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Color Imagination MINIZOOM 740F (SI-133A) (Color Imagination_MINIZOOM 740F (SI-133A).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="MINIZOOM 740F (SI-133A)" ShortName="MINIZM740F" Company="Color Imagination" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>cdf18a5a-3e20-4a09-8899-329e96d81cb9</Thumbnail>
  <History Date="28-10-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="31-10-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="41aa239f-a220-463f-a931-1855da6279de" />
  <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="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 %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <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="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="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" />
      <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" />
      <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" />
    </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="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="16~31" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" />
      <Function ID="5" Name="White" Display="'White'" Dmx="64~79" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" />
      <Function ID="13" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="192~207" />
      <Function ID="14" Name="Jump" Display="'Jump'" Dmx="208~223" />
      <Function ID="15" Name="Fade" Display="'Fade'" Dmx="224~239" />
      <Function ID="16" Name="Jump, Fade, Pulse" Display="'Jump, Fade, Pulse'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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 All" Display="'Reset All'" Dmx="80~89" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="90~99" />
      <Function ID="4" Name="Program 1" Display="'Program 1'" Dmx="100~119" />
      <Function ID="5" Name="Program 2" Display="'Program 2'" Dmx="120~139" />
      <Function ID="6" Name="Program 3" Display="'Program 3'" Dmx="140~159" />
      <Function ID="7" Name="Program 4" Display="'Program 4'" Dmx="160~179" />
      <Function ID="8" Name="Program 5" Display="'Program 5'" Dmx="180~199" />
      <Function ID="9" Name="Program 6" Display="'Program 6'" Dmx="200~219" />
      <Function ID="10" Name="Program 7" Display="'Program 7'" Dmx="220~239" />
      <Function ID="11" Name="Sound" Display="'Sound'" Dmx="240~255" />
    </Attribute>
  </Control>
  <Mode Name="16b, 15 DMX" Channels="15">
    <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="a906543c-ac64-42ca-aa00-b954aad8027b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Pan" ChannelOffset="3,4" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="5,6" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="7" Wheel="19" />
      <Attribute ID="PT_Speed" ChannelOffset="8" Wheel="25" />
      <Attribute ID="Red" ChannelOffset="9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="11" Wheel="12" />
      <Attribute ID="White" ChannelOffset="12" Wheel="40" />
      <Attribute ID="Macro" ChannelOffset="13" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="8b, 13 DMX" Channels="13">
    <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="678ce268-2443-4fd9-88bf-0c222ae59dd7" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Pan" ChannelOffset="3" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="4" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="5" Wheel="19" />
      <Attribute ID="PT_Speed" ChannelOffset="6" Wheel="25" />
      <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="40" />
      <Attribute ID="Macro" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:3" 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>
    <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="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>