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Froggys Fog Fobbles F4 (Froggys Fog_Fobbles F4.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Fobbles F4" ShortName="Fobbles F4" Company="Froggys Fog">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>9ebb28b0-f64c-43a8-9b51-a76e88d37600</Thumbnail>
  <History Date="17-09-19" Author="Nic Morris" Comment="Created" />
  <History Date="18-09-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c36fa734-f0cc-4255-86fa-2ed1014ed88e" />
  <Control>
    <Attribute ID="Fog" Name="Fog" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Level" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Bubble_Wand" Name="Bubble Wand" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Bubble_Fan" Name="Bubble Fan" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Booster_Fan" Name="Booster Fan" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~255" />
    </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="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="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="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="Red" Display="'Red'" Dmx="10~19" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="40~49" Colour="255,255,255" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="50~59" Colour="255,100,0" />
      <Function ID="7" Name="UV" Display="'UV'" Dmx="60~69" Colour="180,0,255" />
      <Function ID="8" Name="R+G" Display="'R+G'" Dmx="70~79" Colour="255,255,255" />
      <Function ID="9" Name="R+B" Display="'R+B'" Dmx="80~89" Colour="255,255,255" />
      <Function ID="10" Name="R+W" Display="'R+W'" Dmx="90~99" Colour="255,255,255" />
      <Function ID="11" Name="R+A" Display="'R+A'" Dmx="100~109" Colour="255,255,255" />
      <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="110~119" Colour="255,255,255" />
      <Function ID="13" Name="G+B" Display="'G+B'" Dmx="120~129" Colour="255,255,255" />
      <Function ID="14" Name="G+W" Display="'G+W'" Dmx="130~139" Colour="255,255,255" />
      <Function ID="15" Name="G+A" Display="'G+A'" Dmx="140~149" Colour="255,255,255" />
      <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="150~159" Colour="255,255,255" />
      <Function ID="17" Name="B+W" Display="'B+W'" Dmx="160~169" Colour="255,255,255" />
      <Function ID="18" Name="B+A" Display="'B+A'" Dmx="170~179" Colour="255,255,255" />
      <Function ID="19" Name="B+UV" Display="'B+UV'" Dmx="180~189" Colour="255,255,255" />
      <Function ID="20" Name="W+A" Display="'W+A'" Dmx="190~199" Colour="255,255,255" />
      <Function ID="21" Name="W+UV" Display="'W+UV'" Dmx="200~209" Colour="255,255,255" />
      <Function ID="22" Name="A+UV" Display="'A+UV'" Dmx="210~219" Colour="255,255,255" />
      <Function ID="23" Name="B+W+UV" Display="'B+W+UV'" Dmx="220~229" Colour="255,255,255" />
      <Function ID="24" Name="R+G+B+W+A" Display="'R+G+B+W+A'" Dmx="230~239" Colour="255,255,255" />
      <Function ID="25" Name="R+G+B+W+A+UV" Display="'R+G+B+W+A+UV'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~255" WheelPosition="0" Colour="255,255,255" />
    </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="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="25% Fog" Display="'25% Fog'" Dmx="10~19" />
      <Function ID="3" Name="50% Fog" Display="'50% Fog'" Dmx="20~29" />
      <Function ID="4" Name="100% Fog" Display="'100% Fog'" Dmx="30~39" />
      <Function ID="5" Name="10% Haze" Display="'10% Haze'" Dmx="40~49" />
      <Function ID="6" Name="25% Haze" Display="'25% Haze'" Dmx="50~59" />
      <Function ID="7" Name="50% Haze" Display="'50% Haze'" Dmx="60~69" />
      <Function ID="8" Name="100% Haze" Display="'100% Haze'" Dmx="70~79" />
      <Function ID="9" Name="Min Small Bubbles" Display="'Min Small Bubbles'" Dmx="80~89" />
      <Function ID="10" Name="Med Small Bubbles" Display="'Med Small Bubbles'" Dmx="90~99" />
      <Function ID="11" Name="Max Small Bubbles" Display="'Max Small Bubbles'" Dmx="100~109" />
      <Function ID="12" Name="Min Big Bubbles" Display="'Min Big Bubbles'" Dmx="110~119" />
      <Function ID="13" Name="Med Big Bubbles" Display="'Med Big Bubbles'" Dmx="120~129" />
      <Function ID="14" Name="Max Big Bubbles" Display="'Max Big Bubbles'" Dmx="130~139" />
