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Gear4Music ORBIT-24T (Gear4Music_ORBIT-24T.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ORBIT-24T" ShortName="ORBIT-24T" Company="Gear4Music">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>c87498c6-d74f-477b-9136-b7d065678ba4</Thumbnail>
  <History Date="20-07-18" Author="Nic Morris" Comment="Created" />
  <History Date="25-07-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="16-01-19" Author="Nic Morris" Comment="Created from KAM Micro Glide (identical)" />
  <History Date="17-01-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="10-10-19" Author="Nic Morris" Comment="Added 4 and 16 channel modes in response to customer feedback (these currently differ from the charts and specifications in the manual although do agree with the specifications on the product page)" />
  <History Date="14-10-19" Author="Nic Morris" Comment="Added Atlabase ID's to 4 and 16 channel modes." />
  <History Date="15-10-19" Author="Nic Morris" Comment="Changed auto speed to tilt speed." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8f4b5c68-c96a-4f2d-a9f7-47399d5efc95" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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>
    <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="Auto 1" Display="'Auto 1'" Dmx="6~29" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="30~53" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="54~77" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="78~101" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="102~125" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="126~149" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="150~173" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="174~197" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="198~221" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="222~245" />
      <Function ID="12" Name="Auto 0" Display="'Auto 0'" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Reserved1" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt_Speed" Name="Tilt Speed" 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="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="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0f20f82f-613f-48be-96ea-54a57a0a2255" />
    <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="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2c3df499-955e-4bcf-93da-b8b5d1716cde" />
    <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="270" 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="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </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="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6609afd5-cf14-46aa-900a-74fc07e08601" />
    <Include>
      <Attribute ID="Reserved" ChannelOffset="1" Wheel="29" />
      <Attribute ID="Reserved1" ChannelOffset="2" Wheel="30" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="52" />
      <Attribute ID="Tilt_Speed" ChannelOffset="4" Wheel="25" />
    </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="Head" PanMax="0" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2d74f979-89dc-4d2a-8979-03a6eaa0e20f" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="15" Wheel="52" />
        <Attribute ID="Tilt_Speed" ChannelOffset="16" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="16bit Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="16bit Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="1 LED 1" ChannelOffset="7" ModeLink="Dimmer cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="1 LED 2" ChannelOffset="8" ModeLink="Dimmer cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="1 LED 3" ChannelOffset="9" ModeLink="Dimmer cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="1 LED 4" ChannelOffset="10" ModeLink="Dimmer cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="2 LED 1" ChannelOffset="11" ModeLink="Dimmer cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="2 LED 2" ChannelOffset="12" ModeLink="Dimmer cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="2 LED 3" ChannelOffset="13" ModeLink="Dimmer cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="2 LED 4" ChannelOffset="14" ModeLink="Dimmer cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="16bit Tilt 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="1,2" Wheel="3" />
    </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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</Swatch>
  </swatchLibrary>
</Fixture>