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# #
# M O N D E S M U L T I P L E S D E H U G H E V E R E T T : #
# #
# #
# Author of '$xiirv/.TREE.G3.1.$U' : #
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# Jean-Francois COLONNA (LACTAMME, 20240909114139). #
# #
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$Z SformatI
$Z ext Pud
$Z execRVB $xci/neutre$X \
$Z A=$_____ImageA%s \
$Z R=$xTV/UNIV.01%s \
$Z $formatI
$Z execRVB $xci/format.01$X \
$Z A=$xTV/UNIV.01%s \
$Z $formatI \
$Z mode=7 \
$Z R=$xTV/UNIV.01%s \
$Z $sformatIR
$Z RformatI
$Z set NPointsX=`$CA $_____FCoordonnees$COORD_X | $WCl`
$Z set NPointsY=`$CA $_____FCoordonnees$COORD_Y | $WCl`
$Z set NPoints_=`$xcg/MIN2.01$X x=$NPointsX y=$NPointsY signe="$K_VIDE"`
$Z @ NSegments = $NPoints_ / 2
$Z set LPointsX=`$CA $_____FCoordonnees$COORD_X`
$Z set LPointsY=`$CA $_____FCoordonnees$COORD_Y`
$Z execRVB $xci/init$X \
$Z n=$NOIR \
$Z R=$xTV/UNIV.02%s \
$Z $formatI
$Z set P_1=0.4
$Z set P_2=`calcul 1-$P_1`
$Z set index=1
$Z set CoMpTeUr=1
$Z while ($CoMpTeUr <= $NSegments)
$Z @ index1 = $index + 0
$Z @ index2 = $index + 1
$Z set PointsX=`calcul (($P_1*($LPointsX[$index1]))+($P_2*($LPointsX[$index2])))-0.5`
$Z set PointsY=`calcul (($P_1*($LPointsY[$index1]))+($P_2*($LPointsY[$index2])))-0.5`
#20240911101803____:$Z execRVB "$xci/move$X \ #
#20240911101803____:$Z A=$xTV/UNIV.01%s \ #
#20240911101803____:$Z thA=FAUX thR=FAUX xR=$PointsX \ #
#20240911101803____:$Z tvA=FAUX tvR=FAUX yR=$PointsY \ #
#20240911101803____:$Z $formatI | \ #
#20240911101803____:$Z $xci/cache$X \ #
#20240911101803____:$Z A=$xTV/UNIV.02%s \ #
#20240911101803____:$Z R=$xTV/UNIV.02%s \ #
#20240911101803____:$Z $formatI" #
$Z execRVB "$xci/move$X \
$Z A=$xTV/UNIV.01%s \
$Z thA=FAUX thR=FAUX xR=$PointsX \
$Z tvA=FAUX tvR=FAUX yR=$PointsY \
$Z $formatI | \
$Z $xci/cache$X \
$Z A=$xTV/UNIV.02%s \
$Z anti_aliasing=VRAI \
$Z R=$xTV/UNIV.02%s \
$Z $formatI"
$Z @ CoMpTeUr = $CoMpTeUr + 1
$Z @ index = $index + 2
$Z end
#20240911101803____:$Z execRVB $xci/cache$X \ #
#20240911101803____:$Z A=$_____ImageR%s \ #
#20240911101803____:$Z M=$xTV/UNIV.02%s \ #
#20240911101803____:$Z R=$_____ImageR%s \ #
#20240911101803____:$Z $formatI #
$Z execRVB $xci/cache$X \
$Z A=$_____ImageR%s \
$Z M=$xTV/UNIV.02%s \
$Z anti_aliasing=VRAI \
$Z R=$_____ImageR%s \
$Z $formatI
Copyright © Jean-François COLONNA, 2024-2024.
Copyright © CMAP (Centre de Mathématiques APpliquées) UMR CNRS 7641 / École polytechnique, Institut Polytechnique de Paris, 2024-2024.