.99+2346605.98773*(i),0.995+2373084.3107*(i),1+2399734.38383*(i)]]),0])],-5,5,1,0,0,0,0.2,2e+05,1,0,1,3.8889,0,0,65,[],24,18,256,0,100,0,0,1,0.03
,
// fltk 8Fl_Group 1052 -1180 86 371 18 0
[
// fltk N4xcas14Mouse_PositionE 1052 -1180 86 36 18 0
[]
,
// fltk 8Fl_Group 1052 -1144 86 105 18 0
[
// fltk 9Fl_Button 1052 -1144 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -1144 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -1144 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -1123 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -1123 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -1123 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -1102 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -1102 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -1102 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -1081 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -1081 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -1081 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -1060 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -1060 28 21 18 0
[]
,
// fltk 11Fl_Menu_Bar 1052 -1060 28 21 18 0
[]
]
,
// fltk 8Fl_Group 1052 -1039 86 230 18 0
[
]
]
]
]
,
// fltk 7Fl_Tile 23 -807 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -807 1115 28 18 0
eval(f7,x=0) ;
,
// fltk N4xcas10Log_OutputE 23 -779 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -778 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 -754 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -754 1115 28 18 0
/* donc f6 est decroissante jusqu'en x=0 puis croissante */
,
// fltk N4xcas10Log_OutputE 23 -726 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -723 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -723 1115 28 18 0
eval(f6,x=0) ;
,
// fltk N4xcas10Log_OutputE 23 -695 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -694 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 -670 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -670 1115 28 18 0
/* donc f6 est positive et f5 est croissante */
,
// fltk N4xcas10Log_OutputE 23 -642 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -639 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -639 1115 28 18 0
eval(f5,x=0) ;
,
// fltk N4xcas10Log_OutputE 23 -611 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -610 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 -586 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -586 1115 28 18 0
/* donc f5 est negative jusqu'en x=0 puis positive, f4 decroit jusqu'en 0 puis croit  */
,
// fltk N4xcas10Log_OutputE 23 -558 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -555 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -555 1115 28 18 0
eval(f4,x=0) ;
,
// fltk N4xcas10Log_OutputE 23 -527 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -526 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 -502 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -502 1115 28 18 0
/* donc f4 est positive et f3 est croissante */
,
// fltk N4xcas10Log_OutputE 23 -474 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -471 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -471 1115 28 18 0
