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Daisy Light PS1212 (Daisy Light_PS1212.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PS1212" ShortName="PS1212" Company="Daisy Light" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>7315f9ee-4d2e-4732-88c4-35e0f3350e08</Thumbnail>
  <History Date="10-07-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="13-07-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="589100ef-68e5-4c43-a8f7-fdf55fc7d9ce" />
  <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="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="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="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <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" />
    </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="R" Display="'R'" Dmx="16~18" Colour="255,0,0" />
      <Function ID="3" Name="G" Display="'G'" Dmx="19~21" Colour="0,255,0" />
      <Function ID="4" Name="B" Display="'B'" Dmx="22~24" Colour="0,0,255" />
      <Function ID="5" Name="A" Display="'A'" Dmx="25~27" Colour="255,100,0" />
      <Function ID="6" Name="W" Display="'W'" Dmx="28~30" Colour="255,255,255" />
      <Function ID="7" Name="UV" Display="'UV'" Dmx="31~33" Colour="180,0,255" />
      <Function ID="8" Name="R+G" Display="'R+G'" Dmx="34~36" Colour="0,0,0" />
      <Function ID="9" Name="R+B" Display="'R+B'" Dmx="37~39" Colour="0,0,0" />
      <Function ID="10" Name="R+A" Display="'R+A'" Dmx="40~42" Colour="0,0,0" />
      <Function ID="11" Name="R+W" Display="'R+W'" Dmx="43~45" Colour="0,0,0" />
      <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="46~48" Colour="0,0,0" />
      <Function ID="13" Name="G+B" Display="'G+B'" Dmx="49~51" Colour="0,0,0" />
      <Function ID="14" Name="G+A" Display="'G+A'" Dmx="52~54" Colour="0,0,0" />
      <Function ID="15" Name="G+W" Display="'G+W'" Dmx="55~57" Colour="0,0,0" />
      <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="58~60" Colour="0,0,0" />
      <Function ID="17" Name="B+A" Display="'B+A'" Dmx="61~63" Colour="0,0,0" />
      <Function ID="18" Name="B+W" Display="'B+W'" Dmx="64~66" Colour="0,0,0" />
      <Function ID="19" Name="B+UV" Display="'B+UV'" Dmx="67~69" Colour="0,0,0" />
      <Function ID="20" Name="A+W" Display="'A+W'" Dmx="70~72" Colour="0,0,0" />
      <Function ID="21" Name="A+UV" Display="'A+UV'" Dmx="73~75" Colour="0,0,0" />
      <Function ID="22" Name="W+UV" Display="'W+UV'" Dmx="76~78" Colour="0,0,0" />
      <Function ID="23" Name="R+G+B" Display="'R+G+B'" Dmx="79~81" Colour="0,0,0" />
      <Function ID="24" Name="R+G+A" Display="'R+G+A'" Dmx="82~84" Colour="0,0,0" />
      <Function ID="25" Name="R+G+W" Display="'R+G+W'" Dmx="85~87" Colour="0,0,0" />
      <Function ID="26" Name="R+G+UV" Display="'R+G+UV'" Dmx="88~90" Colour="0,0,0" />
      <Function ID="27" Name="R+B+A" Display="'R+B+A'" Dmx="91~93" Colour="0,0,0" />
      <Function ID="28" Name="R+B+W" Display="'R+B+W'" Dmx="94~96" Colour="0,0,0" />
      <Function ID="29" Name="R+B+UV" Display="'R+B+UV'" Dmx="97~99" Colour="0,0,0" />
      <Function ID="30" Name="R+A+W" Display="'R+A+W'" Dmx="100~102" Colour="0,0,0" />
      <Function ID="31" Name="R+A+UV" Display="'R+A+UV'" Dmx="103~105" Colour="0,0,0" />
      <Function ID="32" Name="R+W+UV" Display="'R+W+UV'" Dmx="106~108" Colour="0,0,0" />
      <Function ID="33" Name="G+B+A" Display="'G+B+A'" Dmx="109~111" Colour="0,0,0" />
      <Function ID="34" Name="G+B+W" Display="'G+B+W'" Dmx="112~114" Colour="0,0,0" />
      <Function ID="35" Name="G+B+UV" Display="'G+B+UV'" Dmx="115~117" Colour="0,0,0" />
      <Function ID="36" Name="G+A+W" Display="'G+A+W'" Dmx="118~120" Colour="0,0,0" />
      <Function ID="37" Name="G+A+UV" Display="'G+A+UV'" Dmx="121~123" Colour="0,0,0" />
      <Function ID="38" Name="G+W+UV" Display="'G+W+UV'" Dmx="124~126" Colour="0,0,0" />
      <Function ID="39" Name="B+A+W" Display="'B+A+W'" Dmx="127~129" Colour="0,0,0" />
      <Function ID="40" Name="B+A+UV" Display="'B+A+UV'" Dmx="130~132" Colour="0,0,0" />
      <Function ID="41" Name="B+W+UV" Display="'B+W+UV'" Dmx="133~135" Colour="0,0,0" />
