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Stairville BSW-100 LED BeamSpotWash (Stairville_BSW-100 LED BeamSpotWash.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BSW-100 LED BeamSpotWash" ShortName="BSW-100" Company="Stairville">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>fe92fe4d-17a2-4edc-9897-478223931704</Thumbnail>
  <History Date="11-10-17" Author="Nic Morris" Comment="Created" />
  <History Date="18-12-18" Author="Nic Morris" Comment="Created from ACME Rayzor Hybrid (XA-100 BSW) (identical)" />
  <History Date="20-12-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f3bdc545-1eef-4dd9-868b-4daca3ed9c1e" />
  <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="Show" Name="Show" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="16~63" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="64~127" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="128~191" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~15" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="4" Lowlight="6" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="10,11,12,13,14,15,16,17" If="'Colour1Func'==2" />
      <Condition Name="Index" ID="18" If="'Colour1Func'==3" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Colour1Func'==4" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="19~21" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="25~27" WheelPosition="2" Colour="255,128,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="31~33" WheelPosition="3" Colour="255,255,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="37~39" WheelPosition="4" Colour="0,255,0" />
      <Function ID="6" Name="Blue" Display="'Blue'" Dmx="43~45" WheelPosition="5" Colour="0,0,255" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="49~51" WheelPosition="6" Colour="255,0,255" />
      <Function ID="8" Name="Light Blue" Display="'Light Blue'" Dmx="55~57" WheelPosition="7" Colour="0,128,255" />
      <Function ID="9" Name="Pink" Display="'Pink'" Dmx="61~63" WheelPosition="8" Colour="255,150,150" />
      <Function ID="10" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="16~18" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="Rd/ Org" Display="'Rd/ Org'" Dmx="22~24" WheelPosition="1" Colour="255,0,0" />
      <Function ID="12" Name="Org/ Yel" Display="'Org/ Yel'" Dmx="28~30" WheelPosition="2" Colour="255,128,0" />
      <Function ID="13" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="34~36" WheelPosition="3" Colour="255,255,0" />
      <Function ID="14" Name="Grn/ Blu" Display="'Grn/ Blu'" Dmx="40~42" WheelPosition="4" Colour="0,255,0" />
      <Function ID="15" Name="Blu/ Mag" Display="'Blu/ Mag'" Dmx="46~48" WheelPosition="5" Colour="0,0,255" />
      <Function ID="16" Name="Mag/ L Blu" Display="'Mag/ L Blu'" Dmx="52~54" WheelPosition="6" Colour="255,0,255" />
