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JB Systems Smooth Scan-Blue (JB Systems_Smooth Scan-Blue.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Smooth Scan-Blue" ShortName="SmthSc Blu" Company="JB Systems" Version="2">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>cbf9e1ee-9a02-47b7-925b-5a70589c5738</Thumbnail>
  <History Date="17-04-15" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="05-04-22" Author="Nic Morris" Comment="Changed all text only first functions to default at zero in attempt to fix customer bug report." Version="2" />
  <History Date="05-04-22" Author="Nic Morris" Comment="(always strobing.  there is no shutter/strobe control - the only reference to strobe is at the end of the colour control.  everything matches charts)" Version="2" />
  <History Date="05-04-22" Author="Nic Morris" Comment="Added product thumbnail" Version="2" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Show" Name="Show" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standby" Display="'Standby'" Dmx="0~0" />
      <Function ID="2" Name="Auto Pattern" Display="'Auto Pattern'" Dmx="30~89" />
      <Function ID="3" Name="Sound Pattern" Display="'Sound Pattern'" Dmx="90~149" />
      <Function ID="4" Name="Auto" Display="'Auto'" Dmx="150~209" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="6" PowerOn="1" />
      <Function ID="1" Name="Laser Off" Display="'Laser Off'" Dmx="0~0" />
      <Function ID="2" Name="AUT" Display="'AUT'" Dmx="41~80" />
      <Function ID="3" Name="SOU" Display="'SOU'" Dmx="81~120" />
      <Function ID="4" Name="AUP" Display="'AUP'" Dmx="121~160" />
      <Function ID="5" Name="SOP" Display="'SOP'" Dmx="161~200" />
      <Function ID="6" Name="DMX" Display="'DMX'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Group" Name="Group" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Group 1" Display="'Group 1'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Group 2" Display="'Group 2'" Dmx="52~103" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Group 3" Display="'Group 3'" Dmx="104~155" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Group 4" Display="'Group 4'" Dmx="156~207" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Group 5" Display="'Group 5'" Dmx="208~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Pattern 2" Display="'Pattern 2'" Dmx="16~31" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Pattern 3" Display="'Pattern 3'" Dmx="32~47" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Pattern 4" Display="'Pattern 4'" Dmx="48~63" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Pattern 5" Display="'Pattern 5'" Dmx="64~79" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Pattern 6" Display="'Pattern 6'" Dmx="80~95" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="7" Name="Pattern 7" Display="'Pattern 7'" Dmx="96~111" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="8" Name="Pattern 8" Display="'Pattern 8'" Dmx="112~127" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="9" Name="Pattern 9" Display="'Pattern 9'" Dmx="128~143" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="10" Name="Pattern 10" Display="'Pattern 10'" Dmx="144~159" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="11" Name="Pattern 11" Display="'Pattern 11'" Dmx="160~175" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="12" Name="Pattern 12" Display="'Pattern 12'" Dmx="176~191" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="13" Name="Pattern 13" Display="'Pattern 13'" Dmx="192~207" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="14" Name="Pattern 14" Display="'Pattern 14'" Dmx="208~223" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="15" Name="Pattern 15" Display="'Pattern 15'" Dmx="224~239" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="16" Name="Pattern 16" Display="'Pattern 16'" Dmx="240~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Original" Display="'Original'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="16~31" Colour="255,255,255" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="255,255,255" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="48~63" Colour="255,255,255" />
      <Function ID="5" Name="Col Roll" Display="'Col Roll %.f%%',0~100" Dmx="64~111" Colour="255,255,255" />
      <Function ID="6" Name="Col Jump" Display="'Col Jump %.f%%',0~100" Dmx="112~159" Colour="255,255,255" />
      <Function ID="7" Name="Col Move" Display="'Col Move %.f%%',0~100" Dmx="160~207" Colour="255,255,255" />
      <Function ID="8" Name="Strobing" Display="'Strobing %.f%%',0~100" Dmx="208~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Clipping" Name="Clipping" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Clip" Display="'No Clip'" Dmx="0~0" />
      <Function ID="2" Name="Fixed" Display="'Fixed %.1f%%',0.0~99.0" Dmx="1~127" />
      <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'Zoom %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="128~169" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse   %.f%%',0~100" Dmx="170~209" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="210~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Zoom_Spd" Name="Zoom Spd" 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="X-Roll" Name="X-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="X-Roll_Spd" Name="X-Roll Spd" 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="Y-Roll" Name="Y-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Y-Roll_Spd" Name="Y-Roll Spd" 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="Z-Roll" Name="Z-Roll" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Z-Roll_Spd" Name="Z-Roll Spd" 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="X-Move" Name="X-Move" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="X-Move_Spd" Name="X-Move Spd" 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="Y-Move" Name="Y-Move" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',0~100" Dmx="128~191" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Y-Move_Spd" Name="Y-Move Spd" 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>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="JBSMSCB1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Show" ChannelOffset="1" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="JBSMSCB2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="59" />
      <Attribute ID="Group" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Pattern" ChannelOffset="3" Wheel="15" />
      <Attribute ID="Colour1" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Clipping" ChannelOffset="5" Wheel="58" />
      <Attribute ID="Zoom" ChannelOffset="6" Wheel="49" />
      <Attribute ID="Zoom_Spd" ChannelOffset="7" Wheel="28" />
      <Attribute ID="X-Roll" ChannelOffset="8" Wheel="19" />
      <Attribute ID="X-Roll_Spd" ChannelOffset="9" Wheel="25" />
      <Attribute ID="Y-Roll" ChannelOffset="10" Wheel="20" />
      <Attribute ID="Y-Roll_Spd" ChannelOffset="11" Wheel="26" />
      <Attribute ID="Z-Roll" ChannelOffset="12" Wheel="21" />
      <Attribute ID="Z-Roll_Spd" ChannelOffset="13" Wheel="27" />
      <Attribute ID="X-Move" ChannelOffset="14" Wheel="2" />
      <Attribute ID="X-Move_Spd" ChannelOffset="15" Wheel="29" />
      <Attribute ID="Y-Move" ChannelOffset="16" Wheel="3" />
      <Attribute ID="Y-Move_Spd" ChannelOffset="17" Wheel="30" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>