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Songxu SX-MH0640 (Songxu_SX-MH0640.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SX-MH0640" ShortName="SX-MH0640" Company="Songxu" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>c8e7cbed-9fde-4331-bc2c-ed7d17fc8374</Thumbnail>
  <History Date="13-11-23" Author="Nic Morris" Comment="Created (poor documentation.  assumed focus is zoom and 'LED1, LED2, LED3, LED4' are RGBW respectively)" Version="0" />
  <History Date="15-11-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="772ec144-9dc9-42d1-93b4-e5bd345798a4" />
  <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="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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="5~250" />
    </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="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Lens_Rot" Name="Lens Rot" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.f%%',0~100" Dmx="0~99" />
      <Function ID="2" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="100~133" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~195" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~134" />
    </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="Red" Display="'Red'" Dmx="8~15" Colour="255,0,0" />
      <Function ID="3" Name="Amber" Display="'Amber'" Dmx="16~23" Colour="255,100,0" />
      <Function ID="4" Name="Yellow Warm" Display="'Yellow Warm'" Dmx="24~31" Colour="255,255,0" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="32~39" Colour="255,255,0" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="40~47" Colour="0,255,0" />
      <Function ID="7" Name="Turquoise" Display="'Turquoise'" Dmx="48~55" Colour="0,255,128" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="56~63" Colour="0,255,255" />
      <Function ID="9" Name="Blue" Display="'Blue'" Dmx="64~71" Colour="0,0,255" />
      <Function ID="10" Name="Lavender" Display="'Lavender'" Dmx="72~79" Colour="255,128,255" />
      <Function ID="11" Name="Mauve" Display="'Mauve'" Dmx="80~87" Colour="180,0,180" />
      <Function ID="12" Name="Magenta" Display="'Magenta'" Dmx="88~95" Colour="255,0,255" />
      <Function ID="13" Name="Pink" Display="'Pink'" Dmx="96~103" Colour="255,150,150" />
      <Function ID="14" Name="White 3200K" Display="'White 3200K'" Dmx="104~111" Colour="255,240,200" />
      <Function ID="15" Name="White 5600K" Display="'White 5600K'" Dmx="112~119" Colour="255,255,255" />
      <Function ID="16" Name="White 7200K" Display="'White 7200K'" Dmx="120~127" Colour="230,230,255" />
      <Function ID="17" Name="Jump" Display="'Jump %.f%%',0~100" Dmx="128~191" Colour="255,255,255" />
      <Function ID="18" Name="Fade" Display="'Fade %.f%%',0~100" Dmx="192~255" Colour="255,255,255" />
    </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" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="10~39" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="40~69" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="70~99" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="100~129" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="130~159" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="160~189" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="190~219" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="220~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~32" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="33~58" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="59~84" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="85~110" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="111~136" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="137~162" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="163~188" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="189~214" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="215~240" />
      <Function ID="11" Name="Sound" Display="'Sound'" Dmx="241~255" />
    </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="Reset" Display="'Reset'" Dmx="250~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10" Id="d91c6518-fc23-4774-96ae-d0c40dc53b0c">
    <Import PearlRef="" 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="db336455-2465-4248-b362-962e0cde5113" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="40" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Lens_Rot" ChannelOffset="10" Wheel="20" />
    </Include>
  </Mode>
  <Mode Name="17 DMX" Channels="17" Id="7317ca55-911b-43d4-9e71-428f5b5d6329">
    <Import PearlRef="" 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="b65d22f7-db62-45a3-bef9-d9b7922e4903" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="Zoom" ChannelOffset="12" Wheel="19" />
      <Attribute ID="Lens_Rot" ChannelOffset="13" Wheel="20" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="15" Wheel="22" />
      <Attribute ID="P/T_Macro" ChannelOffset="16" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="11000" />
      <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>
    <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>