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Ignition 2bright Pint TW200 IP (Ignition_2bright Pint TW200 IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="2bright Pint TW200 IP" ShortName="2bPTW200IP" Company="Ignition" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>e3749937-1c47-4354-aa44-0aae9332d7d7</Thumbnail>
  <History Date="12-05-23" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="2c3cb094-1a72-48b9-9668-387220046627" />
  <Control>
    <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="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="11~20" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="0~0" />
      <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="101~170" />
      <Function ID="6" Name="Singe Pulse" Display="'Singe Pulse'" Dmx="21~30" />
    </Attribute>
    <Attribute ID="Blinder_Mode" Name="Blinder Mode" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blinder" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" 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="2700K" Display="'2700K'" Dmx="32~38" Colour="0,0,0" />
      <Function ID="3" Name="2800K" Display="'2800K'" Dmx="39~45" Colour="0,0,0" />
      <Function ID="4" Name="2900K" Display="'2900K'" Dmx="46~52" Colour="0,0,0" />
      <Function ID="5" Name="3000K" Display="'3000K'" Dmx="53~59" Colour="0,0,0" />
      <Function ID="6" Name="3100K" Display="'3100K'" Dmx="60~66" Colour="0,0,0" />
      <Function ID="7" Name="3200K" Display="'3200K'" Dmx="67~73" Colour="0,0,0" />
      <Function ID="8" Name="3300K" Display="'3300K'" Dmx="74~80" Colour="0,0,0" />
      <Function ID="9" Name="3400K" Display="'3400K'" Dmx="81~87" Colour="0,0,0" />
      <Function ID="10" Name="3500K" Display="'3500K'" Dmx="88~94" Colour="0,0,0" />
      <Function ID="11" Name="3600K" Display="'3600K'" Dmx="95~101" Colour="0,0,0" />
      <Function ID="12" Name="3700K" Display="'3700K'" Dmx="102~108" Colour="0,0,0" />
      <Function ID="13" Name="3800K" Display="'3800K'" Dmx="109~115" Colour="0,0,0" />
      <Function ID="14" Name="3900K" Display="'3900K'" Dmx="116~122" Colour="0,0,0" />
      <Function ID="15" Name="4000K" Display="'4000K'" Dmx="123~129" Colour="0,0,0" />
      <Function ID="16" Name="4100K" Display="'4100K'" Dmx="130~136" Colour="0,0,0" />
      <Function ID="17" Name="4200K" Display="'4200K'" Dmx="137~143" Colour="0,0,0" />
      <Function ID="18" Name="4300K" Display="'4300K'" Dmx="144~150" Colour="0,0,0" />
      <Function ID="19" Name="4400K" Display="'4400K'" Dmx="151~157" Colour="0,0,0" />
      <Function ID="20" Name="4500K" Display="'4500K'" Dmx="158~164" Colour="0,0,0" />
      <Function ID="21" Name="4600K" Display="'4600K'" Dmx="165~171" Colour="0,0,0" />
      <Function ID="22" Name="4700K" Display="'4700K'" Dmx="172~178" Colour="0,0,0" />
      <Function ID="23" Name="4800K" Display="'4800K'" Dmx="179~185" Colour="0,0,0" />
      <Function ID="24" Name="4900K" Display="'4900K'" Dmx="186~192" Colour="0,0,0" />
      <Function ID="25" Name="5000K" Display="'5000K'" Dmx="193~199" Colour="0,0,0" />
      <Function ID="26" Name="5100K" Display="'5100K'" Dmx="200~206" Colour="0,0,0" />
      <Function ID="27" Name="5200K" Display="'5200K'" Dmx="207~213" Colour="0,0,0" />
      <Function ID="28" Name="5300K" Display="'5300K'" Dmx="214~220" Colour="0,0,0" />
      <Function ID="29" Name="5400K" Display="'5400K'" Dmx="221~227" Colour="0,0,0" />
      <Function ID="30" Name="5500K" Display="'5500K'" Dmx="228~234" Colour="0,0,0" />
      <Function ID="31" Name="5600K" Display="'5600K'" Dmx="235~241" Colour="0,0,0" />
      <Function ID="32" Name="5700K" Display="'5700K'" Dmx="242~248" Colour="0,0,0" />
      <Function ID="33" Name="5800K" Display="'5800K'" Dmx="249~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="11~20" />
      <Function ID="3" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="4" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="5" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="6" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="7" Name="Stage2" Display="'Stage2'" Dmx="101~120" />
      <Function ID="8" Name="Delay 0.1s" Display="'Delay 0.1s'" Dmx="121~121" />
      <Function ID="9" Name="Delay 0.2s" Display="'Delay 0.2s'" Dmx="122~122" />
      <Function ID="10" Name="Delay 0.3s" Display="'Delay 0.3s'" Dmx="123~123" />
      <Function ID="11" Name="Delay 0.4s" Display="'Delay 0.4s'" Dmx="124~124" />
      <Function ID="12" Name="Delay 0.5s" Display="'Delay 0.5s'" Dmx="125~125" />
      <Function ID="13" Name="Delay 0.6s" Display="'Delay 0.6s'" Dmx="126~126" />
      <Function ID="14" Name="Delay 0.7s" Display="'Delay 0.7s'" Dmx="127~127" />
      <Function ID="15" Name="Delay 0.8s" Display="'Delay 0.8s'" Dmx="128~128" />
      <Function ID="16" Name="Delay 0.9s" Display="'Delay 0.9s'" Dmx="129~129" />
      <Function ID="17" Name="Delay 1.0s" Display="'Delay 1.0s'" Dmx="130~130" />
      <Function ID="18" Name="Delay 1.5s" Display="'Delay 1.5s'" Dmx="131~131" />
