!set gl_type=dynamic
!set gl_title=Bissectrice d'un angle (exemple 1)
!set gl_renew=0
!set ggbBase64=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

!readproc slib/geo2D/geogebra ggbBase64=$ggbBase64\
  width=700\
  height=250\
  enableRightClick=false\
  showAlgebraInput=false\
  borderColor=#FFFFFF\
  number=1;

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