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FunGeneration MiniSpider FX 8x3W RGBW (FunGeneration_MiniSpider FX 8x3W RGBW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MiniSpider FX 8x3W RGBW" ShortName="MiniSpider" Company="FunGeneration" Version="4">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>62f57f0c-cabf-40f1-bf97-027c39c75eaf</Thumbnail>
  <History Date="03-07-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="18-07-19" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" Version="2" />
  <History Date="29-09-20" Author="Nic Morris" Comment="Created from Showtec Wipe Out 9W" Version="3" />
  <History Date="30-09-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="42554354-8b01-4c90-8af4-86ee4bfadde5" />
  <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="PT_Speed" Name="P/T 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>
    <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="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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Auto_Spd" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="140~229" Update="Auto_Spd" />
      <Function ID="3" Name="Reset" Display="'Reset'" Dmx="234~236" Update="Auto_Spd" />
      <Function ID="4" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="250~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Sensitivity" ID="2" If="'Auto'==4" />
      <Else ID="1" />
      <Function ID="2" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2f6cb233-77f7-43a5-8787-d931355e36a7" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt Cell (8bit)" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt Cell (8bit)" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="11 DMX" Channels="11">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="adb5920e-fed5-430d-9c73-439803e88c55" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" />
      </Master>
      <Cell ID="Cell9" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt Cell (8bit)" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell10" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt Cell (8bit)" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Red" ChannelOffset="6" ModeLink="Dim Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Green" ChannelOffset="7" ModeLink="Dim Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Blue" ChannelOffset="8" ModeLink="Dim Cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="White" ChannelOffset="9" ModeLink="Dim Cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="62ee87bb-319a-4afe-9610-7104cff96b54" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="6" Wheel="4" />
        <Attribute ID="Auto" ChannelOffset="16" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="17" Wheel="23" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt Cell (16bit)" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="3" ModeLink="Tilt Cell (16bit)" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="Red 1" ChannelOffset="8" ModeLink="Dim Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Green 1" ChannelOffset="9" ModeLink="Dim Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Blue 1" ChannelOffset="10" ModeLink="Dim Cell" X="3" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="White 1" ChannelOffset="11" ModeLink="Dim Cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Red 2" ChannelOffset="12" ModeLink="Dim Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Green 2" ChannelOffset="13" ModeLink="Dim Cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Blue 2" ChannelOffset="14" ModeLink="Dim Cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="White 2" ChannelOffset="15" ModeLink="Dim Cell" X="4" Y="1">
        <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="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Tilt Cell (16bit)" 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="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="Tilt Cell (8bit)" 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="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Auto:3" Delay="6000" />
      <Set Channel="Auto:1" Delay="0" />
    </Macro>
  </Macro>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>