      <Function ID="17" Name="L Blu/ Pk" Display="'L Blu/ Pk'" Dmx="58~60" WheelPosition="7" Colour="0,128,255" />
      <Function ID="18" Name="Index" Display="'%.f%%',0~100" Dmx="64~127" Colour="0,0,0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" Colour="0,0,0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" Colour="0,0,0" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="9,10" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="11,12,13,14" If="'Gobo1Func'==3" />
      <Else ID="15" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>25869303-6ea1-4556-98fa-3b275118a13d</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~16" WheelPosition="1">
        <Swatch>d400524e-6ed0-447d-9949-8d1c5ec38425</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="17~25" WheelPosition="2">
        <Swatch>da49f187-c4e0-42ec-915c-fa147128466c</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="26~34" WheelPosition="3">
        <Swatch>a6603040-1354-40b3-9dd6-7d0486859287</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="35~43" WheelPosition="4">
        <Swatch>0a5024bd-525e-43b7-ad6c-ce3ff827daf9</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="44~52" WheelPosition="5">
        <Swatch>b36ddbfa-6b80-4632-8f55-576da82fd6e7</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="53~61" WheelPosition="6">
        <Swatch>8f88fd01-9d94-464a-9822-1ea67687c971</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="62~67" WheelPosition="7">
        <Swatch>088f9849-7a72-4520-9e84-779342105879</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>25869303-6ea1-4556-98fa-3b275118a13d</Swatch>
      </Function>
      <Function ID="10" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="68~127" />
      <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="12" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" />
      <Function ID="13" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="14" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" />
      <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo2Func'==1||'Gobo2Func'==2" />
      <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo2Func'==5||'Gobo2Func'==6" />
      <Else ID="19" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>25869303-6ea1-4556-98fa-3b275118a13d</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~16" WheelPosition="1">
        <Swatch>1ae3120e-6325-4c0b-ad15-968d547aeee8</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="17~25" WheelPosition="2">
        <Swatch>30da7ab5-dcc4-46a7-912d-90c5e51d34d8</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="26~34" WheelPosition="3">
        <Swatch>424e8842-0140-47b0-b9f9-73a5b7c70c7e</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="35~43" WheelPosition="4">
        <Swatch>2e90025b-2141-4d77-9a1a-200ea784613c</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="44~52" WheelPosition="5">
