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American Pro TecShow Nebula Flat 162 (American Pro_TecShow Nebula Flat 162.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="TecShow Nebula Flat 162" ShortName="NebFlat162" Company="American Pro" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>601393ce-ddc0-4961-9a0d-d0bd6fd0472d</Thumbnail>
  <History Date="17-01-23" Author="Nic Morris" Comment="Created (note charts contain range conflicts.  made best guess)" Version="0" />
  <History Date="18-01-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="55be633a-982a-4b71-b020-32e9fec1d02a" />
  <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="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 %.1f%%',0.0~100.0" Dmx="10~255" />
    </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="Red" Display="'Red'" Dmx="5~9" Colour="255,0,0" />
      <Function ID="3" Name="Grass Green" Display="'Grass Green'" Dmx="10~14" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="15~19" Colour="0,0,255" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="20~24" Colour="0,255,0" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="25~29" Colour="255,100,0" />
      <Function ID="7" Name="Orange (1)" Display="'Orange (1)'" Dmx="30~34" Colour="255,128,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="35~39" Colour="255,255,0" />
      <Function ID="9" Name="Cyan" Display="'Cyan'" Dmx="40~44" Colour="0,255,255" />
      <Function ID="10" Name="Lavender" Display="'Lavender'" Dmx="45~49" Colour="255,128,255" />
      <Function ID="11" Name="Pink" Display="'Pink'" Dmx="50~54" Colour="255,150,150" />
      <Function ID="12" Name="Rosiness" Display="'Rosiness'" Dmx="55~59" Colour="255,0,127" />
      <Function ID="13" Name="Magenta" Display="'Magenta'" Dmx="60~64" Colour="255,0,255" />
      <Function ID="14" Name="Pea Green" Display="'Pea Green'" Dmx="65~69" Colour="0,255,0" />
      <Function ID="15" Name="Orange (2)" Display="'Orange (2)'" Dmx="70~74" Colour="255,128,0" />
      <Function ID="16" Name="White" Display="'White'" Dmx="75~79" Colour="255,255,255" />
      <Function ID="17" Name="Ring Control Colour (1)" Display="'Ring Control Colour (1)'" Dmx="80~84" Colour="255,255,255" />
      <Function ID="18" Name="Ring Control Colour (2)" Display="'Ring Control Colour (2)'" Dmx="85~89" Colour="255,255,255" />
      <Function ID="19" Name="Ring Control Colour (3)" Display="'Ring Control Colour (3)'" Dmx="90~94" Colour="255,255,255" />
      <Function ID="20" Name="Ring Control Colour (4)" Display="'Ring Control Colour (4)'" Dmx="95~99" Colour="255,255,255" />
      <Function ID="21" Name="Ring Control Colour (5)" Display="'Ring Control Colour (5)'" Dmx="100~104" Colour="255,255,255" />
      <Function ID="22" Name="Ring Control Colour (6)" Display="'Ring Control Colour (6)'" Dmx="105~109" Colour="255,255,255" />
      <Function ID="23" Name="Col Jump" Display="'Col Jump'" Dmx="110~129" Colour="255,255,255" />
      <Function ID="24" Name="Col Snap" Display="'Col Snap'" Dmx="130~149" Colour="255,255,255" />
      <Function ID="25" Name="Col Strobe" Display="'Col Strobe'" Dmx="150~169" Colour="255,255,255" />
      <Function ID="26" Name="Col Fade" Display="'Col Fade'" Dmx="170~189" Colour="255,255,255" />
      <Function ID="27" Name="Ring Col Effect 1" Display="'Ring Col Effect 1'" Dmx="190~209" Colour="255,255,255" />
      <Function ID="28" Name="Ring Col Effect 2" Display="'Ring Col Effect 2'" Dmx="210~229" Colour="255,255,255" />
      <Function ID="29" Name="Col Jump + Mutation + Strobe + Ring Control" Display="'Col Jump + Mutation + Strobe + Ring Control'" Dmx="230~249" Colour="255,255,255" />
    </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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <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="09e89980-bb5f-44ad-a11e-234f8cd6d0a0" />
    <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="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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="13ebe817-bcd6-486a-b2c5-525339219cb9" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Auto_Spd" ChannelOffset="3" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <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="3b381133-b6df-4481-ba78-7d41492036d6" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Auto_Spd" ChannelOffset="3" Wheel="23" />
        <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="8" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="11" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="14" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="3" Hidden="True">
    <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>
    <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="Dimmer" Wheel="1" />
    </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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>