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ACME EL DIABLO (BEAM 180) (ACME_EL DIABLO (BEAM 180).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="EL DIABLO (BEAM 180)" ShortName="EL DIABLO" Company="ACME" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>8b9bf1f3-1138-4bc7-bd3a-3533a94cbebb</Thumbnail>
  <History Date="09-10-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="12-10-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0a6d9603-c2e3-4b06-a089-4868492f15d4" />
  <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="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==3" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~14" WheelPosition="1" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="15~21" WheelPosition="2" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="22~28" WheelPosition="3" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="29~35" WheelPosition="4" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="36~42" WheelPosition="5" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="43~49" WheelPosition="6" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="50~56" WheelPosition="7" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="57~63" WheelPosition="8" />
      <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" />
      <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="64~71" WheelPosition="1" />
      <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="72~79" WheelPosition="2" />
      <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="80~87" WheelPosition="3" />
      <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="88~95" WheelPosition="4" />
      <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="96~103" WheelPosition="5" />
      <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="104~111" WheelPosition="6" />
      <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="112~119" WheelPosition="7" />
      <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="120~127" WheelPosition="8" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="136~255" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="8~127" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Frost" Display="'Frost'" Dmx="255~255" />
    </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="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
      <Function ID="7" Name="Sound" Display="'Sound'" Dmx="232~239" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="Dim Linear" Display="'Dim Linear'" Dmx="30~39" />
      <Function ID="3" Name="Dim Square" Display="'Dim Square'" Dmx="40~49" />
      <Function ID="4" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="50~59" />
      <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="60~69" />
      <Function ID="6" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" />
      <Function ID="7" Name="Reset Effect" Display="'Reset Effect'" Dmx="150~159" />
      <Function ID="8" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
      <Function ID="9" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="210~219" />
      <Function ID="10" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="220~229" />
    </Attribute>
  </Control>
  <Mode Name="12 DMX" Channels="12" Id="e89f8126-0a2f-4c2b-8c00-12b3d2e23ca2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="c859bb39-39d3-4673-8800-a4b643f6b870" />
    <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="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" />
      <Attribute ID="Prism" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Frost" ChannelOffset="8" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="10,11" Wheel="1" />
      <Attribute ID="Control" ChannelOffset="12" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:8" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:6" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:7" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:5" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:9" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Smooth">
      <Set Channel="Control:10" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
      <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1" />
    </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="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1" />
      <Palette ID="7" Name="Frost Full" Number="47" Page="1" SetControl="Frost:2" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>