      <Function ID="19" Name="Delay 2.0s" Display="'Delay 2.0s'" Dmx="132~132" />
      <Function ID="20" Name="Delay 3.0s" Display="'Delay 3.0s'" Dmx="133~133" />
      <Function ID="21" Name="Delay 4.0s" Display="'Delay 4.0s'" Dmx="134~134" />
      <Function ID="22" Name="Delay 5.0s" Display="'Delay 5.0s'" Dmx="135~135" />
      <Function ID="23" Name="Delay 6.0s" Display="'Delay 6.0s'" Dmx="136~136" />
      <Function ID="24" Name="Delay 7.0s" Display="'Delay 7.0s'" Dmx="137~137" />
      <Function ID="25" Name="Delay 8.0s" Display="'Delay 8.0s'" Dmx="138~138" />
      <Function ID="26" Name="Delay 9.0s" Display="'Delay 9.0s'" Dmx="139~139" />
      <Function ID="27" Name="Delay 10s" Display="'Delay 10s'" Dmx="140~140" />
      <Function ID="28" Name="Default" Display="'Default'" Dmx="141~255" />
    </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="Refresh 900Hz" Display="'Refresh 900Hz'" Dmx="11~20" />
      <Function ID="3" Name="Refresh 1000Hz" Display="'Refresh 1000Hz'" Dmx="21~30" />
      <Function ID="4" Name="Refresh 1100Hz" Display="'Refresh 1100Hz'" Dmx="31~40" />
      <Function ID="5" Name="Refresh 1200Hz" Display="'Refresh 1200Hz'" Dmx="41~50" />
      <Function ID="6" Name="Refresh 1300Hz" Display="'Refresh 1300Hz'" Dmx="51~60" />
      <Function ID="7" Name="Refresh 1400Hz" Display="'Refresh 1400Hz'" Dmx="61~70" />
      <Function ID="8" Name="Refresh 1500Hz" Display="'Refresh 1500Hz'" Dmx="71~80" />
      <Function ID="9" Name="Refresh 2500Hz" Display="'Refresh 2500Hz'" Dmx="81~90" />
      <Function ID="10" Name="Refresh 4000Hz" Display="'Refresh 4000Hz'" Dmx="91~100" />
      <Function ID="11" Name="Refresh 5000Hz" Display="'Refresh 5000Hz'" Dmx="101~110" />
      <Function ID="12" Name="Refresh 6000Hz" Display="'Refresh 6000Hz'" Dmx="111~120" />
      <Function ID="13" Name="Refresh 10000Hz" Display="'Refresh 10000Hz'" Dmx="121~130" />
      <Function ID="14" Name="Default Refresh" Display="'Default Refresh'" Dmx="131~140" />
      <Function ID="15" Name="Fan Silent" Display="'Fan Silent'" Dmx="141~150" />
      <Function ID="16" Name="Fan Smart" Display="'Fan Smart'" Dmx="151~160" />
      <Function ID="17" Name="Fan Max" Display="'Fan Max'" Dmx="161~170" />
      <Function ID="18" Name="Fan Default" Display="'Fan Default'" Dmx="171~180" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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="cdb56a4b-ea3b-4e27-8399-8f9467afe913" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2A DMX" Channels="2">
    <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="172d563f-2be5-438d-bcb8-ec25ce23c432" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="2B DMX" Channels="2">
    <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="cce9f141-1427-4c94-bb85-b137c3b8f88d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <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="42bc2729-8bce-42bf-b463-91ccdb0bd686" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="5A DMX" Channels="5">
    <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="ec2ae908-aaed-4616-b657-5c0aa4fdd248" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="11" />
      <Attribute ID="WarmWhite" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="5B DMX" Channels="5">
    <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="cd7eba43-a470-4ade-83c5-ac83ed94bdea" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Dim_Curve" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
    </Include>
  </Mode>
  <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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e5adbe1d-680f-4cd7-93c4-26eaf32b7f2c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="11" />
      <Attribute ID="WarmWhite" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Blinder_Mode" ChannelOffset="6" Wheel="6" />
      <Attribute ID="CTO" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Dim_Curve" ChannelOffset="8" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="9" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Refresh 900Hz">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 1000Hz">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 1100Hz">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 1200Hz">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 1300Hz">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 1400Hz">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 1500Hz">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 2500Hz">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 4000Hz">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 5000Hz">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 6000Hz">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Refresh 10000Hz">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Default Refresh">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Smart">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Max">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Default">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>