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Chauvet STRIKE Array 2 (Chauvet_STRIKE Array 2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="STRIKE Array 2" ShortName="STRIKE Ar2" Company="Chauvet" Version="3">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>796db7de-e2e3-4b6c-9dec-60a7fae3cca3</Thumbnail>
  <History Date="20-06-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="18-10-23" Author="Nic Morris" Comment="Updated in line with latest charts (rev 3.  Adds 9 channel modes)" Version="2" />
  <History Date="19-10-23" Author="Nic Morris" Comment="Added Atlabase ID for 9 channel mode." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="26f40777-482f-452b-910a-8f2f849e6306" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Red_Shift" Name="Red Shift" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="On" Display="'On'" Dmx="0~0" />
      <Function ID="2" Name="Off" Display="'Off'" Dmx="255~255" />
    </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="11~132" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="133~255" />
    </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="Auto 1" Display="'Auto 1 %.f%%',0~100" Dmx="11~40" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2 %.f%%',0~100" Dmx="41~80" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3 %.f%%',0~100" Dmx="81~120" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4 %.f%%',0~100" Dmx="121~160" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5 %.f%%',0~100" Dmx="161~200" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6 %.f%%',0~100" Dmx="201~240" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Dim Spd Linear" Display="'Dim Spd Linear'" Dmx="52~101" />
      <Function ID="3" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="102~152" />
      <Function ID="4" Name="Dim Spd Med" Display="'Dim Spd Med'" Dmx="153~203" />
      <Function ID="5" Name="Dim Spd Slow" Display="'Dim Spd Slow'" Dmx="204~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9" Id="1aeb3809-6477-419e-bf87-34c7f7ed9dc8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="7a971a36-8c94-4789-93eb-72975978676e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="Amber" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
        <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="WA cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="WA cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="ca82fb89-7062-4c5b-a579-4fd329272d0f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0f65ff94-791e-44eb-9147-0c5f72a8c4fb" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
        <Attribute ID="Red_Shift" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="d3dd31fa-291b-42f8-9065-07e1edcda739">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9c4a6188-c011-4485-9dba-e4ee4a0aacf0" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red_Shift" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="45784298-ce83-46dd-97d1-617313f5870a">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="1f3d1db3-85fe-476c-ad42-bf965e9d5c94" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red_Shift" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="4f1907b8-7031-4f3a-8bdf-940fb34239ae">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0eae94ab-4408-4827-8851-4308acb3312d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red_Shift" ChannelOffset="2" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="3" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2" Id="ac991424-f4d0-4869-8f45-8c512b9e6ded">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ee682042-cb57-47bb-843a-13672c0fe03b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="1 DMX" Channels="1" Id="14cbed24-cc61-4dd7-9a19-b92e87980ad8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="908f2ebb-5397-4cc2-b610-0f0e51c835d6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="477ed269-eb81-429d-83be-76f08534f27e">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="WA cell" Channels="2" Hidden="True" Id="8ab382f0-854d-431f-aa9c-9347247a1690">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="White" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Dim Spd Linear">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Med">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Slow">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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  </swatchLibrary>
</Fixture>