View Personality

Clay Paky Alpha Spot 300 (Clay Paky_Alpha Spot 300.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Alpha Spot 300" ShortName="AlphaSp300" Company="Clay Paky">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>bf5b23f3-e516-4822-87b9-0276af5c41ca</Thumbnail>
  <History Date="18-03-08" Author="Gregory Haynes" Comment="Created" />
  <History Date="02-02-09" Author="D4 Personality Fixer 2009" Comment="Changed Function Names" />
  <History Date="09-03-12" Author="Peter Budd" Comment="Edited for version 6." />
  <History Date="06-04-15" Author="Nic Morris" Comment="Added preset palettes in response to customer bug report" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="04-09-16" Author="Nic Morris" Comment="Standardised conditionals.  Added function index.  Recreated palettes.  Revised highlight/lowlight" />
  <History Date="16-12-16" Author="Nic Morris" Comment="Revised Atlabase ID's for Rain ON modes and added missing ID's for Rain OFF." />
  <History Date="25-06-17" Author="Nic Morris" Comment="Added physical pan/tilt limits.  Changed split colours to fixed range and added separate index ranges." />
  <History Date="25-06-17" Author="Nic Morris" Comment="Standardised shutter.  Revised speed controls." />
  <History Date="07-03-19" Author="Nic Morris" Comment="Added product thumbnail.  Added gobo swatches.  Added channel counts to mode names." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7fddf6e4-cb31-4e7e-b1a0-ca6330fe000e" />
  <Control>
    <Attribute ID="Colour1Func" Name="Colour 1 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" Display="'Split'" 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 1" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="6" Lowlight="9" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour1Func'==2" />
      <Condition Name="Index" ID="19,20,21,22,23,24,25,26,27,28" If="'Colour1Func'==3" />
      <Condition Name="Scroll" ID="29,30" If="'Colour1Func'==4" />
      <Else ID="31" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="14~14" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Aquamarine" Display="'Aquamarine'" Dmx="28~28" WheelPosition="2" Colour="0,180,180" />
      <Function ID="4" Name="Lavender" Display="'Lavender'" Dmx="42~42" WheelPosition="3" Colour="128,0,255" />
      <Function ID="5" Name="Light Green" Display="'Light Green'" Dmx="56~56" WheelPosition="4" Colour="128,255,0" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="70~70" WheelPosition="5" Colour="255,255,0" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="84~84" WheelPosition="6" Colour="255,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="98~98" WheelPosition="7" Colour="0,255,255" />
      <Function ID="9" Name="Blue" Display="'Blue'" Dmx="112~112" WheelPosition="8" Colour="0,0,255" />
      <Function ID="10" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="7~7" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="Rd/ Aq" Display="'Rd/ Aq'" Dmx="21~21" WheelPosition="1" Colour="255,0,0" />
      <Function ID="12" Name="Aq/ Lav" Display="'Aq/ Lav'" Dmx="35~35" WheelPosition="2" Colour="0,180,180" />
      <Function ID="13" Name="Lav/ L Grn" Display="'Lav/ L Grn'" Dmx="49~49" WheelPosition="3" Colour="128,0,255" />
      <Function ID="14" Name="L Grn/ Yel" Display="'L Grn/ Yel'" Dmx="63~63" WheelPosition="4" Colour="128,255,0" />
      <Function ID="15" Name="Yel/ Mag" Display="'Yel/ Mag'" Dmx="77~77" WheelPosition="5" Colour="255,255,0" />
      <Function ID="16" Name="Mag/ Cy" Display="'Mag/ Cy'" Dmx="91~91" WheelPosition="6" Colour="255,0,255" />
      <Function ID="17" Name="Cy/ Blu" Display="'Cy/ Blu'" Dmx="105~105" WheelPosition="7" Colour="0,255,255" />
      <Function ID="18" Name="Blu/ Op" Display="'Blu/ Op'" Dmx="119~119" WheelPosition="8" Colour="0,0,255" />
      <Function ID="19" Name="Op - Rd" Display="'Op - Rd %.f%%',0~100" Dmx="0~14" WheelPosition="0" Colour="255,255,255" />
      <Function ID="20" Name="Rd - Aq" Display="'Rd - Aq %.f%%',0~100" Dmx="14~28" WheelPosition="1" Colour="255,0,0" />
      <Function ID="21" Name="Aq - Lav" Display="'Aq - Lav %.f%%',0~100" Dmx="28~42" WheelPosition="2" Colour="0,180,180" />
      <Function ID="22" Name="Lav - L Grn" Display="'Lav - L Grn %.f%%',0~100" Dmx="42~56" WheelPosition="3" Colour="128,0,255" />
      <Function ID="23" Name="L Grn - Yel" Display="'L Grn - Yel %.f%%',0~100" Dmx="56~70" WheelPosition="4" Colour="128,255,0" />
      <Function ID="24" Name="Yel - Mag" Display="'Yel - Mag %.f%%',0~100" Dmx="70~84" WheelPosition="5" Colour="255,255,0" />
