' IMG
!function $WebRiskIMG($scale)
    !return "<img data:image/png;base64,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{scale="+$scale+"}>"
!endfunction


' Entity
!procedure WebRisk(e_alias, e_label)
    GCEntity(e_alias, e_label, WebRisk, WebRisk)
!endprocedure

!procedure WebRisk(e_alias, e_label, e_descr)
    GCEntity(e_alias, e_label, e_descr, WebRisk, WebRisk)
!endprocedure

$GCDefineEntityStyle(WebRisk)


' Participant
!procedure WebRiskParticipant(p_alias, p_label)
    GCParticipant(p_alias, p_label, WebRisk, WebRisk)
!endprocedure

!procedure WebRiskParticipant(p_alias, p_label, p_descr)
    GCParticipant(p_alias, p_label, p_descr, WebRisk, WebRisk)
!endprocedure

$GCDefineParticipantStyle(WebRisk)


' Group
!procedure WebRiskGroup(g_alias, g_label="")
    $GCDefineGroup(g_alias, g_label, WebRisk, WebRiskGroup)
!endprocedure

!procedure WebRiskGroup(g_alias, g_label="")
    $GCDefineGroup(g_alias, g_label, WebRisk, WebRiskGroup)
!endprocedure

$GCDefineGroupStyle(WebRiskGroup)
