diff --git a/MoodleDocs/FondamentauxASM.pdf b/MoodleDocs/FondamentauxASM.pdf
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diff --git a/MoodleDocs/PM0056.pdf b/MoodleDocs/PM0056.pdf
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diff --git a/MoodleDocs/PjtKEIL_StepSon.zip b/MoodleDocs/PjtKEIL_StepSon.zip
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diff --git a/MoodleDocs/Signal.m b/MoodleDocs/Signal.m
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+++ b/MoodleDocs/Signal.m
@@ -0,0 +1,38 @@
+clc
+clear
+
+N = input('Nombre d''échantilllons pour ce signal : ');
+Frel = input('Fréquence normalisée (nombre de périodes dans la durée totale) : ');
+Ph0 = input('Phase a l''origine (en degrés) : ');
+Ph0 = Ph0 * pi / 180.0; % a present en radian
+
+Ampl = 2048;
+Offset = 2048;
+%% Création du fichier .asm
+
+fileID = fopen(['Signal.asm'], 'w');
+fprintf(fileID,'\tAREA Signal, DATA, READONLY\n');
+fprintf(fileID,'\texport LeSignal\n');
+
+fprintf(fileID,'LeSignal\n');
+
+for  i = 1: N
+     % fonction a modifier en fonction des besoins
+     Sig(i) = Offset + Ampl * cos( 2*pi*Frel*(i-1)/N + Ph0 );
+     % arrondi
+     iSig = int16(Sig(i));
+     % bornage du signal similaire a la sortie brute de l'ADC 12 bits
+     if ( iSig < 0 )
+         iSig = 0;
+     end
+     if ( iSig > 4095 )
+         iSig = 4095;
+     end
+     
+     fprintf(fileID,'\tDCW\t0x%04x\t; %2d %4d  %7.5f\n',iSig, i-1, iSig, double(iSig) / 4096.0 );
+
+end
+
+fprintf(fileID,'\tEND\n');
+fclose(fileID);
+plot(Sig);
\ No newline at end of file
diff --git a/MoodleDocs/StepDebute_1.pdf b/MoodleDocs/StepDebute_1.pdf
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diff --git a/MoodleDocs/StepDebute_2.pdf b/MoodleDocs/StepDebute_2.pdf
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diff --git a/MoodleDocs/Step_DFT.pdf b/MoodleDocs/Step_DFT.pdf
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diff --git a/MoodleDocs/Step_Jeu_Son.pdf b/MoodleDocs/Step_Jeu_Son.pdf
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diff --git a/MoodleDocs/liensUtiles.txt b/MoodleDocs/liensUtiles.txt
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index 0000000..e69de29
diff --git a/rapport.md b/rapport.md
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index db074e3..0000000
--- a/rapport.md
+++ /dev/null
@@ -1,20 +0,0 @@
-# Rapport CHTI de NOM1 et NOM2 grpX
-
-
-Si vous éditez ce rapport avec visual code studio faites CTRL+K V pour visualiser.
-
-> TODO  Changez vos nomsdans le titres
-
-Un exemple de [lien interne vers README](README)
-
-D'équation latex $\hat{S}[n] = \sum s[k] e^{i.\omega.k T_e. n \frac{F_e}{M}}$
-
-Ce lien externe [vers une doc de markdown](https://www.markdownguide.org)
-
-
-# Signal
-
-
-# Elec
-
-# Logiciel