        <Swatch>09384970-1eb9-4e83-baff-3e0d041ff822</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="53~61" WheelPosition="6">
        <Swatch>e27a5174-343a-483c-a2ca-6bbbc7bdeaa5</Swatch>
      </Function>
      <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>25869303-6ea1-4556-98fa-3b275118a13d</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="62~72" WheelPosition="1">
        <Swatch>1ae3120e-6325-4c0b-ad15-968d547aeee8</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="73~83" WheelPosition="2">
        <Swatch>30da7ab5-dcc4-46a7-912d-90c5e51d34d8</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="84~94" WheelPosition="3">
        <Swatch>424e8842-0140-47b0-b9f9-73a5b7c70c7e</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="95~105" WheelPosition="4">
        <Swatch>2e90025b-2141-4d77-9a1a-200ea784613c</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="106~116" WheelPosition="5">
        <Swatch>09384970-1eb9-4e83-baff-3e0d041ff822</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="117~127" WheelPosition="6">
        <Swatch>e27a5174-343a-483c-a2ca-6bbbc7bdeaa5</Swatch>
      </Function>
      <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~194" />
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" />
      <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="189~128" />
      <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Angle/Frost" Name="Angle/Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Angle" Display="'Angle'" Dmx="8~128" />
      <Function ID="3" Name="Frost" Display="'Frost'" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="8~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <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%%',100~0" Dmx="255~194" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="189~128" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" 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 %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="Move in Dark On" Display="'Move in Dark On'" Dmx="70~79" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" />
      <Function ID="4" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="90~99" />
      <Function ID="5" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="100~109" />
      <Function ID="6" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="110~119" />
      <Function ID="7" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="120~129" />
      <Function ID="8" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" />
      <Function ID="9" Name="Reset Effect" Display="'Reset Effect'" Dmx="150~159" />
      <Function ID="10" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
      <Function ID="11" Name="All in Dark On" Display="'All in Dark On'" Dmx="210~219" />
