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ROXX E.SHOW T (ROXX_E.SHOW T.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="E.SHOW T" ShortName="E.SHOW T" Company="ROXX" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>4e5a6f11-b79c-4a77-9646-704c1488c44a</Thumbnail>
  <History Date="30-07-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="31-07-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="14001324-6a9a-4983-906c-df4844861f88" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="64~25" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="124~110" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="84~70" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="104~90" />
      <Function ID="7" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="144~130" />
      <Function ID="8" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="164~150" />
      <Function ID="9" Name="Burst Pls" Display="'Burst Pls %.f%%',0~100" Dmx="184~170" />
      <Function ID="10" Name="Rnd Bst Pls" Display="'Rnd Bst Pls %.f%%',0~100" Dmx="204~190" />
      <Function ID="11" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="224~210" />
      <Function ID="12" Name="Burst" Display="'Burst %.f%%',0~100" Dmx="244~230" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" 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="Dim Linear" Display="'Dim Linear'" Dmx="30~34" />
      <Function ID="3" Name="Dim Exponential" Display="'Dim Exponential'" Dmx="35~39" />
      <Function ID="4" Name="Dim Logarithmic" Display="'Dim Logarithmic'" Dmx="40~44" />
      <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="45~49" />
      <Function ID="6" Name="Dim Response LED" Display="'Dim Response LED'" Dmx="50~54" />
      <Function ID="7" Name="Dim Response Halogen" Display="'Dim Response Halogen'" Dmx="55~59" />
      <Function ID="8" Name="LED Freq 800Hz" Display="'LED Freq 800Hz'" Dmx="95~99" />
      <Function ID="9" Name="LED Freq 1200Hz" Display="'LED Freq 1200Hz'" Dmx="100~104" />
      <Function ID="10" Name="LED Freq 2000Hz" Display="'LED Freq 2000Hz'" Dmx="105~109" />
      <Function ID="11" Name="LED Freq 3600Hz" Display="'LED Freq 3600Hz'" Dmx="110~114" />
      <Function ID="12" Name="LED Freq 12kHz" Display="'LED Freq 12kHz'" Dmx="115~119" />
      <Function ID="13" Name="LED Freq 25kHz" Display="'LED Freq 25kHz'" Dmx="120~124" />
      <Function ID="14" Name="Fan Auto" Display="'Fan Auto'" Dmx="130~134" />
      <Function ID="15" Name="Fan Silent" Display="'Fan Silent'" Dmx="135~139" />
      <Function ID="16" Name="Fan Studio" Display="'Fan Studio'" Dmx="140~144" />
      <Function ID="17" Name="Fan Off" Display="'Fan Off'" Dmx="145~149" />
      <Function ID="18" Name="Fan High Power" Display="'Fan High Power'" Dmx="150~154" />
      <Function ID="19" Name="Reset Factory" Display="'Reset Factory'" Dmx="180~184" />
      <Function ID="20" Name="Reset User" Display="'Reset User'" Dmx="185~189" />
    </Attribute>
  </Control>
  <Mode Name="8bit, 1 DMX" Channels="1">
    <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="8cb4255c-b5af-43bc-b834-fd1cb913d759" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="16bit, 2 DMX" Channels="2">
    <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="96102fcc-9f9d-4a83-85e1-4c5bcf158b4d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Strobe, 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="edd9c69a-5d61-457d-b9fe-58bb5e91eaab" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Duration" ChannelOffset="3" Wheel="6" />
    </Include>
  </Mode>
  <Mode Name="16bit, 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="47ae4859-4ed8-44f4-8c9e-547f9fbb99f5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Factory">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset User">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Exponential">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Logarithmic">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Response LED">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Response Halogen">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 800Hz">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 1200Hz">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 2000Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 3600Hz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 12kHz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Freq 25kHz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Studio">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Off">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan High Power">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>