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JB Systems ACCU MINI-PAR 12TC MK2 (JB Systems_ACCU MINI-PAR 12TC MK2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ACCU MINI-PAR 12TC MK2" ShortName="ACMNP12TC2" Company="JB Systems" Version="3">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>dce98149-c0ea-4ad8-80b3-71b0581d2137</Thumbnail>
  <History Date="24-08-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="26-08-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="18-11-24" Author="Nic Morris" Comment="Created from JB Systems MINI-PAR 12TC MK2" Version="2" />
  <History Date="20-11-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="69bccfad-06bf-490d-b7e7-39a0761c9809" />
  <Control>
    <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="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="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="Colour Macro 1" Display="'Colour Macro 1'" Dmx="11~13" />
      <Function ID="3" Name="Colour Macro 2" Display="'Colour Macro 2'" Dmx="14~16" />
      <Function ID="4" Name="Colour Macro 3" Display="'Colour Macro 3'" Dmx="17~19" />
      <Function ID="5" Name="Colour Macro 4" Display="'Colour Macro 4'" Dmx="20~22" />
      <Function ID="6" Name="Colour Macro 5" Display="'Colour Macro 5'" Dmx="23~25" />
      <Function ID="7" Name="Colour Macro 6" Display="'Colour Macro 6'" Dmx="26~28" />
      <Function ID="8" Name="Colour Macro 7" Display="'Colour Macro 7'" Dmx="29~31" />
      <Function ID="9" Name="Colour Macro 8" Display="'Colour Macro 8'" Dmx="32~34" />
      <Function ID="10" Name="Colour Macro 9" Display="'Colour Macro 9'" Dmx="35~37" />
      <Function ID="11" Name="Colour Macro 10" Display="'Colour Macro 10'" Dmx="38~40" />
      <Function ID="12" Name="Colour Macro 11" Display="'Colour Macro 11'" Dmx="41~43" />
      <Function ID="13" Name="Colour Change" Display="'Colour Change'" Dmx="44~67" />
      <Function ID="14" Name="Col Fade A3.01" Display="'Col Fade A3.01'" Dmx="68~70" />
      <Function ID="15" Name="Col Fade A3.02" Display="'Col Fade A3.02'" Dmx="71~73" />
      <Function ID="16" Name="Col Fade A3.03" Display="'Col Fade A3.03'" Dmx="74~76" />
      <Function ID="17" Name="Col Fade A3.04" Display="'Col Fade A3.04'" Dmx="77~79" />
      <Function ID="18" Name="Col Fade A3.05" Display="'Col Fade A3.05'" Dmx="80~82" />
      <Function ID="19" Name="Col Fade A3.06" Display="'Col Fade A3.06'" Dmx="83~85" />
      <Function ID="20" Name="Col Fade A3.07" Display="'Col Fade A3.07'" Dmx="86~88" />
      <Function ID="21" Name="Col Fade A3.08" Display="'Col Fade A3.08'" Dmx="89~92" />
      <Function ID="22" Name="Col Fade A3.09" Display="'Col Fade A3.09'" Dmx="93~95" />
      <Function ID="23" Name="Col Fade A3.10" Display="'Col Fade A3.10'" Dmx="96~98" />
      <Function ID="24" Name="Col Fade A3.11" Display="'Col Fade A3.11'" Dmx="99~101" />
      <Function ID="25" Name="Col Fade A3.12" Display="'Col Fade A3.12'" Dmx="102~104" />
      <Function ID="26" Name="Col Fade A3.13" Display="'Col Fade A3.13'" Dmx="105~107" />
      <Function ID="27" Name="Col Fade A3.14" Display="'Col Fade A3.14'" Dmx="108~110" />
      <Function ID="28" Name="Col Fade A3.15" Display="'Col Fade A3.15'" Dmx="111~113" />
      <Function ID="29" Name="Col Fade A3.16" Display="'Col Fade A3.16'" Dmx="114~116" />
      <Function ID="30" Name="Col Fade A3.17" Display="'Col Fade A3.17'" Dmx="117~119" />
      <Function ID="31" Name="Col Fade A3.18" Display="'Col Fade A3.18'" Dmx="120~122" />
      <Function ID="32" Name="Col Fade A3.19" Display="'Col Fade A3.19'" Dmx="123~125" />