      <Function ID="25" Name="Mag - Cy" Display="'Mag - Cy %.f%%',0~100" Dmx="84~98" WheelPosition="6" Colour="255,0,255" />
      <Function ID="26" Name="Cy - Blu" Display="'Cy - Blu %.f%%',0~100" Dmx="98~112" WheelPosition="7" Colour="0,255,255" />
      <Function ID="27" Name="Blu - Op" Display="'Blu - Op %.f%%',0~100" Dmx="112~127" WheelPosition="8" Colour="0,0,255" />
      <Function ID="28" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" />
      <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="30" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
      <Function ID="31" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour2Func" Name="Colour 2 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="Colour2" Colour="0,0,0" />
      <Function ID="2" Name="Split" Display="'Split'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
      <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
      <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour2" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour2" Name="Colour 2" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour2Func'==1" />
      <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour2Func'==2" />
      <Condition Name="Index" ID="19,20,21,22,23,24,25,26,27,28" If="'Colour2Func'==3" />
      <Condition Name="Scroll" ID="29,30" If="'Colour2Func'==4" />
      <Else ID="31" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="3200K" Display="'3200K'" Dmx="14~14" WheelPosition="1" Colour="255,240,200" />
      <Function ID="3" Name="2500K" Display="'2500K'" Dmx="28~28" WheelPosition="2" Colour="255,240,200" />
      <Function ID="4" Name="CTB" Display="'CTB'" Dmx="42~42" WheelPosition="3" Colour="230,230,255" />
      <Function ID="5" Name="Orange" Display="'Orange'" Dmx="56~56" WheelPosition="4" Colour="255,128,0" />
      <Function ID="6" Name="Half Minus Green" Display="'Half Minus Green'" Dmx="70~70" WheelPosition="5" Colour="245,210,242" />
      <Function ID="7" Name="Green" Display="'Green'" Dmx="84~84" WheelPosition="6" Colour="0,255,0" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="98~98" WheelPosition="7" Colour="255,150,150" />
      <Function ID="9" Name="UV" Display="'UV'" Dmx="112~112" WheelPosition="8" Colour="180,0,255" />
      <Function ID="10" Name="Op/ 3200" Display="'Op/ 3200'" Dmx="7~7" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="3200/ 2500" Display="'3200/ 2500'" Dmx="21~21" WheelPosition="1" Colour="255,240,200" />
      <Function ID="12" Name="2500/ CTB" Display="'2500/ CTB'" Dmx="35~35" WheelPosition="2" Colour="255,240,200" />
      <Function ID="13" Name="CTB/ Org" Display="'CTB/ Org'" Dmx="49~49" WheelPosition="3" Colour="230,230,255" />
      <Function ID="14" Name="Org/ HM Grn" Display="'Org/ HM Grn'" Dmx="63~63" WheelPosition="4" Colour="255,128,0" />
      <Function ID="15" Name="HM Grn/ Grn" Display="'HM Grn/ Grn'" Dmx="77~77" WheelPosition="5" Colour="245,210,242" />
      <Function ID="16" Name="Grn/ Pk" Display="'Grn/ Pk'" Dmx="91~91" WheelPosition="6" Colour="0,255,0" />
      <Function ID="17" Name="Pk/ UV" Display="'Pk/ UV'" Dmx="105~105" WheelPosition="7" Colour="255,150,150" />
      <Function ID="18" Name="UV/ Op" Display="'UV/ Op'" Dmx="119~119" WheelPosition="8" Colour="180,0,255" />
      <Function ID="19" Name="Op - 3200" Display="'Op - 3200 %.f%%',0~100" Dmx="0~14" WheelPosition="0" Colour="255,255,255" />
      <Function ID="20" Name="3200 - 2500" Display="'3200 - 2500 %.f%%',0~100" Dmx="14~28" WheelPosition="1" Colour="255,240,200" />
      <Function ID="21" Name="2500 - CTB" Display="'2500 - CTB %.f%%',0~100" Dmx="28~42" WheelPosition="2" Colour="255,240,200" />
      <Function ID="22" Name="CTB - Org" Display="'CTB - Org %.f%%',0~100" Dmx="42~56" WheelPosition="3" Colour="230,230,255" />
      <Function ID="23" Name="Org - HM Grn" Display="'Org - HM Grn %.f%%',0~100" Dmx="56~70" WheelPosition="4" Colour="255,128,0" />
      <Function ID="24" Name="HM Grn - Grn" Display="'HM Grn - Grn %.f%%',0~100" Dmx="70~84" WheelPosition="5" Colour="245,210,242" />
      <Function ID="25" Name="Grn - Pk" Display="'Grn - Pk %.f%%',0~100" Dmx="84~98" WheelPosition="6" Colour="0,255,0" />
      <Function ID="26" Name="Pk - UV" Display="'Pk - UV %.f%%',0~100" Dmx="98~112" WheelPosition="7" Colour="255,150,150" />
      <Function ID="27" Name="UV - Op" Display="'UV - Op %.f%%',0~100" Dmx="112~127" WheelPosition="8" Colour="180,0,255" />