eval(f3,x=0) ;
,
// fltk N4xcas10Log_OutputE 23 -443 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -442 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 -418 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -418 1115 28 18 0
/* donc f2 decroit jusqu'en 0 puis croit */
,
// fltk N4xcas10Log_OutputE 23 -390 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -387 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -387 1115 28 18 0
eval(f2,x=0) ;
,
// fltk N4xcas10Log_OutputE 23 -359 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -358 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 -334 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -334 1115 28 18 0
/* donc f2 est positive, f1 est croissante */
,
// fltk N4xcas10Log_OutputE 23 -306 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -303 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -303 1115 28 18 0
eval(f1,x=0) ;
,
// fltk N4xcas10Log_OutputE 23 -275 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -274 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 -250 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 -250 1115 28 18 0
/* donc f decroit jusqu'en 0 puis croit */
,
// fltk N4xcas10Log_OutputE 23 -222 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 -219 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -219 1115 28 18 0
eval(f,x=0) ;
,
// fltk N4xcas10Log_OutputE 23 -191 1115 1 18 0

,
// fltk N4xcas8EquationE 23 -190 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 -166 1115 400 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 -166 1115 28 18 0
plot(f,x=((-1) .. 1)) ;
,
// fltk N4xcas10Log_OutputE 23 -138 1115 1 18 0

,
// fltk 7Fl_Tile 23 -137 1115 371 18 0
[
// fltk N4xcas7Graph2dE 23 -137 1029 371 18 0
-1.1,1.1,-0.044566,0.40109,[pnt(pnt[curve(group[pnt[x+(i)*(60*x^8-5040*x^6+403200*x^4-25401600*x^2+914457600-(x^10-60*x^9+1740*x^8-31920*x^7+408240*x^6-3790080*x^5+25804800*x^4-127008000*x^3+431827200*x^2-914457600*x+914457600)*exp(x)),x,-1.0,1.0025,0],group[-1.0+0.90947663784*(i),-0.995+0.865439176559*(i),-0.99+0.82332611084*(i),-0.985+0.783062577248*(i),-0.98+0.744575738907*(i),-0.975+0.707796216011*(i),-0.97+0.672656536102*(i),-0.965+0.63909137249*(i),-0.96+0.607037782669*(i),-0.955+0.576435685158*(i),-0.95+0.547226071358*(i),-0.945+0.519352316856*(i),-0.94+0.492760539055*(i),-0.935+0.467397928238*(i),-0.93+0.443213939667*(i),-0.925+0.420159935951*(i),-0.92+0.398188352585*(i),-0.915+0.377254486084*(i),-0.91+0.357314109802*(i),-0.905+0.338325619698*(i),-0.9+0.320248246193*(i),-0.895+0.303043365479*(i),-0.89+0.286673307419*(i),-0.885+0.271101713181*(i),-0.88+0.256294131279*(i),-0.875+0.242217183113*(i),-0.87+0.228838562965*(i),-0.865+0.216127634048*(i),-0.86+0.204054117203*(i),-0.855+0.192590117455*(i),-0.85+0.181708097458*(i),-0.845+0.171381592751*(i),-0.84+0.161585330963*(i),-0.835+0.152294874191*(i),-0.83+0.143487095833*(i),-0.825+0.135139703751*(i),-0.82+0.127231121063*(i),-0.815+0.119740962982*(i),-0.81+0.112649202347*(i),-0.805+0.105937004089*(i),-0.8+0.0995864868164*(i),-0.795+0.0935798883438*(i),-0.79