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iSolution iShow-6S (iSolution_iShow-6S.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="iShow-6S" ShortName="iShow-6S" Company="iSolution" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>dff5aeff-0928-4685-ac0e-943d900c4f43</Thumbnail>
  <History Date="22-12-23" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9c357e0f-8c78-4fc0-8a46-adbdd0ae3acf" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="1" />
      <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="Shake" Display="'Shake %.1f%%',0.0~100.0" Dmx="132~247" />
    </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="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" 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="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" If="'Gobo1Func'==1" />
      <Condition Name="Scroll" ID="16,17" If="'Gobo1Func'==2" />
      <Else ID="18" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="9~17" />
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~25" />
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="26~34" />
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="35~42" />
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="43~51" />
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="52~59" />
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="60~68" />
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="69~76" />
      <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="77~85" />
      <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="86~93" />
      <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="94~102" />
      <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="103~110" />
      <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="111~119" />
      <Function ID="15" Name="Gobo 14" Display="'Gobo 14'" Dmx="120~127" />
      <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="17" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" />
      <Function ID="18" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="10" Lowlight="7" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="13,14,15,16,17,18" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="19,20" If="'Colour1Func'==3" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Green" Display="'Green'" Dmx="8~15" WheelPosition="1" Colour="0,255,0" />
      <Function ID="3" Name="Magenta" Display="'Magenta'" Dmx="23~30" WheelPosition="2" Colour="255,0,255" />
      <Function ID="4" Name="Light Blue" Display="'Light Blue'" Dmx="31~37" WheelPosition="3" Colour="0,128,255" />
      <Function ID="5" Name="Amber" Display="'Amber'" Dmx="38~45" WheelPosition="4" Colour="255,100,0" />
      <Function ID="6" Name="Red" Display="'Red'" Dmx="46~52" WheelPosition="5" Colour="255,0,0" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="61~67" WheelPosition="6" Colour="0,0,255" />
      <Function ID="8" Name="UV Purple" Display="'UV Purple'" Dmx="68~75" WheelPosition="7" Colour="180,0,255" />
      <Function ID="9" Name="Light Green" Display="'Light Green'" Dmx="76~82" WheelPosition="8" Colour="128,255,0" />
      <Function ID="10" Name="Orange" Display="'Orange'" Dmx="91~97" WheelPosition="9" Colour="255,128,0" />
      <Function ID="11" Name="Yellow" Display="'Yellow'" Dmx="106~112" WheelPosition="10" Colour="255,255,0" />
      <Function ID="12" Name="Pink" Display="'Pink'" Dmx="121~127" WheelPosition="11" Colour="255,150,150" />
      <Function ID="13" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="14" Name="Grn/ Mag" Display="'Grn/ Mag'" Dmx="16~22" WheelPosition="1" Colour="0,255,0" />
      <Function ID="15" Name="Rd/ Blu" Display="'Rd/ Blu'" Dmx="53~60" WheelPosition="5" Colour="255,0,0" />
      <Function ID="16" Name="L Grn/ Org" Display="'L Grn/ Org'" Dmx="83~90" WheelPosition="8" Colour="128,255,0" />
      <Function ID="17" Name="Org/ Yel" Display="'Org/ Yel'" Dmx="98~105" WheelPosition="9" Colour="255,128,0" />
      <Function ID="18" Name="Yel/ Pk" Display="'Yel/ Pk'" Dmx="113~120" WheelPosition="10" Colour="255,255,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="20" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1Func1" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour11" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour11" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour11" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour11" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="10" Lowlight="7" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12" If="'Colour1Func1'==1" />
      <Condition Name="Scroll" ID="13,14" If="'Colour1Func1'==2" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Green" Display="'Green'" Dmx="11~21" Colour="0,255,0" />
      <Function ID="3" Name="Magenta" Display="'Magenta'" Dmx="22~31" Colour="255,0,255" />
      <Function ID="4" Name="Light Blue" Display="'Light Blue'" Dmx="32~42" Colour="0,128,255" />
      <Function ID="5" Name="Amber" Display="'Amber'" Dmx="43~53" Colour="255,100,0" />
      <Function ID="6" Name="Red" Display="'Red'" Dmx="54~63" Colour="255,0,0" />
      <Function ID="7" Name="Blue" Display="'Blue'" Dmx="64~74" Colour="0,0,255" />
      <Function ID="8" Name="UV Purple" Display="'UV Purple'" Dmx="75~85" Colour="180,0,255" />
      <Function ID="9" Name="Light Green" Display="'Light Green'" Dmx="86~95" Colour="128,255,0" />
      <Function ID="10" Name="Orange" Display="'Orange'" Dmx="96~106" Colour="255,128,0" />
      <Function ID="11" Name="Yellow" Display="'Yellow'" Dmx="107~117" Colour="255,255,0" />
      <Function ID="12" Name="Pink" Display="'Pink'" Dmx="118~127" Colour="255,150,150" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="14" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Reflector" Name="Reflector" Description="" Group="B">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="245~135" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="121~134" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="120~10" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="246~255" />
    </Attribute>
  </Control>
  <Mode Name="Normal, 6 DMX" Channels="6" Id="066f52cb-de7b-4f2a-9881-03bfbe9b3362">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Mirror" PanMax="180" TiltMax="70" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ac882d6d-26e9-45f4-a46c-c27260b63fd8" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Colour1Func1" Wheel="7" />
      <Attribute ID="Colour11" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Reflector" ChannelOffset="6" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="Split, 6 DMX" Channels="6" Id="f71f8555-1b31-49fd-8519-eec413e0c08e">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Mirror" PanMax="180" TiltMax="70" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6d2a5b4c-fb03-4deb-8f17-ed4f4f26115d" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="4" Wheel="14" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Reflector" ChannelOffset="6" Wheel="19" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:11,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="10" Name="Light Blue" Number="7" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="11" Name="UV Purple" Number="9" Page="1" SetControl="Colour1:8,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="14" Name="UV Purple" Number="8" Page="1" SetControl="Colour1:8,Colour1Func:1,Colour11:1,Colour1Func1:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour11:1,Colour1Func1:1" />
    </Group>
    <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" />
      <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 14" Number="0" Page="1" SetControl="Gobo1:15,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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>