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Fine Art Fine 608 Batten (Fine Art_Fine 608 Batten.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Fine 608 Batten" ShortName="608 Batten" Company="Fine Art" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>a1d5a117-411e-44d9-9bf6-f0fe39ec9fa5</Thumbnail>
  <History Date="29-08-23" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="05f135f4-6afd-4022-b448-7048691c5a21" />
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    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
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    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
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      <Function ID="4" Name="4300K" Display="'4300K'" Dmx="17~21" Colour="255,255,255" />
      <Function ID="5" Name="5600K" Display="'5600K'" Dmx="22~26" Colour="255,255,255" />
      <Function ID="6" Name="6500K" Display="'6500K'" Dmx="27~31" Colour="255,255,255" />
      <Function ID="7" Name="8000K" Display="'8000K'" Dmx="32~40" Colour="255,255,255" />
      <Function ID="8" Name="CTO C-Mix" Display="'%.fK',2700~8000" Dmx="41~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
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      <Locate Locate="1:0" PowerOn="1:0" />
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    </Attribute>
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    </Attribute>
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      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="4~103" />
    </Attribute>
  </Control>
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      <Attribute ID="Dimmer" ChannelOffset="8,9" Wheel="1" />
      <Attribute ID="Tilt" ChannelOffset="10,11" Wheel="3" />
      <Attribute ID="Zoom_1" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Zoom_2" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
      <Attribute ID="Function" ChannelOffset="15" Wheel="29" />
      <Attribute ID="Shape_Dimmer" ChannelOffset="16" Wheel="6" />
      <Attribute ID="Shape_Sel" ChannelOffset="17" Wheel="22" />
      <Attribute ID="Shape_Offset" ChannelOffset="18" Wheel="23" />
      <Attribute ID="Shape_Speed" ChannelOffset="19" Wheel="24" />
      <Attribute ID="Shape_Trans" ChannelOffset="20" Wheel="52" />
      <Attribute ID="Shape_Shutter" ChannelOffset="21" Wheel="34" />
      <Attribute ID="BG_Red" ChannelOffset="22" Wheel="70" />
      <Attribute ID="BG_Green" ChannelOffset="23" Wheel="71" />
      <Attribute ID="BG_Blue" ChannelOffset="24" Wheel="72" />
      <Attribute ID="BG_White" ChannelOffset="25" Wheel="100" />
      <Attribute ID="BG_Dimmer" ChannelOffset="26" Wheel="35" />
      <Attribute ID="BG_Shutter" ChannelOffset="27" Wheel="36" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="c9243607-452a-4091-af78-81004cd42c4b">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" Hidden="True" Id="2d570aee-b1dc-475d-9e11-49d8abc6320d">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="200" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Pix Order Normal">
      <Set Channel="Function:2" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Pix Order Invert">
      <Set Channel="Function:3" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Tilt Normal">
      <Set Channel="Function:4" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Tilt Invert">
      <Set Channel="Function:5" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="a1d5a117-411e-44d9-9bf6-f0fe39ec9fa5">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</Swatch>
  </swatchLibrary>
</Fixture>