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Varytec Hero Wash 300 TW (Varytec_Hero Wash 300 TW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Hero Wash 300 TW" ShortName="HroWs300TW" Company="Varytec" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>d319abe9-3796-46aa-845a-52b2972b0d3f</Thumbnail>
  <History Date="03-03-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="04-03-23" Author="Nic Morris" Comment="Corrected name from Hero Wash 300 WW to Hero Wash 300 TW" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c96243d9-3f5e-4c4c-85a9-c048dde20a96" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <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="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="201~250" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="11~80" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="81~140" />
      <Function ID="6" Name="Impulse" Display="'Impulse %.f%%',0~100" Dmx="141~200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold 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="200,200,255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm 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="255,240,200" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="CTO C-Mix" Display="'%.fK',2500~6100" Dmx="10~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Static 1" Display="'Static 1'" Dmx="6~15" />
      <Function ID="3" Name="Static 2" Display="'Static 2'" Dmx="16~25" />
      <Function ID="4" Name="Static 3" Display="'Static 3'" Dmx="26~35" />
      <Function ID="5" Name="Static 4" Display="'Static 4'" Dmx="36~45" />
      <Function ID="6" Name="Static 5" Display="'Static 5'" Dmx="46~55" />
      <Function ID="7" Name="Static 6" Display="'Static 6'" Dmx="56~65" />
      <Function ID="8" Name="Dynamic 7" Display="'Dynamic 7'" Dmx="76~90" />
      <Function ID="9" Name="Dynamic 8" Display="'Dynamic 8'" Dmx="91~105" />
      <Function ID="10" Name="Dynamic 9" Display="'Dynamic 9'" Dmx="106~120" />
      <Function ID="11" Name="Dynamic 10" Display="'Dynamic 10'" Dmx="121~135" />
      <Function ID="12" Name="Dynamic 11" Display="'Dynamic 11'" Dmx="136~150" />
      <Function ID="13" Name="Dynamic 12" Display="'Dynamic 12'" Dmx="151~165" />
      <Function ID="14" Name="Dynamic 13" Display="'Dynamic 13'" Dmx="166~180" />
      <Function ID="15" Name="Dynamic 14" Display="'Dynamic 14'" Dmx="181~195" />
      <Function ID="16" Name="Dynamic 15" Display="'Dynamic 15'" Dmx="196~210" />
      <Function ID="17" Name="Dynamic 16" Display="'Dynamic 16'" Dmx="211~225" />
      <Function ID="18" Name="Dynamic 17" Display="'Dynamic 17'" Dmx="226~240" />
      <Function ID="19" Name="Dynamic 18" Display="'Dynamic 18'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Transition" Name="Transition" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed (no fade)" Display="'Speed (no fade) %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed (w/fade)" Display="'Speed (w/fade) %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Zoom_Macro" Name="Zoom Macro" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="10~39" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="40~69" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="70~99" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="100~129" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="130~159" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="160~189" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="190~219" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="220~255" />
    </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="P/T Macro 1" Display="'P/T Macro 1'" Dmx="11~20" />
      <Function ID="3" Name="P/T Macro 2" Display="'P/T Macro 2'" Dmx="21~30" />
      <Function ID="4" Name="P/T Macro 3" Display="'P/T Macro 3'" Dmx="31~40" />
      <Function ID="5" Name="P/T Macro 4" Display="'P/T Macro 4'" Dmx="41~50" />
      <Function ID="6" Name="P/T Macro 5" Display="'P/T Macro 5'" Dmx="51~60" />
      <Function ID="7" Name="P/T Macro 6" Display="'P/T Macro 6'" Dmx="61~70" />
      <Function ID="8" Name="P/T Macro 7" Display="'P/T Macro 7'" Dmx="71~80" />
      <Function ID="9" Name="P/T Macro 8" Display="'P/T Macro 8'" Dmx="81~90" />
      <Function ID="10" Name="P/T Sound" Display="'P/T Sound'" Dmx="91~230" />
      <Function ID="11" Name="Reset" Display="'Reset'" Dmx="231~240" />
    </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>
  </Control>
  <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="540" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a9ef495e-1490-43b8-a87a-fae8c16d22f7" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="ColdWhite" ChannelOffset="7" Wheel="11" />
      <Attribute ID="WarmWhite" ChannelOffset="8" Wheel="10" />
      <Attribute ID="CTO" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Pattern" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Transition" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Zoom_Macro" ChannelOffset="12" Wheel="20" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="19 DMX" Channels="19">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d8944a88-c4ca-4b24-9e4d-ff6cd29a79bd" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Master_Dimmer" ChannelOffset="7" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
        <Attribute ID="ColdWhite" Wheel="11" />
        <Attribute ID="WarmWhite" Wheel="10" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="CTO" ChannelOffset="15" Wheel="7" />
        <Attribute ID="Pattern" ChannelOffset="16" Wheel="22" />
        <Attribute ID="Transition" ChannelOffset="17" Wheel="23" />
        <Attribute ID="Zoom_Macro" ChannelOffset="18" Wheel="20" />
        <Attribute ID="Control" ChannelOffset="19" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="13" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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="540" TiltMax="220" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="ColdWhite" ChannelOffset="1" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:11" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>