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Froggys Fog Hyperion D6 (Froggys Fog_Hyperion D6.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Hyperion D6" ShortName="Hype D6" Company="Froggys Fog">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>9cc13db3-cae9-4ff2-8391-33517a0a8da3</Thumbnail>
  <History Date="13-09-18" Author="Nic Morris" Comment="Created" />
  <History Date="18-09-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="02-11-18" Author="Nic Morris" Comment="Swapped uv and white mapping in line with latest charts from manufacturer (manual on website currently has them the other way around)" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="5aa89efc-12e9-49e6-a0ce-37dd15222416" />
  <Control>
    <Attribute ID="Fog" Name="Fog" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Fog" 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" />
      <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </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="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="10~255" Colour="255,255,255" />
    </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="10~255" />
    </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="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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="17 DMX" Channels="17">
    <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="81bf9365-6c7a-4ed7-9cbd-60b705d4d934" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Amber" Wheel="40" />
        <Attribute ID="UV" Wheel="41" />
        <Attribute ID="White" Wheel="42" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="7" />
        <Attribute ID="Auto" ChannelOffset="15" Wheel="22" />
        <Attribute ID="Shutter" ChannelOffset="16" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="17" Wheel="4" />
        <Attribute ID="Fog" Wheel="6" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Inner" ChannelOffset="2" ModeLink="LED cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Outer" ChannelOffset="8" ModeLink="LED cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="UV" TargetId="UV" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Fog cell" Channels="1" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="LED cell" Channels="6" Hidden="True">
    <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>
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="5" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>