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American Pro TecShow flatparTEC (American Pro_TecShow flatparTEC.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="TecShow flatparTEC" ShortName="flatparTEC" Company="American Pro">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>b88cd5b4-d892-41f0-994e-8a5cd83daf6b</Thumbnail>
  <History Date="19-08-18" Author="Nic Morris" Comment="Created (note charts are a mess - missing ch 4, missing 3 and 4 ch modes and assumed auto 'col macro' is 1-24 otherwise red would never work)" />
  <History Date="21-08-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="43f4a032-8bab-48b9-8dd5-a76620b379aa" />
  <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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Condition Name="Colour" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30" If="'Auto'==2" />
      <Condition Name="Speed" ID="31" If="'Auto'>2&&'Auto'<12" />
      <Condition Name="Sensitivity" ID="32" If="'Auto'==12" />
      <Else ID="1" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="9~17" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="18~26" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="27~35" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="36~44" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="45~53" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="54~62" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="63~71" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="72~80" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="81~89" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="90~98" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="99~107" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="108~116" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="117~125" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="126~134" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="135~143" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="144~152" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="153~161" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="162~170" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="171~179" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="180~188" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="189~197" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="198~206" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="207~215" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="216~224" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="225~233" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="234~242" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="243~251" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="252~255" Colour="0,0,0" />
      <Function ID="31" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="32" Name="Sensitivity" 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="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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Red" />
      <Function ID="2" Name="Col Macro" Display="'Col Macro'" Dmx="1~24" Update="Red" />
      <Function ID="3" Name="7 Col Fade" Display="'7 Col Fade'" Dmx="25~49" Update="Red" />
      <Function ID="4" Name="3 Col Fade" Display="'3 Col Fade'" Dmx="50~74" Update="Red" />
      <Function ID="5" Name="7 Col Jump" Display="'7 Col Jump'" Dmx="75~99" Update="Red" />
      <Function ID="6" Name="3 Col Jump" Display="'3 Col Jump'" Dmx="100~124" Update="Red" />
      <Function ID="7" Name="Dream 1" Display="'Dream 1'" Dmx="125~149" Update="Red" />
      <Function ID="8" Name="Dream 2" Display="'Dream 2'" Dmx="150~174" Update="Red" />
      <Function ID="9" Name="Red Fade" Display="'Red Fade'" Dmx="175~199" Update="Red" />
      <Function ID="10" Name="Green Fade" Display="'Green Fade'" Dmx="200~224" Update="Red" />
      <Function ID="11" Name="Blue Fade" Display="'Blue Fade'" Dmx="225~249" Update="Red" />
      <Function ID="12" Name="Sound" Display="'Sound'" Dmx="250~255" Update="Red" />
    </Attribute>
    <Attribute ID="ID" Name="ID" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All IDs" Display="'All IDs'" Dmx="0~0" />
      <Function ID="2" Name="ID 1-20" Display="'ID 1-20 %.f',1~20" Dmx="10~209" />
      <Function ID="3" Name="ID 21-66" Display="'ID 21-66 %.f',21~66" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Instant" Display="'Instant'" Dmx="0~0" />
      <Function ID="2" Name="Delayed" Display="'Delayed'" Dmx="251~255" />
    </Attribute>
  </Control>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="ARTSFPT8" 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="f115decb-8596-4386-8128-e62a2e86c5de" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="ID" ChannelOffset="7" Wheel="28" />
      <Attribute ID="Control" ChannelOffset="8" Wheel="29" />
    </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>