View Personality

Prolights FY250W (Prolights_FY250W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="FY250W" ShortName="FY250W" Company="Prolights" Version="8">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>b406043c-2223-4517-b563-54b9487e9316</Thumbnail>
  <History Date="05-03-13" Author="Peter Budd" Comment="Created" Version="1" />
  <History Date="26-09-13" Author="Peter Budd" Comment="Created from the Chauvet Inimidator Wash LED 150." Version="2" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." Version="3" />
  <History Date="13-08-16" Author="Nic Morris" Comment="Changed name from Fury FY250W to FY250W" Version="4" />
  <History Date="13-08-16" Author="Nic Morris" Comment="Increased wheel resolution." Version="5" />
  <History Date="13-08-16" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <History Date="09-02-18" Author="Nic Morris" Comment="Added product thumbnail.  Changed saturation ID for compatibility." Version="7" />
  <History Date="10-08-22" Author="Nic Morris" Comment="Revised dimmer in response to customer feedback (documentation details as 8-132 = 0->100% but in reality it is inverted)." Version="8" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8c919dfa-d076-44cf-8a49-def74c270115" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="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="2:100" PowerOn="2:0" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Dimmer" Display="'Dimmer %.1f%%',0.0~100.0" Dmx="132~8" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="134~239" Intensity="0~0" />
      <Function ID="4" Name="Open" Display="'Open'" Dmx="240~255" Intensity="0~0" />
    </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="xSaturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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" />
      <Function ID="2" Name="RGBW" Display="'RGBW'" Dmx="8~21" Colour="255,255,255" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="22~35" Colour="255,0,0" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="36~49" Colour="0,255,0" />
      <Function ID="5" Name="Blue" Display="'Blue'" Dmx="50~63" Colour="0,255,255" />
      <Function ID="6" Name="White" Display="'White'" Dmx="64~77" Colour="255,255,255" />
      <Function ID="7" Name="Macro 1" Display="'Macro 1'" Dmx="78~91" Colour="0,0,0" />
      <Function ID="8" Name="Macro 2" Display="'Macro 2'" Dmx="92~105" Colour="0,0,0" />
      <Function ID="9" Name="Macro 3" Display="'Macro 3'" Dmx="106~119" Colour="0,0,0" />
      <Function ID="10" Name="Macro 4" Display="'Macro 4'" Dmx="120~133" Colour="0,0,0" />
      <Function ID="11" Name="Macro 5" Display="'Macro 5'" Dmx="134~147" Colour="0,0,0" />
      <Function ID="12" Name="Macro 6" Display="'Macro 6'" Dmx="148~161" Colour="0,0,0" />
      <Function ID="13" Name="Macro 7" Display="'Macro 7'" Dmx="162~175" Colour="0,0,0" />
      <Function ID="14" Name="Macro 8" Display="'Macro 8'" Dmx="176~189" Colour="0,0,0" />
      <Function ID="15" Name="Macro 9" Display="'Macro 9'" Dmx="190~203" Colour="0,0,0" />
      <Function ID="16" Name="Macro 10" Display="'Macro 10'" Dmx="204~217" Colour="0,0,0" />
      <Function ID="17" Name="Macro 11" Display="'Macro 11'" Dmx="218~231" Colour="0,0,0" />
      <Function ID="18" Name="Moveable" Display="'Moveable'" Dmx="232~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="8~27" />
      <Function ID="3" Name="Reset Pan" Display="'Reset Pan'" Dmx="148~167" />
      <Function ID="4" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="168~187" />
      <Function ID="5" Name="Reset All" Display="'Reset All'" Dmx="228~247" />
    </Attribute>
    <Attribute ID="Effect" 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="Auto 1" Display="'Auto 1'" Dmx="8~23" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="24~39" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="40~55" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="56~71" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="72~87" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="88~103" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="104~119" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="120~135" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="136~151" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="152~167" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="168~183" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="184~199" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="200~215" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="216~231" />
      <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="232~247" />
      <Function ID="17" Name="Sound 8" Display="'Sound 8'" Dmx="248~255" />
    </Attribute>
  </Control>
  <Mode Name="15 DMX, 16bit" Channels="15">
    <Import PearlRef="PG_FY250W_X" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ee72297f-be9f-47a8-a7ee-5b4f1172cf9a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10" Wheel="9" />
      <Attribute ID="xSaturation" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Colour_Macro" ChannelOffset="12" Wheel="7" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Speed" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
      <Attribute ID="Effect" ChannelOffset="15" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="6 DMX, 8bit" Channels="6">
    <Import PearlRef="PG_FY250W_B" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5d54c49b-b7d9-4507-bf3c-c63200459bef" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="White" ChannelOffset="4" Wheel="9" />
      <Attribute ID="xSaturation" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Pan">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control: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="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="b406043c-2223-4517-b563-54b9487e9316">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</Swatch>
  </swatchLibrary>
</Fixture>