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KAM Power Glide (KAM_Power Glide.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Power Glide" ShortName="Pwr Glide" Company="KAM">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>94533a0a-1cc8-4e5a-9bbb-68390857c213</Thumbnail>
  <History Date="08-08-15" Author="Nic Morris" Comment="Created" />
  <History Date="04-05-19" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="71ce391a-b3bd-4bfc-8326-f67ac68cd766" />
  <Control>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Show" Display="'No Show'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="8~22" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="23~37" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="38~52" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="53~67" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="68~82" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="83~97" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="98~112" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="113~127" />
      <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="128~142" />
      <Function ID="11" Name="Show 10" Display="'Show 10'" Dmx="143~157" />
      <Function ID="12" Name="Show 11" Display="'Show 11'" Dmx="158~172" />
      <Function ID="13" Name="Show 12" Display="'Show 12'" Dmx="173~187" />
      <Function ID="14" Name="Show 13" Display="'Show 13'" Dmx="188~202" />
      <Function ID="15" Name="Show 14" Display="'Show 14'" Dmx="203~217" />
      <Function ID="16" Name="Show 15" Display="'Show 15'" Dmx="218~232" />
      <Function ID="17" Name="Show 16" Display="'Show 16'" Dmx="233~247" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" 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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" 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="R" Display="'R'" Dmx="9~24" Colour="255,255,255" />
      <Function ID="3" Name="G" Display="'G'" Dmx="25~41" Colour="255,255,255" />
      <Function ID="4" Name="B" Display="'B'" Dmx="42~57" Colour="255,255,255" />
      <Function ID="5" Name="W" Display="'W'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="240~255" Colour="255,255,255" />
    </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="Col_Fade" Name="Col Fade" 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="Fade" Display="'Fade %.1f%%',0.0~100.0" Dmx="15~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Fade_Spd" Name="Col Fade Spd" Description="" Group="S">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt_Spd" Name="Tilt Spd" 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>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="KAPWRGL1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="93772388-d9e4-4a9d-b626-617b2e1e0142" />
    <Include>
      <Attribute ID="Auto" ChannelOffset="1" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4af72c99-cf33-4440-b17a-83fc2a285056" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Colour1" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="5" ModeLink="Colour cell" X="0" Y="2">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="6" ModeLink="Colour cell" X="0" Y="3">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="7" ModeLink="Colour cell" X="0" Y="4">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="8" ModeLink="Colour cell" X="0" Y="5">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell7" Name="LED 5" ChannelOffset="9" ModeLink="Colour cell" X="0" Y="6">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell8" Name="LED 6" ChannelOffset="10" ModeLink="Colour cell" X="0" Y="7">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell9" Name="LED 7" ChannelOffset="11" ModeLink="Colour cell" X="0" Y="8">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell10" Name="LED 8" ChannelOffset="12" ModeLink="Colour cell" X="0" Y="9">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="KAPWRGL6" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="769d9389-d37d-416b-82a0-63b133d4b9cd" />
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Colour1" ChannelOffset="2" Wheel="8" />
      <Attribute ID="Col_Fade" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
      <Attribute ID="Col_Fade_Spd" ChannelOffset="6" Wheel="26" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="314a3dcb-87a7-458a-9fac-11631c6082be" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Auto" ChannelOffset="5" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Col_Fade" ChannelOffset="7" Wheel="9" />
        <Attribute ID="Col_Fade_Spd" ChannelOffset="8" Wheel="26" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="18 DMX" Channels="18">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="00fa37a3-9596-49fd-a1b3-838f49981d31" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Tilt_Spd" Wheel="25" />
        <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
        <Attribute ID="Colour1" Wheel="8" />
        <Attribute ID="Auto" ChannelOffset="15" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="16" Wheel="23" />
        <Attribute ID="Col_Fade" ChannelOffset="17" Wheel="9" />
        <Attribute ID="Col_Fade_Spd" ChannelOffset="18" Wheel="26" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt+Spd cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Spd" TargetId="Tilt_Spd" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="Tilt+Spd cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Tilt_Spd" TargetId="Tilt_Spd" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="7" ModeLink="Colour cell" X="0" Y="2">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="8" ModeLink="Colour cell" X="0" Y="3">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="9" ModeLink="Colour cell" X="0" Y="4">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="10" ModeLink="Colour cell" X="0" Y="5">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell7" Name="LED 5" ChannelOffset="11" ModeLink="Colour cell" X="0" Y="6">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell8" Name="LED 6" ChannelOffset="12" ModeLink="Colour cell" X="0" Y="7">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell9" Name="LED 7" ChannelOffset="13" ModeLink="Colour cell" X="0" Y="8">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell10" Name="LED 8" ChannelOffset="14" ModeLink="Colour cell" X="0" Y="9">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Tilt cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="Colour cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="Tilt+Spd cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Tilt_Spd" ChannelOffset="2" Wheel="25" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>