+0.0879008769989*(i),-0.785+0.0825333595276*(i),-0.78+0.0774621963501*(i),-0.775+0.0726728439331*(i),-0.77+0.0681512355804*(i),-0.765+0.0638837814331*(i),-0.76+0.0598579645157*(i),-0.755+0.0560617446899*(i),-0.75+0.0524832010269*(i),-0.745+0.0491112470627*(i),-0.74+0.0459351539612*(i),-0.735+0.0429447889328*(i),-0.73+0.0401307344437*(i),-0.725+0.0374833345413*(i),-0.72+0.0349938869476*(i),-0.715+0.0326541662216*(i),-0.71+0.0304559469223*(i),-0.705+0.0283915996552*(i),-0.7+0.0264537334442*(i),-0.695+0.02463555336*(i),-0.69+0.0229306221008*(i),-0.685+0.0213325023651*(i),-0.68+0.0198349952698*(i),-0.675+0.0184328556061*(i),-0.67+0.0171201229095*(i),-0.665+0.0158922672272*(i),-0.66+0.0147440433502*(i),-0.655+0.0136711597443*(i),-0.65+0.0126687288284*(i),-0.645+0.0117328166962*(i),-0.64+0.0108596086502*(i),-0.635+0.010045170784*(i),-0.63+0.00928616523743*(i),-0.625+0.0085791349411*(i),-0.62+0.00792074203491*(i),-0.615+0.00730812549591*(i),-0.61+0.00673854351044*(i),-0.605+0.00620901584625*(i),-0.6+0.00571727752686*(i),-0.595+0.00526094436646*(i),-0.59+0.00483751296997*(i),-0.585+0.00444483757019*(i),-0.58+0.00408124923706*(i),-0.575+0.00374448299408*(i),-0.57+0.00343310832977*(i),-0.565+0.00314497947693*(i),-0.56+0.00287890434265*(i),-0.555+0.0026330947876*(i),-0.55+0.00240647792816*(i),-0.545+0.00219738483429*(i),-0.54+0.00200498104095*(i),-0.535+0.0018275976181*(i),-0.53+0.00166487693787*(i),-0.525+0.00151491165161*(i),-0.52+0.00137734413147*(i),-0.515+0.00125098228455*(i),-0.51+0.00113523006439*(i),-0.505+0.00102937221527*(i),-0.5+0.000932335853577*(i),-0.495+0.000843524932861*(i),-0.49+0.000762462615967*(i),-0.485+0.000688552856445*(i),-0.48+0.00062096118927*(i),-0.475+0.000559568405151*(i),-0.47+0.000503420829773*(i),-0.465+0.000452637672424*(i),-0.46+0.000406503677368*(i),-0.455+0.000364661216736*(i),-0.45+0.000326633453369*(i),-0.445+0.000292181968689*(i),-0.44+0.000261187553406*(i),-0.435+0.000233054161072*(i),-0.43+0.000207662582397*(i),-0.425+0.000184893608093*(i),-0.42+0.000164389610291*(i),-0.415+0.00014591217041*(i),-0.41+0.000129222869873*(i),-0.405+0.000114440917969*(i),-0.4+0.000101089477539*(i),-0.395+8.9168548584e-05*(i),-0.39+7.83205032349e-05*(i),-0.385+6.90221786499e-05*(i),-0.38+6.05583190918e-05*(i),-0.375+5.31673431396e-05*(i),-0.37+4.64916229248e-05*(i),-0.365+4.05311584473e-05*(i),-0.36+3.54051589966e-05*(i),-0.355+3.07559967041e-05*(i),-0.35+2.67028808594e-05*(i),-0.345+2.31266021729e-05*(i),-0.34+2.00271606445e-05*(i),-0.335+1.71661376953e-05*(i),-0.33+1.47819519043e-05*(i),-0.325+1.27553939819e-05*(i),-0.32+1.08480453491e-05*(i),-0.315+9.17911529541e-06*(i),-0.31+7.9870223999e-06*(i),-0.305+6.79492950439e-06*(i),-0.3+5.72204589844e-06*(i),-0.295+4.76837158203e-06*(i),-0.29+4.05311584473e-06*(i),-0.285+3.33786010742e-06*(i),-0.28+2.86102294922e-06*(i),-0.275+2.50339508057e-06*(i),-0.27+2.02655792236e-06*(i),-0.265+1.66893005371e-06*(i),-0.26+1.31130218506e-06*(i),-0.255+1.19209289551e-06*(i),-0.25+8.34465026855e-07*(i),-0.245+9.53674316406e-07*(i),-0.24+7.15255737305e-07*(i),-0.235+4.76837158203e-07*(i),-0.23+2.38418579102e-07*(i),-0.225+2.38418579102e-07*(i