!set gl_type=dynamic
!set gl_title=Reprsentation paramtrique d'une droite de l'espace (exemple)
!set ggbBase64=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

!readproc slib/geo2D/geogebra ggbBase64=$ggbBase64\
  width=700\
  height=500\
  enableRightClick=false\
  showAlgebraInput=false\
  borderColor=#FFFFFF\
  enable3d=true\
  number=1;

<div class="wimscenter">
  $slib_out
</div>