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Minuit Une IVL Photon (Minuit Une_IVL Photon.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="IVL Photon" ShortName="IVL Photon" Company="Minuit Une" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>e7018bfe-8c5c-4d57-9688-743ceaf9f10f</Thumbnail>
  <History Date="08-03-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="07-10-22" Author="Nic Morris" Comment="Revised layout in line with latest documentation in response to customer request." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2408b447-7c44-4abe-bf0e-7368d86ab16c" />
  <Control>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="3" />
      <Function ID="1" Name="On - Normal Mode" Display="'On - Normal Mode'" Dmx="255~255" />
      <Function ID="2" Name="On - Fast Mode" Display="'On - Fast Mode'" Dmx="65~125" />
      <Function ID="3" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="4" Name="Reset Motor" Display="'Reset Motor'" Dmx="24~36" />
      <Function ID="5" Name="Reset Source" Display="'Reset Source'" Dmx="37~51" />
      <Function ID="6" Name="Reset All" Display="'Reset All'" Dmx="52~64" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="15~27" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="28~227" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1" Name="E-Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="1 Beam" Display="'1 Beam'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="2 Beams" Display="'2 Beams'" Dmx="28~55" WheelPosition="0" />
      <Function ID="3" Name="4 Beams" Display="'4 Beams'" Dmx="56~83" WheelPosition="0" />
      <Function ID="4" Name="8 Beams" Display="'8 Beams'" Dmx="84~111" WheelPosition="0" />
      <Function ID="5" Name="16 Beams" Display="'16 Beams'" Dmx="112~139" WheelPosition="0" />
      <Function ID="6" Name="32 Beams" Display="'32 Beams'" Dmx="140~167" WheelPosition="0" />
      <Function ID="7" Name="64 Beams" Display="'64 Beams'" Dmx="168~195" WheelPosition="0" />
      <Function ID="8" Name="128 Beams" Display="'128 Beams'" Dmx="196~223" WheelPosition="0" />
      <Function ID="9" Name="256 Beams" Display="'256 Beams'" Dmx="224~255" WheelPosition="0" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="E-Gobo Index" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'%.2f°',0.00~360.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Gobo1Rot1" Name="E-Gobo Rot" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin (Index)" Display="'No Spin (Index)'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="13~122" />
      <Function ID="3" Name="Stop" Display="'Stop'" Dmx="123~133" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~242" />
      <Function ID="5" Name="No Spin (Index)" Display="'No Spin (Index)'" Dmx="243~255" />
    </Attribute>
    <Attribute ID="E-Gobo_Size" Name="E-Gobo Size" Description="" Group="G" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Zoom_Speed" Name="Zoom Speed" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </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>
  </Control>
  <Mode Name="60 DMX" Channels="60">
    <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="ba9412b6-ea6b-463b-b9f1-33bede64737a" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Control" ChannelOffset="1" Wheel="28" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Duration" ChannelOffset="3" Wheel="6" />
        <Attribute ID="Gobo1" ChannelOffset="4" Wheel="13" />
        <Attribute ID="Gobo1Rot" ChannelOffset="5,6" Wheel="14" />
        <Attribute ID="Gobo1Rot1" ChannelOffset="7" Wheel="15" />
        <Attribute ID="E-Gobo_Size" ChannelOffset="8,9" Wheel="43" />
        <Attribute ID="Zoom" ChannelOffset="10,11" Wheel="19" />
        <Attribute ID="Zoom_Speed" ChannelOffset="12" Wheel="20" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="13" ModeLink="Cell" X="5" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="19" ModeLink="Cell" X="3" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="25" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="31" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="37" ModeLink="Cell" X="1" Y="5">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="43" ModeLink="Cell" X="3" Y="6">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="49" ModeLink="Cell" X="5" Y="5">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="55" ModeLink="Cell" X="6" Y="3">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="6" 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="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
    </Include>
  </Mode>
  <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="Gobo">
      <Palette ID="1" Name="1 Beam" Number="11" Page="1" SetControl="Gobo1:1" />
      <Palette ID="2" Name="2 Beams" Number="12" Page="1" SetControl="Gobo1:2" />
      <Palette ID="3" Name="4 Beams" Number="13" Page="1" SetControl="Gobo1:3" />
      <Palette ID="4" Name="8 Beams" Number="14" Page="1" SetControl="Gobo1:4" />
      <Palette ID="5" Name="16 Beams" Number="15" Page="1" SetControl="Gobo1:5" />
      <Palette ID="6" Name="32 Beams" Number="16" Page="1" SetControl="Gobo1:6" />
      <Palette ID="7" Name="64 Beams" Number="17" Page="1" SetControl="Gobo1:7" />
      <Palette ID="8" Name="128 Beams" Number="18" Page="1" SetControl="Gobo1:8" />
      <Palette ID="9" Name="256 Beams" Number="19" Page="1" SetControl="Gobo1:9" />
    </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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>