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Longman Eden Quad 7 (Longman_Eden Quad 7.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Eden Quad 7" ShortName="Eden Quad7" Company="Longman">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>d6303c5a-9125-4fa6-9d68-c795b2c97f7b</Thumbnail>
  <History Date="28-06-19" Author="Nic Morris" Comment="Created" />
  <History Date="02-07-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0629222f-2600-4539-89e2-6a41ca6be5d0" />
  <Control>
    <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="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="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="21~60" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="101~140" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="141~180" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="181~220" />
      <Function ID="6" Name="Rnd Burst" Display="'Rnd Burst %.f%%',0~100" Dmx="6~20" />
      <Function ID="7" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="61~100" />
      <Function ID="8" Name="Square" Display="'Square %.f%%',0~100" Dmx="221~255" />
    </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="CTO1" Display="'CTO1'" Dmx="11~15" />
      <Function ID="3" Name="CTO2" Display="'CTO2'" Dmx="16~20" />
      <Function ID="4" Name="CTO3" Display="'CTO3'" Dmx="21~25" />
      <Function ID="5" Name="CTO4" Display="'CTO4'" Dmx="26~30" />
      <Function ID="6" Name="CTO5" Display="'CTO5'" Dmx="31~35" />
      <Function ID="7" Name="CTO6" Display="'CTO6'" Dmx="36~40" />
      <Function ID="8" Name="CTO7" Display="'CTO7'" Dmx="41~45" />
      <Function ID="9" Name="CTO8" Display="'CTO8'" Dmx="46~50" />
      <Function ID="10" Name="CTO9" Display="'CTO9'" Dmx="51~55" />
      <Function ID="11" Name="CTO10" Display="'CTO10'" Dmx="56~60" />
      <Function ID="12" Name="Auto 1" Display="'Auto 1'" Dmx="61~65" />
      <Function ID="13" Name="Auto 2" Display="'Auto 2'" Dmx="66~70" />
      <Function ID="14" Name="Auto 3" Display="'Auto 3'" Dmx="71~75" />
      <Function ID="15" Name="Auto 4" Display="'Auto 4'" Dmx="76~80" />
      <Function ID="16" Name="Auto 5" Display="'Auto 5'" Dmx="81~85" />
      <Function ID="17" Name="Chase 1" Display="'Chase 1'" Dmx="86~90" />
      <Function ID="18" Name="Chase 2" Display="'Chase 2'" Dmx="91~95" />
      <Function ID="19" Name="Chase 3" Display="'Chase 3'" Dmx="96~100" />
      <Function ID="20" Name="Red" Display="'Red'" Dmx="111~115" />
      <Function ID="21" Name="Green" Display="'Green'" Dmx="116~120" />
      <Function ID="22" Name="Blue" Display="'Blue'" Dmx="121~125" />
      <Function ID="23" Name="White" Display="'White'" Dmx="126~130" />
      <Function ID="24" Name="RGW" Display="'RGW'" Dmx="131~135" />
      <Function ID="25" Name="RGB" Display="'RGB'" Dmx="136~140" />
      <Function ID="26" Name="Yellow" Display="'Yellow'" Dmx="141~145" />
      <Function ID="27" Name="Pink" Display="'Pink'" Dmx="146~150" />
      <Function ID="28" Name="Cyan" Display="'Cyan'" Dmx="151~155" />
      <Function ID="29" Name="Orange" Display="'Orange'" Dmx="156~160" />
      <Function ID="30" Name="Violet" Display="'Violet'" Dmx="161~165" />
      <Function ID="31" Name="Golden" Display="'Golden'" Dmx="166~170" />
      <Function ID="32" Name="2700K" Display="'2700K'" Dmx="171~175" />
      <Function ID="33" Name="3500K" Display="'3500K'" Dmx="176~180" />
      <Function ID="34" Name="4000K" Display="'4000K'" Dmx="181~185" />
      <Function ID="35" Name="5500K" Display="'5500K'" Dmx="186~190" />
      <Function ID="36" Name="6500K" Display="'6500K'" Dmx="191~195" />
      <Function ID="37" Name="RGBW" Display="'RGBW'" Dmx="196~200" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="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="Blue" Display="'Blue'" Dmx="11~11" Colour="0,0,255" />
      <Function ID="3" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="12~50" Colour="0,0,255" />
      <Function ID="4" Name="Light Blue" Display="'Light Blue'" Dmx="51~51" Colour="0,128,255" />
      <Function ID="5" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="52~90" Colour="0,128,255" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="91~91" Colour="0,255,0" />
      <Function ID="7" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="92~130" Colour="0,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="131~131" Colour="255,255,0" />
      <Function ID="9" Name="Yel - Red" Display="'Yel - Red %.f%%',0~100" Dmx="132~170" Colour="255,255,0" />
      <Function ID="10" Name="Red" Display="'Red'" Dmx="171~171" Colour="255,0,0" />
      <Function ID="11" Name="Red - Mag" Display="'Red - Mag %.f%%',0~100" Dmx="172~210" Colour="255,0,0" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="211~211" Colour="255,0,255" />
      <Function ID="13" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="212~250" Colour="255,0,255" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="251~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="11~20" />
      <Function ID="3" Name="Square" Display="'Square'" Dmx="21~30" />
      <Function ID="4" Name="Inv Square" Display="'Inv Square'" Dmx="31~40" />
      <Function ID="5" Name="S-Curve" Display="'S-Curve'" Dmx="41~50" />
      <Function ID="6" Name="Linear Smooth" Display="'Linear Smooth'" Dmx="51~60" />
      <Function ID="7" Name="Square Smooth" Display="'Square Smooth'" Dmx="61~70" />
      <Function ID="8" Name="Inv Square Smooth" Display="'Inv Square Smooth'" Dmx="71~80" />
      <Function ID="9" Name="S-Curve Smooth" Display="'S-Curve Smooth'" Dmx="81~90" />
      <Function ID="10" Name="Preset" Display="'Preset'" Dmx="91~255" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <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="422b7973-9e7e-42d6-83b5-e501d1c360ec" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="White" ChannelOffset="2" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <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="e69a1e1a-2dd9-44ce-9bef-69147476cc38" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="31a1f202-8004-4fc3-b6f0-1f3d0b55974a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <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="a81ed998-989d-4021-959f-44fe40f2b15d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Dim_Curve" ChannelOffset="7" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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="1bffadce-9b58-4b9f-9b8a-223b4dc5061b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Dim_Curve" ChannelOffset="10" Wheel="25" />
    </Include>
  </Mode>
  <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>