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KAM Micro Glide (KAM_Micro Glide.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Micro Glide" ShortName="MicroGlide" Company="KAM">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>6f275273-6570-4800-8f7d-e06cfe2878d7</Thumbnail>
  <History Date="20-07-18" Author="Nic Morris" Comment="Created" />
  <History Date="25-07-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="01a368fc-0651-4e9a-88ad-bf657de3d6bb" />
  <Control>
    <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" />
    </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="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="200~249" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="250~255" />
    </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>
    <Attribute ID="Show" Name="Show" 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="8~17" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="18~27" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="28~37" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="38~47" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="48~57" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="58~67" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="68~77" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="78~87" />
      <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="88~97" />
      <Function ID="11" Name="Show 10" Display="'Show 10'" Dmx="98~107" />
      <Function ID="12" Name="Show 11" Display="'Show 11'" Dmx="108~117" />
      <Function ID="13" Name="Show 12" Display="'Show 12'" Dmx="118~127" />
      <Function ID="14" Name="Show 13" Display="'Show 13'" Dmx="128~136" />
      <Function ID="15" Name="Show 14" Display="'Show 14'" Dmx="137~146" />
      <Function ID="16" Name="Show 15" Display="'Show 15'" Dmx="147~156" />
      <Function ID="17" Name="Show 16" Display="'Show 16'" Dmx="157~166" />
      <Function ID="18" Name="Show 17" Display="'Show 17'" Dmx="167~176" />
      <Function ID="19" Name="Show 18" Display="'Show 18'" Dmx="177~186" />
      <Function ID="20" Name="Show 19" Display="'Show 19'" Dmx="187~196" />
      <Function ID="21" Name="Show 20" Display="'Show 20'" Dmx="197~206" />
      <Function ID="22" Name="Show 21" Display="'Show 21'" Dmx="207~216" />
      <Function ID="23" Name="Show 22" Display="'Show 22'" Dmx="217~226" />
      <Function ID="24" Name="Show 23" Display="'Show 23'" Dmx="227~236" />
      <Function ID="25" Name="Show 24" Display="'Show 24'" Dmx="237~246" />
      <Function ID="26" Name="Show 25" Display="'Show 25'" Dmx="247~255" />
    </Attribute>
    <Attribute ID="Show_Spd" Name="Show Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
  </Control>
  <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="Head" PanMax="0" TiltMax="135" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2f8cc92e-8201-4d94-a2bd-6b0e8c86366d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Show" ChannelOffset="5" Wheel="22" />
        <Attribute ID="Show_Spd" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
      </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="13 DMX" Channels="13">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="135" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a5cd3db3-7c34-4486-bba5-c9936b3d5287" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Master_Dimmer" ChannelOffset="3" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
      </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="1 LED 1" ChannelOffset="5" ModeLink="Dimmer cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="1 LED 2" ChannelOffset="6" ModeLink="Dimmer cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="1 LED 3" ChannelOffset="7" ModeLink="Dimmer cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="1 LED 4" ChannelOffset="8" ModeLink="Dimmer cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="2 LED 1" ChannelOffset="9" ModeLink="Dimmer cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="2 LED 2" ChannelOffset="10" ModeLink="Dimmer cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="2 LED 3" ChannelOffset="11" ModeLink="Dimmer cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="2 LED 4" ChannelOffset="12" ModeLink="Dimmer cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </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="135" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="Dimmer 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="135" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch 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  </swatchLibrary>
</Fixture>