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Lanta Lighting Fireball Tri Slim (Lanta Lighting_Fireball Tri Slim.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Fireball Tri Slim" ShortName="FBTriSlim" Company="Lanta Lighting" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>731d640a-0b60-4030-96e2-43ab67e948b1</Thumbnail>
  <History Date="24-02-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="26-02-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ad4d7e79-611e-4a2a-8630-0ff120583c40" />
  <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" />
      <Else ID="1" />
      <Condition Name="Colour" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Auto'==2" />
      <Condition Name="Speed" ID="31" If="'Auto'>2&&'Auto'<12" />
      <Condition Name="Sensitivity" ID="32" If="'Auto'==12" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="9~17" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="18~26" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="27~35" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="36~44" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="45~53" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="54~62" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="63~71" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="72~80" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="81~89" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="90~98" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="99~107" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="108~116" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="117~125" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="126~134" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="135~143" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="144~152" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="153~161" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="162~170" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="171~179" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="180~188" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="189~197" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="198~206" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="207~215" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="216~224" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="225~233" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="234~242" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="243~251" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="252~255" Colour="0,0,0" />
      <Function ID="31" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="32" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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="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="10~255" />
    </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" Update="Red" />
      <Function ID="2" Name="Static Col" Display="'Static Col'" Dmx="24~24" Update="Red" />
      <Function ID="3" Name="7 Col Gradient" Display="'7 Col Gradient'" Dmx="25~49" Update="Red" />
      <Function ID="4" Name="3 Col Gradient" Display="'3 Col Gradient'" Dmx="50~74" Update="Red" />
      <Function ID="5" Name="7 Col Hopping" Display="'7 Col Hopping'" Dmx="75~99" Update="Red" />
      <Function ID="6" Name="3 Col Hopping" Display="'3 Col Hopping'" Dmx="100~124" Update="Red" />
      <Function ID="7" Name="Fantasy 1" Display="'Fantasy 1'" Dmx="125~149" Update="Red" />
      <Function ID="8" Name="Fantasy 2" Display="'Fantasy 2'" Dmx="150~174" Update="Red" />
      <Function ID="9" Name="Red Gradient" Display="'Red Gradient'" Dmx="175~199" Update="Red" />
      <Function ID="10" Name="Green Gradient" Display="'Green Gradient'" Dmx="200~224" Update="Red" />
      <Function ID="11" Name="Blue Gradient" Display="'Blue Gradient'" Dmx="225~249" Update="Red" />
      <Function ID="12" Name="Sound" Display="'Sound'" Dmx="250~255" Update="Red" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="1~22" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="23~45" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="46~68" Colour="0,0,255" />
      <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="69~91" Colour="0,255,255" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="92~114" Colour="255,255,0" />
      <Function ID="7" Name="Orange" Display="'Orange'" Dmx="115~137" Colour="255,128,0" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="138~160" Colour="255,150,150" />
      <Function ID="9" Name="Purple" Display="'Purple'" Dmx="161~183" Colour="128,0,255" />
      <Function ID="10" Name="Dark Blue" Display="'Dark Blue'" Dmx="184~206" Colour="0,0,180" />
      <Function ID="11" Name="Light Green" Display="'Light Green'" Dmx="207~229" Colour="128,255,0" />
      <Function ID="12" Name="Light Blue" Display="'Light Blue'" Dmx="230~252" Colour="0,128,255" />
      <Function ID="13" Name="White" Display="'White'" Dmx="253~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1" Id="83e8d6dc-1ea1-4230-8527-bddbb3e42341">
    <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="031c152d-c3ff-4e3b-b65e-d69a16aecb45" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="18ede8e0-07fc-4f02-923e-a663bbf86b6c">
    <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="2108ee9b-df86-46e9-8548-cf319dc7bb21" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="851d937e-0221-4860-b40b-f9e3ae6d3943">
    <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="64743ec2-430b-4ee5-b2f4-4d3f2cfeff75" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="01612f6d-fb9e-4c34-ad51-972d478dc803">
    <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="10dd623a-7e43-4bf8-986f-a32e3dfa8a42" />
    <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="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="6" 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>
    <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>