),-0.22+1.19209289551e-07*(i),-0.215+2.38418579102e-07*(i),-0.21+2.38418579102e-07*(i),-0.205+2.38418579102e-07*(i),-0.2,-0.195,-0.19,-0.185,-0.18-1.19209289551e-07*(i),-0.175-1.19209289551e-07*(i),-0.17,-0.165,-0.16-1.19209289551e-07*(i),-0.155,-0.15+1.19209289551e-07*(i),-0.145,-0.14,-0.135+1.19209289551e-07*(i),-0.13+1.19209289551e-07*(i),-0.125,-0.12,-0.115,-0.11,-0.105+1.19209289551e-07*(i),-0.1,-0.095,-0.09,-0.085,-0.08,-0.075,-0.07-1.19209289551e-07*(i),-0.065,-0.06,-0.055+1.19209289551e-07*(i),-0.05,-0.045,-0.04,-0.035+1.19209289551e-07*(i),-0.03,-0.025,-0.02-1.19209289551e-07*(i),-0.015+1.19209289551e-07*(i),-0.01,-0.005,8.20524204137e-16-1.19209289551e-07*(i),0.005,0.01+1.19209289551e-07*(i),0.015,0.02,0.025-1.19209289551e-07*(i),0.03+1.19209289551e-07*(i),0.035,0.04,0.045,0.05,0.055,0.06+1.19209289551e-07*(i),0.065,0.07-1.19209289551e-07*(i),0.075,0.08,0.085,0.09,0.095-2.38418579102e-07*(i),0.1,0.105+1.19209289551e-07*(i),0.11,0.115,0.12+1.19209289551e-07*(i),0.125+1.19209289551e-07*(i),0.13,0.135+1.19209289551e-07*(i),0.14,0.145+1.19209289551e-07*(i),0.15,0.155,0.16+1.19209289551e-07*(i),0.165-1.19209289551e-07*(i),0.17+1.19209289551e-07*(i),0.175+1.19209289551e-07*(i),0.18,0.185+1.19209289551e-07*(i),0.19,0.195+1.19209289551e-07*(i),0.2,0.205+1.19209289551e-07*(i),0.21+1.19209289551e-07*(i),0.215+1.19209289551e-07*(i),0.22+2.38418579102e-07*(i),0.225+3.57627868652e-07*(i),0.23+4.76837158203e-07*(i),0.235+3.57627868652e-07*(i),0.24+7.15255737305e-07*(i),0.245+8.34465026855e-07*(i),0.25+9.53674316406e-07*(i),0.255+1.19209289551e-06*(i),0.26+1.31130218506e-06*(i),0.265+1.78813934326e-06*(i),0.27+2.14576721191e-06*(i),0.275+2.62260437012e-06*(i),0.28+3.09944152832e-06*(i),0.285+3.57627868652e-06*(i),0.29+4.41074371338e-06*(i),0.295+5.12599945068e-06*(i),0.3+5.96046447754e-06*(i),0.305+7.15255737305e-06*(i),0.31+8.34465026855e-06*(i),0.315+9.89437103271e-06*(i),0.32+1.15633010864e-05*(i),0.325+1.37090682983e-05*(i),0.33+1.59740447998e-05*(i),0.335+1.82390213013e-05*(i),0.34+2.13384628296e-05*(i),0.345+2.45571136475e-05*(i),0.35+2.83718109131e-05*(i),0.355+3.27825546265e-05*(i),0.36+3.79085540771e-05*(i),0.365+4.33921813965e-05*(i),0.37+4.95910644531e-05*(i),0.375+5.69820404053e-05*(i),0.38+6.49690628052e-05*(i),0.385+7.4028968811e-05*(i),0.39+8.42809677124e-05*(i),0.395+9.58442687988e-05*(i),0.4+0.00010871887207*(i),0.405+0.000123143196106*(i),0.41+0.000139236450195*(i),0.415+0.000157237052917*(i),0.42+0.000177383422852*(i),0.425+0.000199794769287*(i),0.43+0.000224471092224*(i),0.435+0.0002521276474*(i),0.44+0.000282764434814*(i),0.445+0.000316739082336*(i),0.45+0.000354528427124*(i),0.455+0.000395894050598*(i),0.46+0.000441908836365*(i),0.465+0.000492691993713*(i),0.47+0.000548362731934*(i),0.475+0.000609993934631*(i),0.48+0.000677585601807*(i),0.485+0.000751852989197*(i),0.49+0.000833511352539*(i),0.495+0.000922918319702*(i),0.5+0.00102090835571*(i),0.505+0.0011283159256*(i),0.51+0.00124561786652*(i),0.515+0.00137376785278*(i),0.52+0.00151371955872*(i),0.525+0.00166642665863*(i),0.53+0.00183296203613*(i),0.535+0.00201451778412*(i),0.54+0.00221180915833*(i),0.545+0.00242638