View Personality

Pro Light Par Pro 270 5-In-1 (Pro Light_Par Pro 270 5-In-1.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Par Pro 270 5-In-1" ShortName="PPr2705in1" Company="Pro Light" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>dc9fcb3c-583b-402b-a04a-e33cf1aa7194</Thumbnail>
  <History Date="28-03-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="31-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="72750891-cd89-4d4d-8c89-26cd81825e90" />
  <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="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>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Speed" ID="3" If="'Macro'>29&&'Macro'<39" />
      <Condition Name="Sensitivity" ID="4" If="'Macro'>38" />
      <Else ID="1,2" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="11~255" />
      <Function ID="3" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="4" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Update="Shutter" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="6~11" Update="Shutter" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="12~17" Update="Shutter" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="18~23" Update="Shutter" />
      <Function ID="5" Name="White" Display="'White'" Dmx="24~29" Update="Shutter" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="30~35" Update="Shutter" />
      <Function ID="7" Name="Colour 1" Display="'Colour 1'" Dmx="36~41" Update="Shutter" WheelPosition="1" />
      <Function ID="8" Name="Colour 2" Display="'Colour 2'" Dmx="42~47" Update="Shutter" WheelPosition="2" />
      <Function ID="9" Name="Colour 3" Display="'Colour 3'" Dmx="48~53" Update="Shutter" WheelPosition="3" />
      <Function ID="10" Name="Colour 4" Display="'Colour 4'" Dmx="54~59" Update="Shutter" WheelPosition="4" />
      <Function ID="11" Name="Colour 5" Display="'Colour 5'" Dmx="60~65" Update="Shutter" WheelPosition="5" />
      <Function ID="12" Name="Colour 6" Display="'Colour 6'" Dmx="66~71" Update="Shutter" WheelPosition="6" />
      <Function ID="13" Name="Colour 7" Display="'Colour 7'" Dmx="72~77" Update="Shutter" WheelPosition="7" />
      <Function ID="14" Name="Colour 8" Display="'Colour 8'" Dmx="78~83" Update="Shutter" WheelPosition="8" />
      <Function ID="15" Name="Colour 9" Display="'Colour 9'" Dmx="84~89" Update="Shutter" WheelPosition="9" />
      <Function ID="16" Name="Colour 10" Display="'Colour 10'" Dmx="90~95" Update="Shutter" WheelPosition="10" />
      <Function ID="17" Name="Colour 11" Display="'Colour 11'" Dmx="96~101" Update="Shutter" WheelPosition="11" />
      <Function ID="18" Name="Colour 12" Display="'Colour 12'" Dmx="102~107" Update="Shutter" WheelPosition="12" />
      <Function ID="19" Name="Colour 13" Display="'Colour 13'" Dmx="108~113" Update="Shutter" WheelPosition="13" />
      <Function ID="20" Name="Colour 14" Display="'Colour 14'" Dmx="114~119" Update="Shutter" WheelPosition="14" />
      <Function ID="21" Name="Colour 15" Display="'Colour 15'" Dmx="120~125" Update="Shutter" WheelPosition="15" />
      <Function ID="22" Name="Colour 16" Display="'Colour 16'" Dmx="126~131" Update="Shutter" WheelPosition="16" />
      <Function ID="23" Name="Colour 17" Display="'Colour 17'" Dmx="132~137" Update="Shutter" WheelPosition="17" />
      <Function ID="24" Name="Colour 18" Display="'Colour 18'" Dmx="138~143" Update="Shutter" WheelPosition="18" />
      <Function ID="25" Name="Colour 19" Display="'Colour 19'" Dmx="144~149" Update="Shutter" WheelPosition="19" />
      <Function ID="26" Name="Colour 20" Display="'Colour 20'" Dmx="150~155" Update="Shutter" WheelPosition="20" />
      <Function ID="27" Name="Colour 21" Display="'Colour 21'" Dmx="156~161" Update="Shutter" WheelPosition="21" />
      <Function ID="28" Name="Colour 22" Display="'Colour 22'" Dmx="162~167" Update="Shutter" WheelPosition="22" />
      <Function ID="29" Name="Colour 23" Display="'Colour 23'" Dmx="168~179" Update="Shutter" WheelPosition="23" />
      <Function ID="30" Name="Macro 1" Display="'Macro 1'" Dmx="180~185" Update="Shutter" />
      <Function ID="31" Name="Macro 2" Display="'Macro 2'" Dmx="186~191" Update="Shutter" />
      <Function ID="32" Name="Macro 3" Display="'Macro 3'" Dmx="192~197" Update="Shutter" />
      <Function ID="33" Name="Macro 4" Display="'Macro 4'" Dmx="198~203" Update="Shutter" />
      <Function ID="34" Name="Macro 5" Display="'Macro 5'" Dmx="204~209" Update="Shutter" />
      <Function ID="35" Name="Macro 6" Display="'Macro 6'" Dmx="210~215" Update="Shutter" />
      <Function ID="36" Name="Macro 7" Display="'Macro 7'" Dmx="216~221" Update="Shutter" />
      <Function ID="37" Name="Macro 8" Display="'Macro 8'" Dmx="222~227" Update="Shutter" />
      <Function ID="38" Name="Macro 9" Display="'Macro 9'" Dmx="228~233" Update="Shutter" />
      <Function ID="39" Name="Sound 1" Display="'Sound 1'" Dmx="234~239" Update="Shutter" />
      <Function ID="40" Name="Sound 2" Display="'Sound 2'" Dmx="240~245" Update="Shutter" />
      <Function ID="41" Name="Sound 3" Display="'Sound 3'" Dmx="246~255" Update="Shutter" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2">
    <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="34cb2ae9-dfa8-4687-b6b9-94cb11354033" />
    <Include>
      <Attribute ID="Macro" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
    </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="1eb91add-1e37-425a-906f-514a1e7649cb" />
    <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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="71c81fe4-12c3-4d63-963f-e871ee7f57a8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="0260d0f7-411a-4160-a715-4abb30325212" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="8" Wheel="22" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch id="dc9fcb3c-583b-402b-a04a-e33cf1aa7194">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</Swatch>
  </swatchLibrary>
</Fixture>