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Ross Spider Eye 740Z RGBW (Ross_Spider Eye 740Z RGBW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Spider Eye 740Z RGBW" ShortName="SpdrEy740Z" Company="Ross" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>b98f7820-cf50-46d5-96cf-4b8adcf39cc4</Thumbnail>
  <History Date="09-05-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="12-05-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a4d002b5-c6e3-4249-90a3-e1419997e330" />
  <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 1" Display="'Strobe 1 %.1f%%',0.0~100.0" Dmx="10~154" />
      <Function ID="4" Name="Strobe 2" Display="'Strobe 2 %.f%%',0~100" Dmx="155~204" />
    </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="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',2500~10000" Dmx="255~10" Colour="255,240,200" />
    </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="Colour 1" Display="'Colour 1'" Dmx="10~19" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="20~29" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="30~39" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="40~49" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="50~59" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="60~69" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="70~79" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="80~89" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="90~99" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="100~109" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="110~119" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="120~129" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="130~139" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="140~149" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="150~159" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="160~169" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="170~179" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="180~189" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="190~199" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="200~209" Colour="0,0,0" />
      <Function ID="22" Name="Switch" Display="'Switch %.f%%',0~100" Dmx="210~224" Colour="0,0,0" />
      <Function ID="23" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="225~239" Colour="0,0,0" />
      <Function ID="24" Name="Gradient" Display="'Gradient %.f%%',0~100" Dmx="240~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="10~33" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="34~57" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="58~81" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="82~105" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="106~129" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="130~153" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="154~177" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="178~201" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="202~225" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="226~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect 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="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="240~250" />
    </Attribute>
  </Control>
  <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="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="88bf0c40-4db4-43eb-8ff1-b8b040c140db" />
    <Include>
      <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="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="11" Wheel="12" />
      <Attribute ID="White" ChannelOffset="12" Wheel="40" />
      <Attribute ID="CTO" ChannelOffset="13" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="8" />
      <Attribute ID="Effect" ChannelOffset="15" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="17" 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="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <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>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>