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Brighter Eye 1500 Pro (Brighter_Eye 1500 Pro.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Eye 1500 Pro" ShortName="Eye1500Pro" Company="Brighter" Version="6">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>fca5d519-47a7-48a5-89b8-5bf7f79c0fe4</Thumbnail>
  <History Date="03-10-19" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="04-10-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="14-04-22" Author="Nic Morris" Comment="Created from Unknown 19x25W Zoom LED (15 channel mode colour macro ranges contain conflicts.  made best guess)" Version="3" />
  <History Date="26-07-22" Author="Nic Morris" Comment="Updated in line with latest documentation in response to manufacturer request (original documentation was incorrect)." Version="4" />
  <History Date="29-07-22" Author="Nic Morris" Comment="Added revised Atlabase ID's." Version="5" />
  <History Date="18-09-23" Author="Nic Morris" Comment="Created from Nouvoled Gemini 1925W (identical)" Version="6" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="37e32637-b893-48d0-a42f-5702334f57a0" />
  <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="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="10~14" />
    </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="64~25" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="124~110" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="84~70" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="104~90" />
      <Function ID="7" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="144~130" />
      <Function ID="8" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="164~150" />
      <Function ID="9" Name="Burst Pls" Display="'Burst Pls %.f%%',0~100" Dmx="184~170" />
      <Function ID="10" Name="Rnd Bst Pls" Display="'Rnd Bst Pls %.f%%',0~100" Dmx="204~190" />
      <Function ID="11" Name="Sine" Display="'Sine %.f%%',0~100" Dmx="224~210" />
      <Function ID="12" Name="Burst" Display="'Burst %.f%%',0~100" Dmx="244~230" />
    </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="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_Preset" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Change_Spd" Name="Col Change Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Fade_Spd" Name="Col Fade Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Col Change" Display="'Col Change'" Dmx="20~29" Colour="255,255,255" />
      <Function ID="3" Name="Col Gradient Change" Display="'Col Gradient Change'" Dmx="30~39" Colour="255,255,255" />
      <Function ID="4" Name="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="40~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Macro_Spd" Name="Col Macro Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Ring_Macro" Name="Ring Macro" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Ring_Macro_Spd" Name="Ring Macro Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Macro1" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Ring Control" Display="'Ring Control'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Overall Control" Display="'Overall Control'" Dmx="10~19" Colour="255,255,255" />
      <Function ID="3" Name="Col Change" Display="'Col Change'" Dmx="20~29" Colour="255,255,255" />
      <Function ID="4" Name="Col Gradient Change" Display="'Col Gradient Change'" Dmx="30~39" Colour="255,255,255" />
      <Function ID="5" Name="Macro" Display="'Macro %.1f%%',0.0~100.0" Dmx="40~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White_Master" Name="White Master" 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_Master" Name="Colour Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="19 DMX" Channels="19" Id="5bf56183-31d4-4d59-9ba6-89c976229a35">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="7616bd3e-1abc-43d0-ad35-d0fe3977b0c0" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
      <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12" Wheel="12" />
      <Attribute ID="White" ChannelOffset="13" Wheel="40" />
      <Attribute ID="Colour_Preset" ChannelOffset="14" Wheel="8" />
      <Attribute ID="Col_Change_Spd" ChannelOffset="15" Wheel="9" />
      <Attribute ID="Col_Fade_Spd" ChannelOffset="16" Wheel="37" />
      <Attribute ID="Colour_Macro" ChannelOffset="17" Wheel="38" />
      <Attribute ID="Col_Macro_Spd" ChannelOffset="18" Wheel="39" />
      <Attribute ID="CTO" ChannelOffset="19" Wheel="67" />
    </Include>
  </Mode>
  <Mode Name="36 DMX" Channels="36" Id="50895e94-32e7-4476-b61e-36d8d67b2cd2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="547d7dc3-b6ce-4bf4-acb4-b8a7f696fe9c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Control" ChannelOffset="7" Wheel="28" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Colour_Preset" Wheel="8" />
        <Attribute ID="Ring_Macro" ChannelOffset="25" Wheel="22" />
        <Attribute ID="Ring_Macro_Spd" ChannelOffset="26" Wheel="23" />
        <Attribute ID="CTO" ChannelOffset="27" Wheel="67" />
        <Attribute ID="Red_Master" ChannelOffset="28" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="29" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="30" Wheel="72" />
        <Attribute ID="White_Master" ChannelOffset="31" Wheel="100" />
        <Attribute ID="Colour_Master" ChannelOffset="32" Wheel="7" />
        <Attribute ID="Col_Change_Spd" ChannelOffset="33" Wheel="9" />
        <Attribute ID="Col_Fade_Spd" ChannelOffset="34" Wheel="37" />
        <Attribute ID="Colour_Macro1" ChannelOffset="35" Wheel="38" />
        <Attribute ID="Col_Macro_Spd" ChannelOffset="36" Wheel="39" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Colour_Preset" TargetId="Colour_Preset" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="15" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Colour_Preset" TargetId="Colour_Preset" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="20" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Colour_Preset" TargetId="Colour_Preset" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="5" Hidden="True" Id="3f626949-8caf-485c-9ab4-4d5c26dacfaa">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <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="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Colour_Preset" ChannelOffset="5" Wheel="8" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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>
    <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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>