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Cyclops Razor RGB R61000 (Cyclops_Razor RGB R61000.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Razor RGB R61000" ShortName="Rzr R61000" Company="Cyclops" Version="2">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>0f62afa8-c56e-4eee-88c9-ebb645ed1ad4</Thumbnail>
  <History Date="03-08-19" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="24-02-20" Author="Nic Morris" Comment="Revised 32 DMX mode channel assignments in line with latest charts in response to manufacturer request." Version="2" />
  <Manual Filename="" Summary="" />
  <Control>
    <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="Tilt_Speed" Name="Tilt 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="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="Pan_Speed" Name="Pan 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="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="31~90" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="181~240" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="106~165" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="R" Display="'R'" Dmx="11~45" Colour="255,255,255" />
      <Function ID="3" Name="G" Display="'G'" Dmx="46~80" Colour="255,255,255" />
      <Function ID="4" Name="B" Display="'B'" Dmx="81~115" Colour="255,255,255" />
      <Function ID="5" Name="RG" Display="'RG'" Dmx="116~150" Colour="255,255,255" />
      <Function ID="6" Name="RB" Display="'RB'" Dmx="151~185" Colour="255,255,255" />
      <Function ID="7" Name="GB" Display="'GB'" Dmx="186~220" Colour="255,255,255" />
      <Function ID="8" Name="RGB" Display="'RGB'" Dmx="221~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" 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 1" Display="'Effect 1'" Dmx="9~19" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="20~30" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="31~41" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="42~52" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="53~63" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="64~74" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="75~85" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="86~96" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="97~107" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="108~118" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="119~129" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="130~140" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="141~151" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="152~162" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="163~173" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="174~184" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="185~195" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="196~206" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="207~217" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="218~228" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="229~239" />
      <Function ID="23" Name="Auto" Display="'Auto'" Dmx="240~250" />
      <Function ID="24" Name="Reset" Display="'Reset'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="0~250" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="xRed" Name="Red" Description="" Group="C">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="On" Display="'On'" Dmx="128~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="xGreen" Name="Green" Description="" Group="C">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="On" Display="'On'" Dmx="128~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="xBlue" Name="Blue" Description="" Group="C">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="On" Display="'On'" Dmx="128~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="26" />
      <Attribute ID="Pan" ChannelOffset="3" Wheel="2" />
      <Attribute ID="Pan_Speed" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Macro" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="9" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="19 DMX m1" Channels="19">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="26" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Pan_Speed" ChannelOffset="9" Wheel="25" />
        <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="11" Wheel="4" />
        <Attribute ID="Macro" ChannelOffset="18" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="19" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="m1 cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="m1 cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="m1 cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="6" ModeLink="m1 cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="7" ModeLink="m1 cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="8" ModeLink="m1 cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="19 DMX m2" Channels="19">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Dimmer" ChannelOffset="13" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="14" Wheel="4" />
        <Attribute ID="Tilt" ChannelOffset="15" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="16" Wheel="26" />
        <Attribute ID="Pan_Speed" ChannelOffset="17" Wheel="25" />
        <Attribute ID="Macro" ChannelOffset="18" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="19" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="m2 cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="m2 cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="m2 cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="m2 cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="9" ModeLink="m2 cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="11" ModeLink="m2 cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="m1 cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="m2 cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="32 DMX" Channels="32">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="xRed" Wheel="10" />
        <Attribute ID="xGreen" Wheel="11" />
        <Attribute ID="xBlue" Wheel="12" />
        <Attribute ID="Dimmer" ChannelOffset="25" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="26" Wheel="4" />
        <Attribute ID="Tilt" ChannelOffset="27" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="28" Wheel="26" />
        <Attribute ID="Pan_Speed" ChannelOffset="29" Wheel="25" />
        <Attribute ID="Colour_Macro" ChannelOffset="30" Wheel="7" />
        <Attribute ID="Macro" ChannelOffset="31" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="32" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="PRGB cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="xRed" TargetId="xRed" />
        <AttributeLink SourceId="xGreen" TargetId="xGreen" />
        <AttributeLink SourceId="xBlue" TargetId="xBlue" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="PRGB cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="xRed" TargetId="xRed" />
        <AttributeLink SourceId="xGreen" TargetId="xGreen" />
        <AttributeLink SourceId="xBlue" TargetId="xBlue" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="PRGB cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="xRed" TargetId="xRed" />
        <AttributeLink SourceId="xGreen" TargetId="xGreen" />
        <AttributeLink SourceId="xBlue" TargetId="xBlue" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="PRGB cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="xRed" TargetId="xRed" />
        <AttributeLink SourceId="xGreen" TargetId="xGreen" />
        <AttributeLink SourceId="xBlue" TargetId="xBlue" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="PRGB cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="xRed" TargetId="xRed" />
        <AttributeLink SourceId="xGreen" TargetId="xGreen" />
        <AttributeLink SourceId="xBlue" TargetId="xBlue" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="PRGB cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="xRed" TargetId="xRed" />
        <AttributeLink SourceId="xGreen" TargetId="xGreen" />
        <AttributeLink SourceId="xBlue" TargetId="xBlue" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="PRGB cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="90" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="xRed" ChannelOffset="2" Wheel="10" />
      <Attribute ID="xGreen" ChannelOffset="3" Wheel="11" />
      <Attribute ID="xBlue" ChannelOffset="4" Wheel="12" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Macro:24" Delay="6000" />
      <Set Channel="Macro:1" Delay="0" />
    </Macro>
  </Macro>
  <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>
    <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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>