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Idone LEDZOOM3610 (Idone_LEDZOOM3610.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LEDZOOM3610" ShortName="LED Zm3610" Company="Idone">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>47caf5c9-4349-44cf-87a5-f69318f73860</Thumbnail>
  <History Date="19-12-18" Author="Nic Morris" Comment="Created" />
  <History Date="05-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4e86d49a-5091-41f1-b864-a88ce762fc75" />
  <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="Pulse" Display="'Pulse %.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 Cols" Display="'8 Cols %.f%%',0~100" Dmx="5~44" Colour="255,255,255" />
      <Function ID="3" Name="8 Cols Loop" Display="'8 Cols Loop %.f%%',0~100" Dmx="50~94" Colour="255,255,255" />
      <Function ID="4" Name="8 Cols Circle" Display="'8 Cols Circle %.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%%',0~100" 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%%',0~100" 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%%',0~100" 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" />
      <Function ID="13" Name="100%" Display="'100%'" Dmx="251~255" 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="UKID3610" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9469cc31-c575-45cf-a36b-b4683031363c" />
    <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="7" />
      <Attribute ID="Zoom" ChannelOffset="11" Wheel="19" />
      <Attribute ID="PT_Speed" ChannelOffset="12" Wheel="25" />
      <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="9" />
      <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>