      <Function ID="28" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" />
      <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="30" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
      <Function ID="31" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" Intensity="0~0" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" Intensity="0~0" />
    </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" Intensity="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" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="10,11,12,13,14,15,16" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==3" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>e0846b08-c92a-449a-9aff-10e75977d898</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>51e7396f-5436-41e6-b4a5-61b568808690</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>06b0939c-99e3-4f33-a28b-cf43acd7f427</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>8fae6cc5-ce5f-43cf-aa57-d4d613230764</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>a3cbe242-6c7e-4e4f-9ee4-e0c78c48bcac</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>132cde50-400f-438b-8618-f51b3430bc21</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>04288b4e-dbe9-428e-bf13-30466790208e</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>b6b8a0f4-2626-400f-bfc0-dd5702c92a5f</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="64~71" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>ee15ba91-4759-432b-a98a-4e9c26c4adb7</Swatch>
      </Function>
      <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>e0846b08-c92a-449a-9aff-10e75977d898</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="160~175" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>06b0939c-99e3-4f33-a28b-cf43acd7f427</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="176~191" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>8fae6cc5-ce5f-43cf-aa57-d4d613230764</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="192~207" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>a3cbe242-6c7e-4e4f-9ee4-e0c78c48bcac</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="208~223" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>132cde50-400f-438b-8618-f51b3430bc21</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="224~239" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>04288b4e-dbe9-428e-bf13-30466790208e</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="240~255" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>b6b8a0f4-2626-400f-bfc0-dd5702c92a5f</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="72~113" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="118~159" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </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" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1||'Gobo2Func'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Else ID="17" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>e0846b08-c92a-449a-9aff-10e75977d898</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="16~31" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c3d2aaa0-73cd-448e-9672-1c5bb02f08b4</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="32~47" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>1d313195-87ae-4e94-9784-792af961ff61</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="48~63" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>92d7ca7a-7a0e-4025-ac37-58ef8671e0e5</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="64~79" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>ae733fda-63e3-4b13-8935-bcd570713eaf</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="80~95" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>dc007460-ba96-472e-9f0d-097bdf15ef60</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="96~111" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>855713d9-ea93-4517-8087-d903c9508962</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="112~129" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>e7f01a15-2738-4481-ab02-427ff5d12bb8</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>e0846b08-c92a-449a-9aff-10e75977d898</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~147" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>c3d2aaa0-73cd-448e-9672-1c5bb02f08b4</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="148~165" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>1d313195-87ae-4e94-9784-792af961ff61</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="166~183" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>92d7ca7a-7a0e-4025-ac37-58ef8671e0e5</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="184~201" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>ae733fda-63e3-4b13-8935-bcd570713eaf</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="202~219" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>dc007460-ba96-472e-9f0d-097bdf15ef60</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="220~237" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>855713d9-ea93-4517-8087-d903c9508962</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="238~255" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0">