      <Function ID="33" Name="Sound Mode A4.01" Display="'Sound Mode A4.01'" Dmx="126~128" />
      <Function ID="34" Name="Sound Mode A4.02" Display="'Sound Mode A4.02'" Dmx="129~131" />
      <Function ID="35" Name="Sound Mode A4.03" Display="'Sound Mode A4.03'" Dmx="132~134" />
      <Function ID="36" Name="Sound Mode A4.04" Display="'Sound Mode A4.04'" Dmx="135~137" />
      <Function ID="37" Name="Sound Mode A4.05" Display="'Sound Mode A4.05'" Dmx="138~140" />
      <Function ID="38" Name="Sound Mode A4.06" Display="'Sound Mode A4.06'" Dmx="141~143" />
      <Function ID="39" Name="Sound Mode A4.07" Display="'Sound Mode A4.07'" Dmx="144~146" />
      <Function ID="40" Name="Sound Mode A4.08" Display="'Sound Mode A4.08'" Dmx="147~149" />
      <Function ID="41" Name="Sound Mode A4.09" Display="'Sound Mode A4.09'" Dmx="150~152" />
      <Function ID="42" Name="Sound Mode A4.10" Display="'Sound Mode A4.10'" Dmx="153~155" />
      <Function ID="43" Name="Sound Mode A4.11" Display="'Sound Mode A4.11'" Dmx="156~158" />
      <Function ID="44" Name="Sound Mode A4.12" Display="'Sound Mode A4.12'" Dmx="159~161" />
      <Function ID="45" Name="Sound Mode A4.13" Display="'Sound Mode A4.13'" Dmx="162~164" />
      <Function ID="46" Name="Sound Mode A4.14" Display="'Sound Mode A4.14'" Dmx="165~167" />
      <Function ID="47" Name="Sound Mode A4.15" Display="'Sound Mode A4.15'" Dmx="168~169" />
      <Function ID="48" Name="Sound Mode A4.16" Display="'Sound Mode A4.16'" Dmx="170~171" />
      <Function ID="49" Name="Sound Mode A4.17" Display="'Sound Mode A4.17'" Dmx="172~173" />
      <Function ID="50" Name="Sound Mode A4.18" Display="'Sound Mode A4.18'" Dmx="174~175" />
      <Function ID="51" Name="Sound Mode A4.19" Display="'Sound Mode A4.19'" Dmx="176~177" />
      <Function ID="52" Name="Random Mode A5.01" Display="'Random Mode A5.01'" Dmx="178~179" />
      <Function ID="53" Name="Random Mode A5.02" Display="'Random Mode A5.02'" Dmx="180~181" />
      <Function ID="54" Name="Random Mode A5.03" Display="'Random Mode A5.03'" Dmx="182~183" />
      <Function ID="55" Name="Random Mode A5.04" Display="'Random Mode A5.04'" Dmx="184~185" />
      <Function ID="56" Name="Random Mode A5.05" Display="'Random Mode A5.05'" Dmx="186~187" />
      <Function ID="57" Name="Random Mode A5.06" Display="'Random Mode A5.06'" Dmx="188~189" />
      <Function ID="58" Name="Random Mode A5.07" Display="'Random Mode A5.07'" Dmx="190~191" />
      <Function ID="59" Name="Random Mode A5.08" Display="'Random Mode A5.08'" Dmx="192~193" />
      <Function ID="60" Name="Random Mode A5.09" Display="'Random Mode A5.09'" Dmx="194~195" />
      <Function ID="61" Name="Random Mode A5.10" Display="'Random Mode A5.10'" Dmx="196~197" />
      <Function ID="62" Name="Random Mode A5.11" Display="'Random Mode A5.11'" Dmx="198~199" />
      <Function ID="63" Name="Random Mode A5.12" Display="'Random Mode A5.12'" Dmx="200~201" />
      <Function ID="64" Name="Random Mode A5.13" Display="'Random Mode A5.13'" Dmx="202~203" />
      <Function ID="65" Name="Random Mode A5.14" Display="'Random Mode A5.14'" Dmx="204~205" />
      <Function ID="66" Name="Random Mode A5.15" Display="'Random Mode A5.15'" Dmx="206~207" />
      <Function ID="67" Name="Random Mode A5.16" Display="'Random Mode A5.16'" Dmx="208~209" />
      <Function ID="68" Name="Random Mode A5.17" Display="'Random Mode A5.17'" Dmx="210~211" />
      <Function ID="69" Name="Random Mode A5.18" Display="'Random Mode A5.18'" Dmx="212~213" />
      <Function ID="70" Name="Random Mode A5.19" Display="'Random Mode A5.19'" Dmx="214~215" />
      <Function ID="71" Name="Random Mode A6" Display="'Random Mode A6'" Dmx="216~217" />