      <Function ID="42" Name="A+W+UV" Display="'A+W+UV'" Dmx="136~138" Colour="0,0,0" />
      <Function ID="43" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="139~141" Colour="0,0,0" />
      <Function ID="44" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="142~144" Colour="0,0,0" />
      <Function ID="45" Name="R+G+B+UV" Display="'R+G+B+UV'" Dmx="145~147" Colour="0,0,0" />
      <Function ID="46" Name="R+G+A+W" Display="'R+G+A+W'" Dmx="148~150" Colour="0,0,0" />
      <Function ID="47" Name="R+G+A+UV" Display="'R+G+A+UV'" Dmx="151~153" Colour="0,0,0" />
      <Function ID="48" Name="R+G+W+UV" Display="'R+G+W+UV'" Dmx="154~156" Colour="0,0,0" />
      <Function ID="49" Name="R+B+A+W" Display="'R+B+A+W'" Dmx="157~159" Colour="0,0,0" />
      <Function ID="50" Name="R+B+A+UV" Display="'R+B+A+UV'" Dmx="160~162" Colour="0,0,0" />
      <Function ID="51" Name="R+B+W+UV" Display="'R+B+W+UV'" Dmx="163~165" Colour="0,0,0" />
      <Function ID="52" Name="R+A+W+UV" Display="'R+A+W+UV'" Dmx="166~168" Colour="0,0,0" />
      <Function ID="53" Name="G+B+A+W" Display="'G+B+A+W'" Dmx="169~171" Colour="0,0,0" />
      <Function ID="54" Name="G+B+A+UV" Display="'G+B+A+UV'" Dmx="172~174" Colour="0,0,0" />
      <Function ID="55" Name="G+B+W+UV" Display="'G+B+W+UV'" Dmx="175~177" Colour="0,0,0" />
      <Function ID="56" Name="G+A+W+UV" Display="'G+A+W+UV'" Dmx="178~180" Colour="0,0,0" />
      <Function ID="57" Name="B+A+W+UV" Display="'B+A+W+UV'" Dmx="181~183" Colour="0,0,0" />
      <Function ID="58" Name="R+G+B+A+W" Display="'R+G+B+A+W'" Dmx="184~186" Colour="0,0,0" />
      <Function ID="59" Name="R+G+B+A+UV" Display="'R+G+B+A+UV'" Dmx="187~189" Colour="0,0,0" />
      <Function ID="60" Name="R+G+B+W+UV" Display="'R+G+B+W+UV'" Dmx="190~192" Colour="0,0,0" />
      <Function ID="61" Name="R+G+A+W+UV" Display="'R+G+A+W+UV'" Dmx="193~195" Colour="0,0,0" />
      <Function ID="62" Name="R+B+A+W+UV" Display="'R+B+A+W+UV'" Dmx="196~198" Colour="0,0,0" />
      <Function ID="63" Name="G+B+A+W+UV" Display="'G+B+A+W+UV'" Dmx="199~201" Colour="0,0,0" />
      <Function ID="64" Name="R+G+B+A+W+UV" Display="'R+G+B+A+W+UV'" Dmx="202~204" Colour="0,0,0" />
      <Function ID="65" Name="Auto" Display="'Auto %.f%%',0~100" Dmx="205~255" Colour="0,0,0" />
    </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="Col Jump" Display="'Col Jump %.1f%%',0.0~100.0" Dmx="16~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Dimmer 0" Display="'Dimmer 0'" Dmx="6~55" />
      <Function ID="3" Name="Dimmer 1" Display="'Dimmer 1'" Dmx="56~105" />
      <Function ID="4" Name="Dimmer 2" Display="'Dimmer 2'" Dmx="106~155" />
      <Function ID="5" Name="Dimmer 3" Display="'Dimmer 3'" Dmx="156~205" />
      <Function ID="6" Name="Dimmer 4" Display="'Dimmer 4'" Dmx="206~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6" Id="12bc1a08-8bf8-48a6-9aa0-078e65caf143">
    <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="24596dfd-dc0e-4137-8ca3-642865792396" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="eb3add71-6502-4cb8-8d85-9eee9c41a997">
    <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="b9aad14e-0dc5-43bd-977c-df841687c14f" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="7760b0f1-7835-47d6-b2fb-a131368f24f2">
    <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="6f166ab0-05a6-45f9-961f-240fedb65d2c" />
    <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="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="White" ChannelOffset="6" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11" Id="6e67f0f4-2247-4a98-80b4-facc831b1fa1">
    <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="748a3d2c-d277-4c9c-8a2a-846a67df2703" />
    <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="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="White" ChannelOffset="6" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Effect" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Dim_Spd" ChannelOffset="11" Wheel="25" />
    </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="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>