      <Function ID="12" Name="All in Dark Off" Display="'All in Dark Off'" Dmx="220~229" />
    </Attribute>
  </Control>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="SVBSW101" 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="8f061898-7273-4f34-bc82-b32692eea4b5" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Show" ChannelOffset="4" Wheel="54" />
      <Attribute ID="P/T_Macro" ChannelOffset="5" Wheel="52" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="6" Wheel="53" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="7" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="8" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="9" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="10" Wheel="18" />
      <Attribute ID="Angle/Frost" ChannelOffset="11" Wheel="19" />
      <Attribute ID="Prism" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="14" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="15" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="16" Wheel="1" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="20 DMX" Channels="20">
    <Import PearlRef="SVBSW102" 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="f47cfc4e-cc09-4002-9b56-3980a7b6f5c2" />
    <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="Show" ChannelOffset="6" Wheel="54" />
      <Attribute ID="P/T_Macro" ChannelOffset="7" Wheel="52" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="8" Wheel="53" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="12" Wheel="18" />
      <Attribute ID="Angle/Frost" ChannelOffset="13" Wheel="19" />
      <Attribute ID="Prism" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Focus" ChannelOffset="16" Wheel="20" />
      <Attribute ID="Shutter" ChannelOffset="17" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="18,19" Wheel="1" />
      <Attribute ID="Control" ChannelOffset="20" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effect">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
    </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 Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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</Swatch>
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v2VWprrAhReW4i6SMdvSaQyhIcX8UGCCJyHF0US5k/4YybbrrJsaRBKzriarTb9Isc6dEax/oR40IloSPjNkF4g775JjotajjPPvts5+G7/fbbnWm3ADS1TjAy/6Q8+GA33nhjYCM3nNgePXo4X/tJlrahHKsub9U102bPnj0dvT+qAiq4yQFiHTg2VieokDaO78UCBHJl1eWHnCFtN8lbpiUZMTZdi4A2rc4QDPKcfvrpsf6OaYw00i67/L+sLm2HaPJuP/30Uy1VLIRlSxie5pdeesmxWKUWH6S2SoEHhw7QWbeQYqGje5SlIdnWW29d/TWxSCrTX3vtNZunGAcOwez2PEoArB1BP5K52odJs/IEJMRxjolUBwFrxdQZhajEMr4kDwSyImQxiCZR76J55xhB+ce02GCDDZxVNUqIsCLiMHjjj1htHrAC+mo0gWBGAkNTsHUKPhs+Gst8FK9pwbR16KGHprYuSLXj9EalMimsOomFBlaya9euji8Vp6t0KdALDUuGQjZJXBAlixcoJ3ivNOEXAzQq1IJpTJs2zXla8RtMuvqxuwaSFO9+kUmA9TKVBkFSpln6yOIGUIdpCiwlhGa1G0dNglX1zwRYMcIouCU5wrFgZdEyhhWmjX4RKGnTEsx2cBdNGy2kbPhrTMOsBun4E7XKRaERFOpgcYP/iEwoJzSEYIW2xbSNjz/+OPX/UjfQvHlza4oNqqq4mRtuGLzDIeETtPqkxkhNNW7c2AnUQiYWOyxQGLpvGe8FcaIIFlZfSmwSK3bIIan2VEiDxpluCl8EuDlpQVUTilNSPWlUpEHApwsjGM4707ptQMgwsKiCZBTm5IE6RTAcbNMSNW4OFoVkNbJv/CgTMO0TN/ODuFQW5AKlVrJYMVJjcawYUzvZDoLKBJTx7VhIJVko1BmCQS6CkzYi61gyYnm77767cZAS55yONrynFyZqiyjofvthIJXGYgEfETAtY2UpGeQBY4plimaHYH+hCBVf9Y5gkIue83H2AUoCNF1IdygSJq+XRp3L4oU6Sa9fxPSbVRsDQj1Uc0eBzAeWFYEA+zP5c8dBoAgnaUlhxROM7jzjxo1LvXKMAtMElT677babU6iRxjejjM1LMJS5tsFDRqyLaT1M4+8HxIoLUmtREvAgVDTBUApguTDlWYNpB9/Fm9aKC29/fdJZhFLSgBUlqTWmL6YuvQkFiXtCE6ZB3TCQWybckgYVSzCi0uQf06aW4gL/CZ+DPCZPcRp40zw4yag/ooDiBI0aVgkikYoiD5qmWt4EkMskWAzByKRWVCyMaQt/wCa58EVIxWBt9CAeRuoqTW8IL6g/hKi8J1YwDnC8ubG4AEVBk8tAPv41BKOOveII5i3mJT0DCQhc0pqcymrAU4+jHhVJZ/N1VlZZxYawYPTbh6xxFwr8Hclp6kpNNpZPC5Np0YNfIBitYNY0P6V04OaT6YckcTsQEsleZ511qqU5EAoLFAR8JhYBYToz3ouC3qwDj2mKhYnH6YJjGqf4QwZZgOuP/JuUkgV8AsHsVcamAKkZNhkFSJyJZcUBUw5KjCiQPGf1M3LkyMDfE4YwSS9lDUSSlO7h/xEcHTx4cGZEg1y0ayCEYQlztAUrDKgoNFhio+kyjZ77gWQb3ydIzFgpbTV5oFDljh071iEaMSweTpsYMWKETXIBx4LNtPmOSeF9GumZgJzEZqdpgEiQ9/RXOkFkFAqVBFagfBbIwL6SJMtxF2yAVvKWMbOsCAa4YFiVoE0UTMDua6R9vA1xCT3QS6sSwXSGtScOiDVjGjUNYaA7s4ziCeaXlqCGwN/g6bQJdO2kfHBgNWi+Vulg6iQzwKrapIsR6NSpkzMFW4RDMMRPCIys1kbGRZDDioSaD2vbZOPDsBrTYYsCiiAyA7E2U4Ihy6Y9FqtXC4BTMxqIqf1DLjgSR+vtA+IgrDc+vRlofmKzuyGCPW4EXRcJTyCvritAkGgKxIxYeVJvFprNvAW3dKqI4sVCCIaKMwj4A6wq0baXArV/SE2osEazzpRLwS2WKgjUSuLYI1dBcZoWrH4JghKkJY4XJ/2D/0fwlPAKhcI2YdrNR4PPRT2mhcWPUxCrCTZNWegwnRSEDUrtQkHLR/KAPFUa6JUw5UTGqfXje3J0XpRy3GkLQBtLU9BYlz0BGLRC4KaUIixKUuozsTTE5GwTjPOwhUGDBjnxSEMrBqeqCTbV+KxSgHxbqTQOJpu4DDcPTRVRbS5kqd4NCPzSJqWTAP+NG8C50P6bHcywjhMmTKjxd2QQcMJJRenPamlvoBpATVEKWE18UFwOpNqlLB7hIhZDNJIxgMMpL8HYSDCXHdY04ph1bmBcISFtClggGO5WEQtYK3KfemmPZcJnRC2BGpbcKBoyVKN+hantMn60YKVk0uy0gjpXp8NopcC5EdoIkzphxXABUu7hCZf+TzB6acrThUnLpNNhEFhW47vYAk8oPpiFreli48EHH6xRZ4gei5oABIok3Vkh+y0003dQvw4TRJGLfKw/rcYUTXEunXdOOumkGruxARZfWGSS3ikwDU7xhVcPRlFipgTjBiDnxR9hmFQAeUGiHHLpLVzyAo5wUCErfmWYb0lXIdsI2+yKaRzrH5azRSDAah03hBwkmQ6vGrZv377OhmUppOLVBa5egiG2Pi3pO4WB1R1TIEUYpDJwyPGfbDRo8wO1AS3B8waJchYhceU0FPaS4rGNoONHkcsLVsB0dyTIikTn8MMPdzT6TP98zeIkIaqF+16CoSf5Xhnu9kFNIf0hWFllQSY/uDB0NCwC5DLReMUlGKqNLFJT/nboNPmLSy4v2LyVtJPWgtFIJkU7LThUrU2qJhh7y4i/gGlLHa6g1xeOYV4YP358ZJwsS+iawbjgZuEm2G5R4A1RQOA05PKCPDBTJv5kinN9TO9TBPyafMRYqQmGqI6nNKouzwZYxfGEFdXeHCeYVFbQ9i9hwJFGVMlDYeu8WUFqHwxisAmWrQ46KVfjNQR9foIxd+LRpWrphDSY3qv4XlgzCOAPgtoCmxRQoVMECPKiMUvTl5XgMf+H32hjxQvBsYr4XGQz8l7o+AB3ahRO1iAYO5XKNDlRGVgxTCppGAb7DmJq6eqSdfVPHsDxJbSCQtZEGkMin8UPwkHTxDKZCRrrEegtg13pJnp3uwVBZWtsYmMlbTR79mwnYAfRKIxlarBVfc1CApUqcpU8QFpr4sSJtRq7pQUra1ahxKBMN12I0zQvJ9TaACmIYOQ6SKpZ68uNVUMbz0DJcM4556TeYkaDlRtBQsN0RmxgtWyRSwMrSDSdKS7LXhU5Ac5M8P+wFsHExP0j0+Ro+XJQFmdBbwOiyFQ3k7Q2gWE6IxFI72ApiM4T47Op/tRWrFI2+grBaLjj/2FYZTclOBTFZZKbJH5Ezs6UYKzkiDSTDM8a9A1jaOiEO34Zjev0/tpBoOCWaDk9+L0LE1aAZCFw0CucXPgpgWVbgQQTJs4SK0YDhczunK19JAns0uqbRrl5QocZcKyZ+kmys52NP0XEz/A/yU3WYdwDZ4J+Uao3xVCVIcHClKxJQTIZP4xodpFWgOg5GQU21fKChUgdJxcYGvaLUIIJI1+Sm4dZaJ3FGUUVj0IWlKlYAJb0aJjCNmkgz0l8iYqkIkFszEswrFyG+2KXC56AK2G/jOquM0RlRLBSGnKmHaqKCAto4K+wYwXNOIJ6nuLwc4NNZNCmIKZFikY3LKF5isl+QxWCIaV+WZJgwsyns7JiYVFwnvouXbrUIBfAGSbbj5SXXTbQXCGi0z2xWNkR/kA5WhQ4d2ot9e5tSfqAYYWR/rC/U1xlCL3BUNOycVZe8UAfsF4lK2fi9AfLxIp5u+N4QaS81I1hBYpylEG7SJb43BhSUrZbaKYBiw0Ipkv944JFAtNrr169HEUsvltYIxjiZ/weWTOrWfK/BVVIlbReIJJgrhUjgNbOyim5COp7hXVKonIlTUL1EPtTotqM2h8yD1CgQmUOD0mS6Vo3qcMiI5dBmEm2wh/jI+WGK6D7sGI1bStkY2JClPUCcTsc9pexm7IYF/MTjLQJOcs0jU/wcyxXJKcGcS6IkRRY5B9++KFanUFnQ7bYYcqnkyNWi9wl4j+vEpicbx6BZh+Yj/vH+cNYBBOmvitWDClmv8g/jgnvKhLRHlMEflZ9BapSNP7du3ev/hnXiCmXnC4uQJA0yMb2OykwAk7E+cMkPVoHy+isLHVD1M45WxjztPJa38G06iWYRtiKGx8N0WXOYFk8OO4fxyaYfJgfxYr1VT5BWVrgN+BP4BCTQpkHlVi6g+WP2kA1A/SFC3H/OGmX6XEy6NhmlkQUsOLjCTSR9tY1JHURaA2aM7j3iQ6aiGBCiLlixQhVby8jvlY4AAU4prWgMwTImIuSXnsRVn4WBlvptpj4QUbvuQlbTifuky/v/7mQrI98eZuMbDeuzhiEOFilUYzBVjFFAn1b0oYjVACxMLDd5yIAkKoP9z7pP6baiEEOdLuQjHB1cWFzC9AWAzEhvgy5zyKAlp5jJ7VIhC50dXkWBb0e3MI9T/OPJjt9ELKgErx0140KAW27ERSiivADxQaVUlTt2EzJsD0exyU1lnZXXPRoo0aNctJnFMlm0DqBcETq8FRqggmjf5KLgpyHpU/2FbYZg+AlUw03mw2vKBqm5lFvgsW+SPQro3GIDdAhmuOR7rKBDh06OHlJQj70o7AEtjjpyL1O+wZGexXJgV8XkvWUL8sjjJ4QDRvW3K6c5nWlNkyw1FrSsVb33nuvNXJpEJhF/IicO2xjioToyT02eQPjzbBcf4za9eR7vRUIgpdhe1sHgYAm3QxtgIUYiW0awHAO3s1K+Zpt9pAnlQIpKTZp8IKQD/FFSyviS9L6XV7Y2m1toKqqQjrQ0vtlCvKg9O3y70IbBvqABXXRMYGusgoC0zUrSi378YJYGVo5yJ5haOUuVXVPjWGFYG58rJt82USGnWahlsG0QbU5ZXMUacQlFzeR5HWeAWH2XuJcaUbit2T0i0i662xC4CN0SxrvCoO1/SLd5ilt5MspMmpLTgsEVUcs46OmnSAQBihC9oyOHytFCEODtgAIEjPEmzLaeJuXmMLqhqRuvhLd2GQZ+e9BFwKmmjTkAgUpRR0g0/ESDL1chudDx5R2SfKMcWB9x1s5wU+FZK1UGZGMQCqpKaZHgqtJth6mdhMBIT3284ZfipOhNAdyteLe2X7jTLZULjeSMd2wCwaDaDm96lHOEtuKAoFMxIzExPyrtqwBqSkcIWZGIYytMIkPmZELZLZnt4dkyK3LxidjeU+7AQorSA/F6ZJD2ICEOHto5w2sL6oJWm/aKlb2AJ+rXVbkApluCu+SDPE4XnJZrS6JF1EoQeujOKDRCrub5d3JhhUjXaTj7CSSEKwW29j2ufzIlGDAdfwh2RhVZnGyoNADqzSIxKIAOQ+6NarGqd7p2rVrIa2SMiAXca5uNleLYcicYMANYXRSVS1+yjbiT7kYFUoaEI3tnlHeUjMwffr0As/OGmhGNtBWnCsKuRAMuB9ogBCNqlI6sZRVgpz2TPhZQUBFYWmT9CJB4rqnjfRPEuRGMA03d8kelWj7C5X66EITpkqi9Tk91EUAyU1H08R1GuROMOCqMNCSYRYooylEGUtJGO2f6JlaDkW7GYAnhr7y/UwkNyYohGDA/cCHuE2H2QXeSOOfBiz/KXi1JG0pN6Ch75P3lOhHYQTTcKdM8pcU9hpXKyU8dl0lF9U/vdNo6G2jcIIBt5CEpNsBMoYpS8W99RAUxVK7Oi6vVWIUyoJgwL0gdwnRKJFBl0x5XK77V1YwyIAzAwzOOnCaFGVDMA33Ah0rRMMvo0e51a4+dRCk4vrH7RWRN8qOYBruBdtTiMYG2/RCyKTTYgWDxoBD4rRQKhJlSzAN9wLuMo9o1agIYmmUPcE0PERjuw3KsNur+uOj4WPR9nFoqYa75YiKIZiGe4E7CdEoMqFkroeyuO1NmYHc7WgZI8P60Jc7Ko5gGu4FHyxEo+cm5Tfd3NdUWxGWEbv3VeMAAAC+SURBVBB9EXxGfTIxaHuWSkLFEkzDvQEEFh8QsrHNxh6qagMJOgIbbQ+dI9ipAT00+dlJ/i3xKhkVTzAv3BtzN0PItpCqEjlCOMjWQpWPz4ZPNU1VkYoatBfz0GYVgTpFMC/cG/aMO04XwlFW1NIdkI3WOhvImD/jU6E6looRWkFDqqkMOb960ZC2zhLMD/eGPukOB0K6ReSluYymnkElSCP3leYVUWkr0jNUg7CX8Rz3daZnzJBjF74VbVH4H2UJ23gDYK7IAAAAAElFTkSuQmCC</Swatch>
  </swatchLibrary>
</Fixture>