!set gl_type=dynamic
!set gl_title=Vecteur directeur 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>