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Showtec Wipe Out 9W (Showtec_Wipe Out 9W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Wipe Out 9W" ShortName="WipeOut 9W" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>064ce334-609a-49d1-9229-c62212f62590</Thumbnail>
  <History Date="03-07-16" Author="Nic Morris" Comment="Created" />
  <History Date="18-07-19" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0e3a243a-94ca-4507-b4c6-196accaf6f66" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="20~29" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="30~39" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="40~49" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="50~59" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="60~69" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="70~79" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="80~89" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="90~99" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="100~109" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="110~119" />
      <Function ID="12" Name="Off" Display="'Off'" Dmx="120~139" />
      <Function ID="13" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="140~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="15~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="SHWOUT9W" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="bcf12fb0-a363-45ae-acfa-7c64028cf608" />
    <Include>
      <Attribute ID="Auto" ChannelOffset="1" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ebd67763-6ad1-4a55-9253-06bf2ef2901f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt Cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="Tilt Cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="6" ModeLink="Dim Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="7" ModeLink="Dim Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="8" ModeLink="Dim Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="9" ModeLink="Dim Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="LED 5" ChannelOffset="10" ModeLink="Dim Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="LED 6" ChannelOffset="11" ModeLink="Dim Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 7" ChannelOffset="12" ModeLink="Dim Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 8" ChannelOffset="13" ModeLink="Dim Cell" X="0" Y="9">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="af4393bb-edc6-4b5e-9d7b-04d70db32a48" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="14" Wheel="4" />
        <Attribute ID="Auto" ChannelOffset="15" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="16" Wheel="23" />
        <Attribute ID="Shutter" ChannelOffset="17" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt Cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="Tilt Cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="6" ModeLink="Dim Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="7" ModeLink="Dim Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="8" ModeLink="Dim Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="9" ModeLink="Dim Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="LED 5" ChannelOffset="10" ModeLink="Dim Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="LED 6" ChannelOffset="11" ModeLink="Dim Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 7" ChannelOffset="12" ModeLink="Dim Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 8" ChannelOffset="13" ModeLink="Dim Cell" X="0" Y="9">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim Cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Tilt Cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>