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KAM CosmoSphere (KAM_CosmoSphere.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CosmoSphere" ShortName="CsmoSphere" Company="KAM" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>b40fb4a4-5a0e-4327-8cbf-6ef262be77c4</Thumbnail>
  <History Date="30-10-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="14-11-23" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="32ae2b48-ab31-4200-92d9-148f1c49c16a" />
  <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="Tilt_Spin" Name="Tilt Spin" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="10~127" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <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="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="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="3~119" Colour="255,255,255" />
      <Function ID="3" Name="4 Col Chng" Display="'4 Col Chng %.f%%',0~100" Dmx="120~169" Colour="255,255,255" />
      <Function ID="4" Name="4 Col Fade" Display="'4 Col Fade %.f%%',0~100" Dmx="170~219" Colour="255,255,255" />
      <Function ID="5" Name="Strobe+Col" Display="'Strobe+Col %.f%%',0~100" Dmx="220~255" Colour="255,255,255" />
    </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="Effect" Display="'Effect %.1f%%',0.0~100.0" Dmx="5~255" />
    </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" />
      <Function ID="2" Name="Auto" Display="'Auto %.1f%%',0.0~100.0" Dmx="3~255" />
    </Attribute>
  </Control>
  <Mode Name="21 DMX" Channels="21" Id="e99fa0c3-fddd-4236-a647-9bb93e99ae3a">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a0201186-07c6-4c52-be29-da54aea74e4c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,3" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="2,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Tilt_Spin" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Effect" ChannelOffset="20" Wheel="22" />
        <Attribute ID="Auto" ChannelOffset="21" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="8" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="12" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="13" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="14" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="15" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="16" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="17" ModeLink="Cell" X="0" Y="9">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell11" Name="Cell 11" ChannelOffset="18" ModeLink="Cell" X="0" Y="10">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell12" Name="Cell 12" ChannelOffset="19" ModeLink="Cell" X="0" Y="11">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True" Id="9801aa1f-0976-44f6-b2fb-f8b3c93308d1">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Palettes>
    <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>