!set gl_type=dynamic
!set gl_title=Cosinus et sinus d'un nombre rel (exemple)
!set ggbBase64=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

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

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