587952*(i),0.55+0.00265944004059*(i),0.555+0.00291264057159*(i),0.56+0.00318717956543*(i),0.565+0.00348496437073*(i),0.57+0.00380766391754*(i),0.575+0.00415694713593*(i),0.58+0.0045348405838*(i),0.585+0.00494337081909*(i),0.59+0.0053848028183*(i),0.595+0.00586152076721*(i),0.6+0.00637590885162*(i),0.605+0.0069305896759*(i),0.61+0.007528424263*(i),0.615+0.00817203521729*(i),0.62+0.00886511802673*(i),0.625+0.00961065292358*(i),0.63+0.0104123353958*(i),0.635+0.0112737417221*(i),0.64+0.0121986865997*(i),0.645+0.013191819191*(i),0.65+0.0142568349838*(i),0.655+0.0153988599777*(i),0.66+0.0166226625443*(i),0.665+0.0179334878922*(i),0.67+0.0193365812302*(i),0.675+0.0208379030228*(i),0.68+0.0224434137344*(i),0.685+0.0241597890854*(i),0.69+0.025993347168*(i),0.695+0.0279513597488*(i),0.7+0.0300413370132*(i),0.705+0.0322711467743*(i),0.71+0.034649014473*(i),0.715+0.0371836423874*(i),0.72+0.0398843288422*(i),0.725+0.0427601337433*(i),0.73+0.0458217859268*(i),0.735+0.0490795373917*(i),0.74+0.052544593811*(i),0.745+0.056228518486*(i),0.75+0.0601439476013*(i),0.755+0.0643031597137*(i),0.76+0.068719625473*(i),0.765+0.0734078884125*(i),0.77+0.0783824920654*(i),0.775+0.0836589336395*(i),0.78+0.0892530679703*(i),0.785+0.0951826572418*(i),0.79+0.101464629173*(i),0.795+0.108118057251*(i),0.8+0.115162014961*(i),0.805+0.122617125511*(i),0.81+0.130504369736*(i),0.815+0.138845682144*(i),0.82+0.147665143013*(i),0.825+0.156985878944*(i),0.83+0.166833877563*(i),0.835+0.177235126495*(i),0.84+0.188217282295*(i),0.845+0.199809074402*(i),0.85+0.212040662766*(i),0.855+0.224943161011*(i),0.86+0.238548994064*(i),0.865+0.252892136574*(i),0.87+0.268008351326*(i),0.875+0.283933877945*(i),0.88+0.300707817078*(i),0.885+0.318369626999*(i),0.89+0.336961150169*(i),0.895+0.356525659561*(i),0.9+0.377108454704*(i),0.905+0.39875626564*(i),0.91+0.421517848969*(i),0.915+0.445444464684*(i),0.92+0.470588445663*(i),0.925+0.497004508972*(i),0.93+0.524750351906*(i),0.935+0.553884625435*(i),0.94+0.584469795227*(i),0.945+0.616568446159*(i),0.95+0.65024793148*(i),0.955+0.68557715416*(i),0.96+0.722627520561*(i),0.965+0.761473298073*(i),0.97+0.802191853523*(i),0.975+0.844863176346*(i),0.98+0.889570116997*(i),0.985+0.936398267746*(i),0.99+0.985438108444*(i),0.995+1.0367808342*(i),1+1.09052312374*(i)]]),0])],-5,5,1,0,0,0,0.2,0.05,1,0,1,2.6111,0,0,65,[],24,18,256,0,100,0,0,1,0.03
,
// fltk 8Fl_Group 1052 -137 86 371 18 0
[
// fltk N4xcas14Mouse_PositionE 1052 -137 86 36 18 0
[]
,
// fltk 8Fl_Group 1052 -101 86 105 18 0
[
// fltk 9Fl_Button 1052 -101 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -101 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -101 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -80 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -80 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -80 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -59 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -59 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -59 28 21 18 0
[]
,
// fltk 9Fl_Button 1052 -38 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -38 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -38 28 21 18 0
