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Sagitter SG CLWASH (Sagitter_SG CLWASH.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SG CLWASH" ShortName="SG CLWASH" Company="Sagitter" Version="2">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>a16dc191-8daa-4f9b-8625-d1679dc7450b</Thumbnail>
  <History Date="07-05-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="01-06-20" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9fe4def4-2b13-4597-a9b5-392e1fc59eaa" />
  <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="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="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="7~65" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="70~128" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="133~191" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="196~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="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="Colour_Macro" Name="Colour Macro" 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="8 Fixed" Display="'8 Fixed'" Dmx="5~44" Colour="255,255,255" />
      <Function ID="3" Name="Change" Display="'Change %.f%%',0~100" Dmx="50~94" Colour="255,255,255" />
      <Function ID="4" Name="Fade" Display="'Fade %.f%%',0~100" Dmx="100~149" Colour="255,255,255" />
      <Function ID="5" Name="R+G" Display="'R+G %.f%%',0~100" Dmx="155~166" Colour="255,255,255" />
      <Function ID="6" Name="G+R" Display="'G+R %.f%%',100~0" Dmx="167~178" Colour="255,255,255" />
      <Function ID="7" Name="G+B" Display="'G+B %.f%%',0~100" Dmx="179~190" Colour="255,255,255" />
      <Function ID="8" Name="B+G" Display="'B+G %.f%%',100~0" Dmx="191~202" Colour="255,255,255" />
      <Function ID="9" Name="B+R" Display="'B+R %.f%%',0~100" Dmx="203~214" Colour="255,255,255" />
      <Function ID="10" Name="R+B" Display="'R+B %.f%%',100~0" Dmx="215~226" Colour="255,255,255" />
      <Function ID="11" Name="R+G+B" Display="'R+G+B %.f%%',0~100" Dmx="227~238" Colour="255,255,255" />
      <Function ID="12" Name="B+R+G" Display="'B+R+G %.f%%',0~100" Dmx="239~250" Colour="255,255,255" />
    </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="Reset" Display="'Reset'" Dmx="125~127" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="250~255" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="SGCLWASH" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d03281d5-de6e-47d7-a2e0-1c23ef33bf00" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10" Wheel="40" />
      <Attribute ID="Zoom" ChannelOffset="11" Wheel="19" />
      <Attribute ID="PT_Speed" ChannelOffset="12" Wheel="25" />
      <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <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="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>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>