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Lite Tek Flasher 400 (Lite Tek_Flasher 400.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Flasher 400" ShortName="Flasher400" Company="Lite Tek" Version="2">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>dddf50da-b916-47ba-820f-e20d5107566e</Thumbnail>
  <History Date="22-04-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="27-04-22" Author="Nic Morris" Comment="Added Atlabase ID's (currently missing 10 and 13 channel modes)." Version="1" />
  <History Date="28-04-22" Author="Nic Morris" Comment="Added missing 10 and 13 channel mode Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5c232fef-59b2-4340-a301-0ef176ee3295" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <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="Effect" Name="Effect" Description="" Group="E">
      <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="Effect_Spd" Name="Effect 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="Dimmer_FX" Name="Dimmer FX" Description="" Group="E">
      <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="Strobe_FX" Name="Strobe FX" Description="" Group="E">
      <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="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="Shutter1" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="6~249" />
      <Function ID="3" Name="Blinder" Display="'Blinder'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Flash_Duration" Name="Flash Duration" Description="" Group="I">
      <Locate Locate="1:15" PowerOn="1:15" />
      <Function ID="1" Name="Duration" Display="'%.fms',15~990" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Flash_Rate" Name="Flash Rate" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Flash" Display="'No Flash'" Dmx="0~0" />
      <Function ID="2" Name="Rate" Display="'Rate %.1f%%',0.0~100.0" Dmx="6~255" />
    </Attribute>
    <Attribute ID="Effect1" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~42" />
      <Function ID="3" Name="Ramp Down" Display="'Ramp Down'" Dmx="43~85" />
      <Function ID="4" Name="Ramp Up-Dn" Display="'Ramp Up-Dn'" Dmx="86~128" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="129~171" />
      <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="172~214" />
      <Function ID="7" Name="Spikes" Display="'Spikes'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Pixel_Macro" Name="Pixel Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1 %.f%%',0~100" Dmx="6~42" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2 %.f%%',0~100" Dmx="43~85" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3 %.f%%',0~100" Dmx="86~128" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4 %.f%%',0~100" Dmx="129~171" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5 %.f%%',0~100" Dmx="172~214" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6 %.f%%',0~100" Dmx="215~255" />
    </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 0" Display="'Auto 0'" Dmx="11~40" />
      <Function ID="3" Name="Auto 1" Display="'Auto 1'" Dmx="41~70" />
      <Function ID="4" Name="Auto 2" Display="'Auto 2'" Dmx="71~100" />
      <Function ID="5" Name="Auto 3" Display="'Auto 3'" Dmx="101~130" />
      <Function ID="6" Name="Auto 4" Display="'Auto 4'" Dmx="131~160" />
      <Function ID="7" Name="Auto 5" Display="'Auto 5'" Dmx="161~190" />
      <Function ID="8" Name="Auto 6" Display="'Auto 6'" Dmx="191~220" />
      <Function ID="9" Name="Auto 7" Display="'Auto 7'" Dmx="221~255" />
    </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>
  </Control>
  <Mode Name="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="5c232fef-59b2-4340-a301-0ef176ee3295" />
    <Include>
      <Attribute ID="Shutter1" ChannelOffset="1" Wheel="6" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <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="a3b44648-4db3-4145-a755-5d424f8244b8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Flash_Duration" ChannelOffset="2" Wheel="35" />
      <Attribute ID="Flash_Rate" ChannelOffset="3" Wheel="34" />
      <Attribute ID="Effect1" ChannelOffset="4" Wheel="54" />
      <Attribute ID="Pixel_Macro" ChannelOffset="5" Wheel="82" />
    </Include>
  </Mode>
  <Mode Name="6 DMX (Strobe Mode)" Channels="6">
    <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="298b1acf-b490-42c3-874f-74680759401b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Strobe cell" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Strobe cell" X="0" Y="1">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Strobe cell" X="0" Y="2">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Strobe cell" X="0" Y="3">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Strobe cell" X="0" Y="4">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Strobe cell" X="0" Y="5">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="6 DMX (Lighting Mode)" Channels="6">
    <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="5da33f91-8651-4b74-ab08-2ac54d3f4f0e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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="fae2a96a-b93b-45d4-885a-203960d4c517" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter1" Wheel="6" />
        <Attribute ID="Auto" ChannelOffset="7" Wheel="83" />
        <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="84" />
        <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" />
        <Attribute ID="Flash_Rate" ChannelOffset="10" Wheel="34" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Flash cell" X="0" Y="0">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Flash cell" X="0" Y="1">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Flash cell" X="0" Y="2">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Flash cell" X="0" Y="3">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Flash cell" X="0" Y="4">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Flash cell" X="0" Y="5">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a591cb8e-5352-4e9b-be00-71f4e9337660" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="7" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
        <Attribute ID="Macro" ChannelOffset="9" Wheel="22" />
        <Attribute ID="Effect" ChannelOffset="10" Wheel="23" />
        <Attribute ID="Effect_Spd" ChannelOffset="11" Wheel="24" />
        <Attribute ID="Dimmer_FX" ChannelOffset="12" Wheel="52" />
        <Attribute ID="Strobe_FX" ChannelOffset="13" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim 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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Strobe 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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="Flash 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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Shutter1" ChannelOffset="1" Wheel="6" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>