      <Function ID="72" Name="A7.01 Col Change+Pulse" Display="'A7.01 Col Change+Pulse'" Dmx="218~219" />
      <Function ID="73" Name="A7.02 Col Change+Pulse" Display="'A7.02 Col Change+Pulse'" Dmx="220~221" />
      <Function ID="74" Name="A7.03 Col Change+Pulse" Display="'A7.03 Col Change+Pulse'" Dmx="222~223" />
      <Function ID="75" Name="A7.04 Col Change+Pulse" Display="'A7.04 Col Change+Pulse'" Dmx="224~225" />
      <Function ID="76" Name="A7.05 Col Change+Pulse" Display="'A7.05 Col Change+Pulse'" Dmx="226~227" />
      <Function ID="77" Name="A7.06 Col Change+Pulse" Display="'A7.06 Col Change+Pulse'" Dmx="228~229" />
      <Function ID="78" Name="A7.07 Col Change+Pulse" Display="'A7.07 Col Change+Pulse'" Dmx="230~231" />
      <Function ID="79" Name="A7.08 Col Change+Pulse" Display="'A7.08 Col Change+Pulse'" Dmx="232~233" />
      <Function ID="80" Name="A7.09 Col Change+Pulse" Display="'A7.09 Col Change+Pulse'" Dmx="234~235" />
      <Function ID="81" Name="A7.10 Col Change+Pulse" Display="'A7.10 Col Change+Pulse'" Dmx="236~237" />
      <Function ID="82" Name="A7.11 Col Change+Pulse" Display="'A7.11 Col Change+Pulse'" Dmx="238~239" />
      <Function ID="83" Name="A7.12 Col Change+Pulse" Display="'A7.12 Col Change+Pulse'" Dmx="240~241" />
      <Function ID="84" Name="A7.13 Col Change+Pulse" Display="'A7.13 Col Change+Pulse'" Dmx="242~243" />
      <Function ID="85" Name="A7.14 Col Change+Pulse" Display="'A7.14 Col Change+Pulse'" Dmx="244~245" />
      <Function ID="86" Name="A7.15 Col Change+Pulse" Display="'A7.15 Col Change+Pulse'" Dmx="246~247" />
      <Function ID="87" Name="A7.16 Col Change+Pulse" Display="'A7.16 Col Change+Pulse'" Dmx="248~249" />
      <Function ID="88" Name="A7.17 Col Change+Pulse" Display="'A7.17 Col Change+Pulse'" Dmx="250~251" />
      <Function ID="89" Name="A7.18 Col Change+Pulse" Display="'A7.18 Col Change+Pulse'" Dmx="252~253" />
      <Function ID="90" Name="A7.19 Col Change+Pulse" Display="'A7.19 Col Change+Pulse'" Dmx="254~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="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="190~190" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="201~247" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="191~200" />
    </Attribute>
    <Attribute ID="Shutter1" 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="11~255" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="1~10" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3" Id="716dd2b6-3d6f-4941-9a1f-245191c13aed">
    <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="ba0b7005-2def-4d66-9770-259d70970009" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="LC-02, 4 DMX" Channels="4" Id="24beeca4-1100-4ce5-8137-88b72dab767e">
    <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="07889f0b-df2d-46ef-b01b-2c15420b41b7" />
    <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="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="73b1369d-e6dd-448e-b478-d9c438821bae">
    <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="62cd638e-f576-440e-87e9-40423be2f99a" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="5" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="4474bde5-ecc6-4d39-b1ff-c1b77b949fa5">
    <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="319f08a0-39ef-49dc-8ea8-8e7f8fa3825b" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Auto" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="6" Wheel="23" />
    </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>
    <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="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>