      <Function ID="15" Name="50% Fog 50% Small Bubbles" Display="'50% Fog 50% Small Bubbles'" Dmx="140~149" />
      <Function ID="16" Name="50% Fog 100% Small Bubbles" Display="'50% Fog 100% Small Bubbles'" Dmx="150~159" />
      <Function ID="17" Name="50% Fog 50% Med Bubbles" Display="'50% Fog 50% Med Bubbles'" Dmx="160~169" />
      <Function ID="18" Name="50% Fog 100% Med Bubbles" Display="'50% Fog 100% Med Bubbles'" Dmx="170~179" />
      <Function ID="19" Name="50% Fog 50% Big Bubbles" Display="'50% Fog 50% Big Bubbles'" Dmx="180~189" />
      <Function ID="20" Name="50% Fog 100% Big Bubbles" Display="'50% Fog 100% Big Bubbles'" Dmx="190~199" />
      <Function ID="21" Name="100% Fog 50% Small Bubbles" Display="'100% Fog 50% Small Bubbles'" Dmx="200~209" />
      <Function ID="22" Name="100% Fog 100% Small Bubbles" Display="'100% Fog 100% Small Bubbles'" Dmx="210~219" />
      <Function ID="23" Name="100% Fog 50% Med Bubbles" Display="'100% Fog 50% Med Bubbles'" Dmx="220~229" />
      <Function ID="24" Name="100% Fog 100% Med Bubbles" Display="'100% Fog 100% Med Bubbles'" Dmx="230~239" />
      <Function ID="25" Name="100% Fog 50% Big Bubbles" Display="'100% Fog 50% Big Bubbles'" Dmx="240~249" />
      <Function ID="26" Name="100% Fog 100% Big Bubbles" Display="'100% Fog 100% Big Bubbles'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="Bubble_Size" Name="Bubble Size" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Small Min Output" Display="'Small Min Output'" Dmx="25~49" />
      <Function ID="3" Name="Small Med Output" Display="'Small Med Output'" Dmx="50~74" />
      <Function ID="4" Name="Small Max Output" Display="'Small Max Output'" Dmx="75~99" />
      <Function ID="5" Name="Med Min Output" Display="'Med Min Output'" Dmx="100~124" />
      <Function ID="6" Name="Med Med Output" Display="'Med Med Output'" Dmx="125~149" />
      <Function ID="7" Name="Med Max Output" Display="'Med Max Output'" Dmx="150~174" />
      <Function ID="8" Name="Big Min Output" Display="'Big Min Output'" Dmx="175~199" />
      <Function ID="9" Name="Big Med Output" Display="'Big Med Output'" Dmx="200~224" />
      <Function ID="10" Name="Big Max Output" Display="'Big Max Output'" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Fan" Name="Fan" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
    <Attribute ID="Blower" Name="Blower" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <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="22e5c5bb-16e2-4881-8beb-502548475ded" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Fan" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Blower" ChannelOffset="3" Wheel="26" />
        <Attribute ID="Bubble_Size" ChannelOffset="4" Wheel="27" />
        <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="6" Wheel="8" />
        <Attribute ID="Fog" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="15 DMX" Channels="15">
    <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="f5c56626-0c7a-4c54-878c-5cfdf68c6e2e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Bubble_Wand" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Bubble_Fan" ChannelOffset="3" Wheel="26" />
        <Attribute ID="Booster_Fan" ChannelOffset="4" Wheel="27" />
        <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
        <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
        <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
        <Attribute ID="Amber" ChannelOffset="8" Wheel="40" />
        <Attribute ID="White" ChannelOffset="9" Wheel="41" />
        <Attribute ID="UV" ChannelOffset="10" Wheel="42" />
        <Attribute ID="Colour_Macro" ChannelOffset="11" Wheel="7" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="12" Wheel="8" />
        <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
        <Attribute ID="Dimmer" ChannelOffset="14" Wheel="1" />
        <Attribute ID="Macro" ChannelOffset="15" Wheel="22" />
        <Attribute ID="Fog" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Fog" ChannelOffset="1" ModeLink="Fog cell" X="0" Y="0">
        <AttributeLink SourceId="Fog" 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>
  <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>