!set gl_type=dynamic
!set gl_title=Vecteur normal  un plan (exemple)
!set ggbBase64=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

!readproc slib/geo2D/geogebra ggbBase64=$ggbBase64\
  width=700\
  height=400\
  enableRightClick=false\
  showAlgebraInput=false\
  borderColor=#FFFFFF\
  enable3d=true\
  number=1;

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