OPTI 'DIME' 2 'ELEM' 'TRI3';

LX1p = 4.;
LX1 = 20.;
LY1 = 5.;
LY1t = 3.;
N1 = 5;

LX0 = (LX1 * N1) + (LX1p * (N1+1));

LX2 = 21.;
LY2 = 10.;
LY2t = 3.;
N2 = N1;
LX2p = (LX0 - (N2 * LX2)) / (N2 + 1);

LX3 = 5.;
LY3 = 2.;
LY3t = 4.;
N3 = N2 * 3;
LX3p = (LX0 - (N3 * LX3)) / (N3 + 1);

Y1 = LY1 + (LX1/2) + LY1t;
Y2 = Y1 + LY2 + (LX2/2) + LY2t;
Y3 = Y2 + LY3 + (LX3/2) + LY3t;

DENSITE 1;

P0 = (0.-LX1p) 0.;
PB = 0. 0.;
LI = D P0 PB;
BL1 = D P0 PB;
I = 0;
REPETER BOUCLE1;
	SI (I < N1);
		PA = PB;
		PB = (I * (LX1p+LX1)) LY1;
		LI = LI ET (D PA PB);

		PA = PB;
		PB = (I * (LX1p+LX1) + LX1) LY1;
		LI = LI ET (C PASS PA ((I * (LX1p+LX1) + (LX1/2)) (LY1+(LX1/2))) PB);

		PA = PB;
		PB = (I * (LX1p+LX1) + LX1) 0.;
		LI = LI ET (D PA PB);

		PA = PB;
		PB = (I * (LX1p+LX1) + LX1 + LX1p) 0.;
		LI = LI ET (D PA PB);
		BL1 = BL1 ET (D PA PB);

		I = I + 1;
	SINON;
		QUITTER BOUCLE1;
	FINSI;
FIN BOUCLE1;
PA = PB;
PB = (I * (LX1p+LX1)) (LY1 + (LX1/2));
LI = LI ET (D PA PB);

PA = PB;
PB = (I * (LX1p+LX1)) Y3;
LI = LI ET (D PA PB);

PA = PB;
PB = (0.-LX1p) Y3;
LI = LI ET (D PA PB);

LI = LI ET (D PB P0);

TR2 = LI;
I = N2-1;
REPETER BOUCLE2;
	SI (I >EG 0);
		PB = (I * (LX2p+LX2) + LX2p - LX1p) Y1;
		PA = (I * (LX2p+LX2) + LX2 + LX2p - LX1p) Y1;
		TRx = D PA PB;
	
		PA = PB;
		PB = (I * (LX2p+LX2) + LX2p - LX1p) (Y1+LY2);
		TRx = TRx ET (D PA PB);

		PA = PB;
		PB = (I * (LX2p+LX2) + LX2 + LX2p - LX1p) (Y1+LY2);
		TRx = TRx ET (C PASS PA ((I * (LX2p+LX2) + (LX2/2) + LX2p - LX1p) (Y1+LY2+(LX2/2))) PB);

		PA = PB;
		PB = (I * (LX2p+LX2) + LX2 + LX2p - LX1p) Y1;
		TRx = TRx ET (D PA PB);

		TR2 = TR2 ET TRx;
		I = I - 1;
	SINON;
		QUITTER BOUCLE2;
	FINSI;
FIN BOUCLE2;

I = N3-1;
REPETER BOUCLE3;
	SI (I >EG 0);
		PB = (I * (LX3p+LX3) - LX1p + LX3p) Y2;
		PA = (I * (LX3p+LX3) + LX3 - LX1p + LX3p) Y2;
		TRx = D PA PB;
	
		PA = PB;
		PB = (I * (LX3p+LX3) - LX1p + LX3p) (Y2+LY3);
		TRx = TRx ET (D PA PB);

		PA = PB;
		PB = (I * (LX3p+LX3) + LX3 - LX1p + LX3p) (Y2+LY3);
		TRx = TRx ET (C PASS PA ((I * (LX3p+LX3) + (LX3/2) - LX1p + LX3p) (Y2+LY3+(LX3/2))) PB);

		PA = PB;
		PB = (I * (LX3p+LX3) + LX3 - LX1p + LX3p) Y2;
		TRx = TRx ET (D PA PB);

		TR2 = TR2 ET TRx;
		I = I - 1;
	SINON;
		QUITTER BOUCLE3;
	FINSI;
FIN BOUCLE3;

ELIM TR2 .1;
TRAC TR2;

SU = SURF TR2;
ELIM SU .01;
TRAC SU;

OPTI 'SAUV' 'MAILLAGE.sauv';
SAUV;

FIN;