// fltk 7Fl_Tile 32 -41 1061 119 25
[
// fltk N4xcas23Comment_Multiline_InputE 32 -41 1061 118 25
On remplit 33 lignes du tableurs avec 33 d\'eplacements du pion. La colonne K contient les abscisses du point£d'arrivée du pion. Dans la colonne L on met les abscisses possibles d'arrivée du pion et dans M on compte£combien on aboutit à cette abscisse, dans N, on fait le graphe et dans O on met le graphe théorique en rouge  £et legèrement décalé. On reévalue le tableur en appuyant sur F9 et on voit comment varie le graphe.
,
// fltk N4xcas10Log_OutputE 32 77 1061 1 25

]
,
// fltk 7Fl_Tile 32 80 1061 565 25
[
// fltk N4xcas13Tableur_GroupE 32 80 1061 565 25
1 1 1 0 spreadsheet[[[0,0,[0,[-32.0583808124,43.0583808124,-6.0262264406,24.5549057624],8,[3.0,1.0],0,1,2]],[=((rand(2))? A0+2 : A0-1),-1,2],[=((rand(2))? B0+2 : B0-1),1,2],[=((rand(2))? C0+2 : C0-1),3,2],[=((rand(2))? D0+2 : D0-1),2,2],[=((rand(2))? E0+2 : E0-1),1,2],[=((rand(2))? F0+2 : F0-1),3,2],[=((rand(2))? G0+2 : G0-1),2,2],[=((rand(2))? H0+2 : H0-1),1,2],[=((rand(2))? I0+2 : I0-1),0,2],[=((rand(2))? J0+2 : J0-1),-1,2],[0,0,2],["","",2],["","",2],["","",2]],[[0,0,2],[=((rand(2))? A1+2 : A1-1),-1,2],[=((rand(2))? B1+2 : B1-1),1,2],[=((rand(2))? C1+2 : C1-1),3,2],[=((rand(2))? D1+2 : D1-1),5,2],[=((rand(2))? E1+2 : E1-1),7,2],[=((rand(2))? F1+2 : F1-1),9,2],[=((rand(2))? G1+2 : G1-1),8,2],[=((rand(2))? H1+2 : H1-1),7,2],[=((rand(2))? I1+2 : I1-1),6,2],[=((rand(2))? J1+2 : J1-1),5,2],[-10,-10,2],[=count_eq(L1,(K$0):(K$32)),0,2],[=pnt(pnt[group[L1,L1+(i)*M1],131072]),pnt(pnt[group[-10,-10],131072]),2],[=segment(L1+0.3,L1+0.3+(i)*binomial(10,0,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[-9.7,-9.7+0.0322265625*i],65537]),2]],[[0,0,2],[=((rand(2))? A2+2 : A2-1),-1,2],[=((rand(2))? B2+2 : B2-1),-2,2],[=((rand(2))? C2+2 : C2-1),-3,2],[=((rand(2))? D2+2 : D2-1),-4,2],[=((rand(2))? E2+2 : E2-1),-2,2],[=((rand(2))? F2+2 : F2-1),-3,2],[=((rand(2))? G2+2 : G2-1),-1,2],[=((rand(2))? H2+2 : H2-1),-2,2],[=((rand(2))? I2+2 : I2-1),-3,2],[=((rand(2))? J2+2 : J2-1),-1,2],[=L1+1,-9,2],[=count_eq(L2,(K$0):(K$32)),0,2],[=pnt(pnt[group[L2,L2+(i)*M2],131072]),pnt(pnt[group[-9,-9],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A3+2 : A3-1),-1,2],[=((rand(2))? B3+2 : B3-1),1,2],[=((rand(2))? C3+2 : C3-1),3,2],[=((rand(2))? D3+2 : D3-1),2,2],[=((rand(2))? E3+2 : E3-1),4,2],[=((rand(2))? F3+2 : F3-1),6,2],[=((rand(2))? G3+2 : G3-1),5,2],[=((rand(2))? H3+2 : H3-1),7,2],[=((rand(2))? I3+2 : I3-1),6,2],[=((rand(2))? J3+2 : J3-1),5,2],[=L2+1,-8,2],[=count_eq(L3,(K$0):(K$32)),0,2],[=pnt(pnt[group[L3,L3+(i)*M3],131072]),pnt(pnt[group[-8,-8],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A4+2 : A4-1),2,2],[=((rand(2))? B4+2 : B4-1),4,2],[=((rand(2))? C4+2 : C4-1),3,2],[=((rand(2))? D4+2 : D4-1),2,2],[=((rand(2))? E4+2 : E4-1),1,2],[=((rand(2))? F4+2 : F4-1),0,2],[=((rand(2))? G4+2 : G4-1),2,2],[=((rand(2))? H4+2 : H4-1),4,2],[=((rand(2))? I4+2 : I4-1),3,2],[=((rand(2))? J4+2 : J4-1),2,2],[=L3+1,-7,2],[=count_eq(L4,(K$0):(K$32)),0,2],[=pnt(pnt[group[L4,L4+(i)*M4],131072]),pnt(pnt[group[-7,-7],131072]),2],[=segment(L4+0.3,L4+0.3+(i)*binomial(10,1,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[-6.7,-6.7+0.322265625*i],65537]),2]],[[0,0,2],[=((rand(2))? A5+2 : A5-1),2,2],[=((rand(2))? B5+2 : B5-1),1,2],[=((rand(2))? C5+2 : C5-1),0,2],[=((rand(2))? D5+2 : D5-1),-1,2],[=((rand(2))? E5+2 : E5-1),-2,2],[=((rand(2))? F5+2 : F5-1),0,2],[=((rand(2))? G5+2 : G5-1),2,2],[=((rand(2))? H5+2 : H5-1),4,2],[=((rand(2))? I5+2 : I5-1),3,2],[=((rand(2))? J5+2 : J5-1),2,2],[=L4+1,-6,2],[=count_eq(L5,(K$0):(K$32)),0,2],[=pnt(pnt[group[L5,L5+(i)*M5],131072]),pnt(pnt[group[-6,-6],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A6+2 : A6-1),-1,2],[=((rand(2))? B6+2 : B6-1),1,2],[=((rand(2))? C6+2 : C6-1),0,2],[=((rand(2))? D6+2 : D6-1),-1,2],[=((rand(2))? E6+2 : E6-1),-2,2],[=((rand(2))? F6+2 : F6-1),0,2],[=((rand(2))? G6+2 : G6-1),-1,2],[=((rand(2))? H6+2 : H6-1),1,2],[=((rand(2))? I6+2 : I6-1),3,2],[=((rand(2))? J6+2 : J6-1),2,2],[=L5+1,-5,2],[=count_eq(L6,(K$0):(K$32)),0,2],[=pnt(pnt[group[L6,L6+(i)*M6],131072]),pnt(pnt[group[-5,-5],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A7+2 : A7-1),2,2],[=((rand(2))? B7+2 : B7-1),4,2],[=((rand(2))? C7+2 : C7-1),3,2],[=((rand(2))? D7+2 : D7-1),2,2],[=((rand(2))? E7+2 : E7-1),4,2],[=((rand(2))? F7+2 : F7-1),6,2],[=((rand(2))? G7+2 : G7-1),8,2],[=((rand(2))? H7+2 : H7-1),10,2],[=((rand(2))? I7+2 : I7-1),9,2],[=((rand(2))? J7+2 : J7-1),8,2],[=L6+1,-4,2],[=count_eq(L7,(K$0):(K$32)),1,2],[=pnt(pnt[group[L7,L7+(i)*M7],131072]),pnt(pnt[group[-4,-4+i],131072]),2],[=segment(L7+0.3,L7+0.3+(i)*binomial(10,2,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[-3.7,-3.7+1.4501953125*i],65537]),2]],[[0,0,2],[=((rand(2))? A8+2 : A8-1),-1,2],[=((rand(2))? B8+2 : B8-1),-2,2],[=((rand(2))? C8+2 : C8-1),-3,2],[=((rand(2))? D8+2 : D8-1),-4,2],[=((rand(2))? E8+2 : E8-1),-2,2],[=((rand(2))? F8+2 : F8-1),0,2],[=((rand(2))? G8+2 : G8-1),-1,2],[=((rand(2))? H8+2 : H8-1),1,2],[=((rand(2))? I8+2 : I8-1),3,2],[=((rand(2))? J8+2 : J8-1),2,2],[=L7+1,-3,2],[=count_eq(L8,(K$0):(K$32)),0,2],[=pnt(pnt[group[L8,L8+(i)*M8],131072]),pnt(pnt[group[-3,-3],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A9+2 : A9-1),-1,2],[=((rand(2))? B9+2 : B9-1),-2,2],[=((rand(2))? C9+2 : C9-1),0,2],[=((rand(2))? D9+2 : D9-1),-1,2],[=((rand(2))? E9+2 : E9-1),1,2],[=((rand(2))? F9+2 : F9-1),0,2],[=((rand(2))? G9+2 : G9-1),-1,2],[=((rand(2))? H9+2 : H9-1),1,2],[=((rand(2))? I9+2 : I9-1),0,2],[=((rand(2))? J9+2 : J9-1),2,2],[=L8+1,-2,2],[=count_eq(L9,(K$0):(K$32)),0,2],[=pnt(pnt[group[L9,L9+(i)*M9],131072]),pnt(pnt[group[-2,-2],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A10+2 : A10-1),-1,2],[=((rand(2))? B10+2 : B10-1),1,2],[=((rand(2))? C10+2 : C10-1),0,2],[=((rand(2))? D10+2 : D10-1),2,2],[=((rand(2))? E10+2 : E10-1),4,2],[=((rand(2))? F10+2 : F10-1),6,2],[=((rand(2))? G10+2 : G10-1),5,2],[=((rand(2))? H10+2 : H10-1),7,2],[=((rand(2))? I10+2 : I10-1),6,2],[=((rand(2))? J10+2 : J10-1),5,2],[=L9+1,-1,2],[=count_eq(L10,(K$0):(K$32)),4,2],[=pnt(pnt[group[L10,L10+(i)*M10],131072]),pnt(pnt[group[-1,-1+4*i],131072]),2],[=segment(L10+0.3,L10+0.3+(i)*binomial(10,3,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[-0.7,-0.7+3.8671875*i],65537]),2]],[[0,0,2],[=((rand(2))? A11+2 : A11-1),-1,2],[=((rand(2))? B11+2 : B11-1),1,2],[=((rand(2))? C11+2 : C11-1),3,2],[=((rand(2))? D11+2 : D11-1),5,2],[=((rand(2))? E11+2 : E11-1),7,2],[=((rand(2))? F11+2 : F11-1),6,2],[=((rand(2))? G11+2 : G11-1),8,2],[=((rand(2))? H11+2 : H11-1),7,2],[=((rand(2))? I11+2 : I11-1),6,2],[=((rand(2))? J11+2 : J11-1),8,2],[=L10+1,0,2],[=count_eq(L11,(K$0):(K$32)),0,2],[=pnt(pnt[group[L11,L11+(i)*M11],131072]),pnt(pnt[group[0,0],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A12+2 : A12-1),2,2],[=((rand(2))? B12+2 : B12-1),4,2],[=((rand(2))? C12+2 : C12-1),3,2],[=((rand(2))? D12+2 : D12-1),5,2],[=((rand(2))? E12+2 : E12-1),4,2],[=((rand(2))? F12+2 : F12-1),3,2],[=((rand(2))? G12+2 : G12-1),2,2],[=((rand(2))? H12+2 : H12-1),1,2],[=((rand(2))? I12+2 : I12-1),3,2],[=((rand(2))? J12+2 : J12-1),5,2],[=L11+1,1,2],[=count_eq(L12,(K$0):(K$32)),0,2],[=pnt(pnt[group[L12,L12+(i)*M12],131072]),pnt(pnt[group[1,1],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A13+2 : A13-1),2,2],[=((rand(2))? B13+2 : B13-1),1,2],[=((rand(2))? C13+2 : C13-1),3,2],[=((rand(2))? D13+2 : D13-1),2,2],[=((rand(2))? E13+2 : E13-1),1,2],[=((rand(2))? F13+2 : F13-1),3,2],[=((rand(2))? G13+2 : G13-1),5,2],[=((rand(2))? H13+2 : H13-1),7,2],[=((rand(2))? I13+2 : I13-1),6,2],[=((rand(2))? J13+2 : J13-1),8,2],[=L12+1,2,2],[=count_eq(L13,(K$0):(K$32)),8,2],[=pnt(pnt[group[L13,L13+(i)*M13],131072]),pnt(pnt[group[2,2+8*i],131072]),2],[=segment(L13+0.3,L13+0.3+(i)*binomial(10,4,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[2.3,2.3+6.767578125*i],65537]),2]],[[0,0,2],[=((rand(2))? A14+2 : A14-1),2,2],[=((rand(2))? B14+2 : B14-1),1,2],[=((rand(2))? C14+2 : C14-1),3,2],[=((rand(2))? D14+2 : D14-1),5,2],[=((rand(2))? E14+2 : E14-1),4,2],[=((rand(2))? F14+2 : F14-1),6,2],[=((rand(2))? G14+2 : G14-1),5,2],[=((rand(2))? H14+2 : H14-1),7,2],[=((rand(2))? I14+2 : I14-1),9,2],[=((rand(2))? J14+2 : J14-1),11,2],[=L13+1,3,2],[=count_eq(L14,(K$0):(K$32)),0,2],[=pnt(pnt[group[L14,L14+(i)*M14],131072]),pnt(pnt[group[3,3],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A15+2 : A15-1),-1,2],[=((rand(2))? B15+2 : B15-1),-2,2],[=((rand(2))? C15+2 : C15-1),-3,2],[=((rand(2))? D15+2 : D15-1),-1,2],[=((rand(2))? E15+2 : E15-1),1,2],[=((rand(2))? F15+2 : F15-1),0,2],[=((rand(2))? G15+2 : G15-1),2,2],[=((rand(2))? H15+2 : H15-1),1,2],[=((rand(2))? I15+2 : I15-1),3,2],[=((rand(2))? J15+2 : J15-1),5,2],[=L14+1,4,2],[=count_eq(L15,(K$0):(K$32)),0,2],[=pnt(pnt[group[L15,L15+(i)*M15],131072]),pnt(pnt[group[4,4],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A16+2 : A16-1),2,2],[=((rand(2))? B16+2 : B16-1),1,2],[=((rand(2))? C16+2 : C16-1),3,2],[=((rand(2))? D16+2 : D16-1),5,2],[=((rand(2))? E16+2 : E16-1),4,2],[=((rand(2))? F16+2 : F16-1),3,2],[=((rand(2))? G16+2 : G16-1),5,2],[=((rand(2))? H16+2 : H16-1),7,2],[=((rand(2))? I16+2 : I16-1),6,2],[=((rand(2))? J16+2 : J16-1),5,2],[=L15+1,5,2],[=count_eq(L16,(K$0):(K$32)),9,2],[=pnt(pnt[group[L16,L16+(i)*M16],131072]),pnt(pnt[group[5,5+9*i],131072]),2],[=segment(L16+0.3,L16+0.3+(i)*binomial(10,5,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[5.3,5.3+8.12109375*i],65537]),2]],[[0,0,2],[=((rand(2))? A17+2 : A17-1),2,2],[=((rand(2))? B17+2 : B17-1),4,2],[=((rand(2))? C17+2 : C17-1),3,2],[=((rand(2))? D17+2 : D17-1),5,2],[=((rand(2))? E17+2 : E17-1),4,2],[=((rand(2))? F17+2 : F17-1),3,2],[=((rand(2))? G17+2 : G17-1),5,2],[=((rand(2))? H17+2 : H17-1),7,2],[=((rand(2))? I17+2 : I17-1),9,2],[=((rand(2))? J17+2 : J17-1),8,2],[=L16+1,6,2],[=count_eq(L17,(K$0):(K$32)),0,2],[=pnt(pnt[group[L17,L17+(i)*M17],131072]),pnt(pnt[group[6,6],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A18+2 : A18-1),-1,2],[=((rand(2))? B18+2 : B18-1),-2,2],[=((rand(2))? C18+2 : C18-1),0,2],[=((rand(2))? D18+2 : D18-1),2,2],[=((rand(2))? E18+2 : E18-1),1,2],[=((rand(2))? F18+2 : F18-1),3,2],[=((rand(2))? G18+2 : G18-1),2,2],[=((rand(2))? H18+2 : H18-1),1,2],[=((rand(2))? I18+2 : I18-1),3,2],[=((rand(2))? J18+2 : J18-1),5,2],[=L17+1,7,2],[=count_eq(L18,(K$0):(K$32)),0,2],[=pnt(pnt[group[L18,L18+(i)*M18],131072]),pnt(pnt[group[7,7],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A19+2 : A19-1),2,2],[=((rand(2))? B19+2 : B19-1),1,2],[=((rand(2))? C19+2 : C19-1),3,2],[=((rand(2))? D19+2 : D19-1),5,2],[=((rand(2))? E19+2 : E19-1),7,2],[=((rand(2))? F19+2 : F19-1),6,2],[=((rand(2))? G19+2 : G19-1),8,2],[=((rand(2))? H19+2 : H19-1),7,2],[=((rand(2))? I19+2 : I19-1),6,2],[=((rand(2))? J19+2 : J19-1),8,2],[=L18+1,8,2],[=count_eq(L19,(K$0):(K$32)),7,2],[=pnt(pnt[group[L19,L19+(i)*M19],131072]),pnt(pnt[group[8,8+7*i],131072]),2],[=segment(L19+0.3,L19+0.3+(i)*binomial(10,6,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[8.3,8.3+6.767578125*i],65537]),2]],[[0,0,2],[=((rand(2))? A20+2 : A20-1),-1,2],[=((rand(2))? B20+2 : B20-1),-2,2],[=((rand(2))? C20+2 : C20-1),0,2],[=((rand(2))? D20+2 : D20-1),-1,2],[=((rand(2))? E20+2 : E20-1),-2,2],[=((rand(2))? F20+2 : F20-1),0,2],[=((rand(2))? G20+2 : G20-1),2,2],[=((rand(2))? H20+2 : H20-1),1,2],[=((rand(2))? I20+2 : I20-1),0,2],[=((rand(2))? J20+2 : J20-1),2,2],[=L19+1,9,2],[=count_eq(L20,(K$0):(K$32)),0,2],[=pnt(pnt[group[L20,L20+(i)*M20],131072]),pnt(pnt[group[9,9],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A21+2 : A21-1),-1,2],[=((rand(2))? B21+2 : B21-1),-2,2],[=((rand(2))? C21+2 : C21-1),0,2],[=((rand(2))? D21+2 : D21-1),2,2],[=((rand(2))? E21+2 : E21-1),4,2],[=((rand(2))? F21+2 : F21-1),3,2],[=((rand(2))? G21+2 : G21-1),2,2],[=((rand(2))? H21+2 : H21-1),1,2],[=((rand(2))? I21+2 : I21-1),0,2],[=((rand(2))? J21+2 : J21-1),-1,2],[=L20+1,10,2],[=count_eq(L21,(K$0):(K$32)),0,2],[=pnt(pnt[group[L21,L21+(i)*M21],131072]),pnt(pnt[group[10,10],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A22+2 : A22-1),-1,2],[=((rand(2))? B22+2 : B22-1),1,2],[=((rand(2))? C22+2 : C22-1),0,2],[=((rand(2))? D22+2 : D22-1),-1,2],[=((rand(2))? E22+2 : E22-1),-2,2],[=((rand(2))? F22+2 : F22-1),0,2],[=((rand(2))? G22+2 : G22-1),-1,2],[=((rand(2))? H22+2 : H22-1),-2,2],[=((rand(2))? I22+2 : I22-1),-3,2],[=((rand(2))? J22+2 : J22-1),-4,2],[=L21+1,11,2],[=count_eq(L22,(K$0):(K$32)),2,2],[=pnt(pnt[group[L22,L22+(i)*M22],131072]),pnt(pnt[group[11,11+2*i],131072]),2],[=segment(L22+0.3,L22+0.3+(i)*binomial(10,7,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[11.3,11.3+3.8671875*i],65537]),2]],[[0,0,2],[=((rand(2))? A23+2 : A23-1),-1,2],[=((rand(2))? B23+2 : B23-1),-2,2],[=((rand(2))? C23+2 : C23-1),-3,2],[=((rand(2))? D23+2 : D23-1),-4,2],[=((rand(2))? E23+2 : E23-1),-2,2],[=((rand(2))? F23+2 : F23-1),-3,2],[=((rand(2))? G23+2 : G23-1),-1,2],[=((rand(2))? H23+2 : H23-1),1,2],[=((rand(2))? I23+2 : I23-1),0,2],[=((rand(2))? J23+2 : J23-1),-1,2],[=L22+1,12,2],[=count_eq(L23,(K$0):(K$32)),0,2],[=pnt(pnt[group[L23,L23+(i)*M23],131072]),pnt(pnt[group[12,12],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A24+2 : A24-1),-1,2],[=((rand(2))? B24+2 : B24-1),1,2],[=((rand(2))? C24+2 : C24-1),0,2],[=((rand(2))? D24+2 : D24-1),2,2],[=((rand(2))? E24+2 : E24-1),1,2],[=((rand(2))? F24+2 : F24-1),3,2],[=((rand(2))? G24+2 : G24-1),5,2],[=((rand(2))? H24+2 : H24-1),4,2],[=((rand(2))? I24+2 : I24-1),6,2],[=((rand(2))? J24+2 : J24-1),8,2],[=L23+1,13,2],[=count_eq(L24,(K$0):(K$32)),0,2],[=pnt(pnt[group[L24,L24+(i)*M24],131072]),pnt(pnt[group[13,13],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A25+2 : A25-1),-1,2],[=((rand(2))? B25+2 : B25-1),-2,2],[=((rand(2))? C25+2 : C25-1),-3,2],[=((rand(2))? D25+2 : D25-1),-1,2],[=((rand(2))? E25+2 : E25-1),-2,2],[=((rand(2))? F25+2 : F25-1),0,2],[=((rand(2))? G25+2 : G25-1),-1,2],[=((rand(2))? H25+2 : H25-1),1,2],[=((rand(2))? I25+2 : I25-1),3,2],[=((rand(2))? J25+2 : J25-1),2,2],[=L24+1,14,2],[=count_eq(L25,(K$0):(K$32)),1,2],[=pnt(pnt[group[L25,L25+(i)*M25],131072]),pnt(pnt[group[14,14+i],131072]),2],[=segment(L25+0.3,L25+0.3+(i)*binomial(10,8,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[14.3,14.3+1.4501953125*i],65537]),2]],[[0,0,2],[=((rand(2))? A26+2 : A26-1),2,2],[=((rand(2))? B26+2 : B26-1),4,2],[=((rand(2))? C26+2 : C26-1),6,2],[=((rand(2))? D26+2 : D26-1),8,2],[=((rand(2))? E26+2 : E26-1),7,2],[=((rand(2))? F26+2 : F26-1),9,2],[=((rand(2))? G26+2 : G26-1),11,2],[=((rand(2))? H26+2 : H26-1),10,2],[=((rand(2))? I26+2 : I26-1),9,2],[=((rand(2))? J26+2 : J26-1),11,2],[=L25+1,15,2],[=count_eq(L26,(K$0):(K$32)),0,2],[=pnt(pnt[group[L26,L26+(i)*M26],131072]),pnt(pnt[group[15,15],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A27+2 : A27-1),2,2],[=((rand(2))? B27+2 : B27-1),1,2],[=((rand(2))? C27+2 : C27-1),0,2],[=((rand(2))? D27+2 : D27-1),2,2],[=((rand(2))? E27+2 : E27-1),1,2],[=((rand(2))? F27+2 : F27-1),0,2],[=((rand(2))? G27+2 : G27-1),2,2],[=((rand(2))? H27+2 : H27-1),1,2],[=((rand(2))? I27+2 : I27-1),0,2],[=((rand(2))? J27+2 : J27-1),2,2],[=L26+1,16,2],[=count_eq(L27,(K$0):(K$32)),0,2],[=pnt(pnt[group[L27,L27+(i)*M27],131072]),pnt(pnt[group[16,16],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A28+2 : A28-1),2,2],[=((rand(2))? B28+2 : B28-1),4,2],[=((rand(2))? C28+2 : C28-1),3,2],[=((rand(2))? D28+2 : D28-1),5,2],[=((rand(2))? E28+2 : E28-1),7,2],[=((rand(2))? F28+2 : F28-1),6,2],[=((rand(2))? G28+2 : G28-1),5,2],[=((rand(2))? H28+2 : H28-1),7,2],[=((rand(2))? I28+2 : I28-1),9,2],[=((rand(2))? J28+2 : J28-1),8,2],[=L27+1,17,2],[=count_eq(L28,(K$0):(K$32)),1,2],[=pnt(pnt[group[L28,L28+(i)*M28],131072]),pnt(pnt[group[17,17+i],131072]),2],[=segment(L28+0.3,L28+0.3+(i)*binomial(10,9,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[17.3,17.3+0.322265625*i],65537]),2]],[[0,0,2],[=((rand(2))? A29+2 : A29-1),2,2],[=((rand(2))? B29+2 : B29-1),4,2],[=((rand(2))? C29+2 : C29-1),3,2],[=((rand(2))? D29+2 : D29-1),5,2],[=((rand(2))? E29+2 : E29-1),4,2],[=((rand(2))? F29+2 : F29-1),3,2],[=((rand(2))? G29+2 : G29-1),2,2],[=((rand(2))? H29+2 : H29-1),1,2],[=((rand(2))? I29+2 : I29-1),3,2],[=((rand(2))? J29+2 : J29-1),5,2],[=L28+1,18,2],[=count_eq(L29,(K$0):(K$32)),0,2],[=pnt(pnt[group[L29,L29+(i)*M29],131072]),pnt(pnt[group[18,18],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A30+2 : A30-1),2,2],[=((rand(2))? B30+2 : B30-1),1,2],[=((rand(2))? C30+2 : C30-1),0,2],[=((rand(2))? D30+2 : D30-1),2,2],[=((rand(2))? E30+2 : E30-1),1,2],[=((rand(2))? F30+2 : F30-1),3,2],[=((rand(2))? G30+2 : G30-1),2,2],[=((rand(2))? H30+2 : H30-1),4,2],[=((rand(2))? I30+2 : I30-1),6,2],[=((rand(2))? J30+2 : J30-1),5,2],[=L29+1,19,2],[=count_eq(L30,(K$0):(K$32)),0,2],[=pnt(pnt[group[L30,L30+(i)*M30],131072]),pnt(pnt[group[19,19],131072]),2],["","",2]],[[0,0,2],[=((rand(2))? A31+2 : A31-1),2,2],[=((rand(2))? B31+2 : B31-1),4,2],[=((rand(2))? C31+2 : C31-1),6,2],[=((rand(2))? D31+2 : D31-1),8,2],[=((rand(2))? E31+2 : E31-1),7,2],[=((rand(2))? F31+2 : F31-1),9,2],[=((rand(2))? G31+2 : G31-1),8,2],[=((rand(2))? H31+2 : H31-1),10,2],[=((rand(2))? I31+2 : I31-1),12,2],[=((rand(2))? J31+2 : J31-1),14,2],[=L30+1,20,2],[=count_eq(L31,(K$0):(K$32)),0,2],[=pnt(pnt[group[L31,L31+(i)*M31],131072]),pnt(pnt[group[20,20],131072]),2],[=segment(L20+0.3,L20+0.3+(i)*binomial(10,0,0.5)*33,'affichage'=(rouge+line_width_2)),pnt(pnt[group[9.3,9.3+0.0322265625*i],65537]),2]],[[0,0,2],[=((rand(2))? A32+2 : A32-1),2,2],[=((rand(2))? B32+2 : B32-1),4,2],[=((rand(2))? C32+2 : C32-1),6,2],[=((rand(2))? D32+2 : D32-1),8,2],[=((rand(2))? E32+2 : E32-1),10,2],[=((rand(2))? F32+2 : F32-1),12,2],[=((rand(2))? G32+2 : G32-1),11,2],[=((rand(2))? H32+2 : H32-1),13,2],[=((rand(2))? I32+2 : I32-1),15,2],[=((rand(2))? J32+2 : J32-1),17,2],[0,0,2],[0,0,2],["","",2],["","",2]]]
,
// fltk N4xcas10Log_OutputE 32 645 1061 0 25

]
,
// fltk 7Fl_Tile 32 647 1061 424 25
[
// fltk N4xcas19Multiline_Input_tabE 32 647 1061 363 25

,
// fltk N4xcas10Log_OutputE 32 1010 1061 4 25

,
// fltk N4xcas8EquationE 32 1014 1061 57 25
1
]
,
// fltk 7Fl_Tile 32 1073 1061 360 25
[
// fltk N4xcas19Multiline_Input_tabE 32 1073 1061 359 25

,
// fltk N4xcas10Log_OutputE 32 1432 1061 1 25

]