[]
,
// fltk 9Fl_Button 1080 -17 29 21 18 0
[]
,
// fltk 9Fl_Button 1109 -17 28 21 18 0
[]
,
// fltk 11Fl_Menu_Bar 1052 -17 28 21 18 0
[]
]
,
// fltk 8Fl_Group 1052 4 86 230 18 0
[
]
]
]
]
,
// fltk 7Fl_Tile 23 236 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 236 1115 28 18 0
/* donc F est croissante */
,
// fltk N4xcas10Log_OutputE 23 264 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 267 1115 69 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 267 1115 28 18 0
evalf(eval(F,x=ln(2)/2),50) ;evalf(eval(F,x=-ln(2)/2),50)
,
// fltk N4xcas10Log_OutputE 23 295 1115 1 18 0

,
// fltk N4xcas8EquationE 23 296 1115 40 18 0 1
1.22161606776e-15,-6.10808033878e-16
]
,
// fltk 7Fl_Tile 23 338 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 338 1115 28 18 0
/* donc A est une valeur approchée de exp(x) sur [-ln(2)/2,ln(2)/2] à 1.2e-15 près */
,
// fltk N4xcas10Log_OutputE 23 366 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 369 1115 29 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 369 1115 28 18 0
/* Calcul de A */
,
// fltk N4xcas10Log_OutputE 23 397 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 400 1115 62 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 400 1115 28 18 0
[N,D]:=fxnd(A) ;
,
// fltk N4xcas10Log_OutputE 23 428 1115 1 18 0

,
// fltk N4xcas8EquationE 23 429 1115 33 18 0 1
[-x^5-30*x^4-420*x^3-3360*x^2-15120*x-30240,x^5-30*x^4+420*x^3-3360*x^2+15120*x-30240]
]
,
// fltk 7Fl_Tile 23 464 1115 62 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 464 1115 28 18 0
P:=30*x^4+3360*x^2+30240 ;
,
// fltk N4xcas10Log_OutputE 23 492 1115 1 18 0

,
// fltk N4xcas8EquationE 23 493 1115 33 18 0 1
30*x^4+3360*x^2+30240
]
,
// fltk 7Fl_Tile 23 528 1115 62 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 528 1115 28 18 0
Q:=x^5+420*x^3+15120*x ;
,
// fltk N4xcas10Log_OutputE 23 556 1115 1 18 0

,
// fltk N4xcas8EquationE 23 557 1115 33 18 0 1
x^5+420*x^3+15120*x
]
,
// fltk 7Fl_Tile 23 592 1115 51 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 592 1115 28 18 0
normal((P+Q)/(P-Q)-A) ;
,
// fltk N4xcas10Log_OutputE 23 620 1115 1 18 0

,
// fltk N4xcas8EquationE 23 621 1115 22 18 0 1
0
]
,
// fltk 7Fl_Tile 23 645 1115 51 18 0
[
// fltk N4xcas23Comment_Multiline_InputE 23 645 1115 50 18 0
/* calcul de X:=x^2, puis P:=(30*X+3360)*X+30240, puis Q:=x*((X+420)*X+15120) puis (P+Q)/(P-Q),£ 5 multiplications, 6 additions, 1 division */
,
// fltk N4xcas10Log_OutputE 23 695 1115 1 18 0

]
,
// fltk 7Fl_Tile 23 698 1115 29 18 0
[
// fltk N4xcas19Multiline_Input_tabE 23 698 1115 28 18 0

,
// fltk N4xcas10Log_OutputE 23 726 1115 1 18 0

]
// context 10465 giac archive
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7 0 2 1 »½×Ùß|Û=
1 V瞯Ò<
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8 0 0 'xyztrange' 7 0 16 1 $À
1 $@
1 $À
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1 $À
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1 $À
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1 $@
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1 š™™™™™ñ?
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