        <Swatch>e7f01a15-2738-4481-ab02-427ff5d12bb8</Swatch>
      </Function>
      <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" />
    </Attribute>
    <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" GoboSpin="0~0" GoboOrientation="0~0" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" GoboSpin="0~0" GoboOrientation="0~0" />
    </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="129~255" />
    </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="255~193" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="190~128" />
    </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" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <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="Reset" Name="Reset" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset Effects" Display="'Reset Effects'" Dmx="26~76" />
      <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Lamp" Name="Lamp" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Lamp Off" Display="'Lamp Off'" Dmx="26~100" />
      <Function ID="3" Name="Lamp On" Display="'Lamp On'" Dmx="180~255" />
    </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="'Speed %.1f%%',0.0~100.0" Dmx="254~0" />
      <Function ID="2" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Colour_Speed" Name="Colour Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~0" />
      <Function ID="2" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Beam_Speed" Name="Beam Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~0" />
      <Function ID="2" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Gobo_Speed" Name="Gobo Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="254~0" />
      <Function ID="2" Name="Follow Cue" Display="'Follow Cue'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Colour3Func" Name="Colour 1 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="Colour3" Colour="0,0,0" />
      <Function ID="2" Name="Split" Display="'Split'" Dmx="0~0" Update="Colour3" Colour="0,0,0" />
      <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour3" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour3" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour3" Name="Colour 1" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="6" Lowlight="9" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour3Func'==1" />
      <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour3Func'==2" />
      <Condition Name="Index" ID="19,20,21,22,23,24,25,26,27,28" If="'Colour3Func'==3" />
      <Else ID="29" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="28~28" WheelPosition="1" Colour="255,0,0" />
      <Function ID="3" Name="Aquamarine" Display="'Aquamarine'" Dmx="56~56" WheelPosition="2" Colour="0,180,180" />
      <Function ID="4" Name="Lavender" Display="'Lavender'" Dmx="84~84" WheelPosition="3" Colour="128,0,255" />
      <Function ID="5" Name="Light Green" Display="'Light Green'" Dmx="112~112" WheelPosition="4" Colour="128,255,0" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="140~140" WheelPosition="5" Colour="255,255,0" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="168~168" WheelPosition="6" Colour="255,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="196~196" WheelPosition="7" Colour="0,255,255" />
      <Function ID="9" Name="Blue" Display="'Blue'" Dmx="224~224" WheelPosition="8" Colour="0,0,255" />
      <Function ID="10" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="14~14" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="Rd/ Aq" Display="'Rd/ Aq'" Dmx="42~42" WheelPosition="1" Colour="255,0,0" />
      <Function ID="12" Name="Aq/ Lav" Display="'Aq/ Lav'" Dmx="70~70" WheelPosition="2" Colour="0,180,180" />
      <Function ID="13" Name="Lav/ L Grn" Display="'Lav/ L Grn'" Dmx="98~98" WheelPosition="3" Colour="128,0,255" />
      <Function ID="14" Name="L Grn/ Yel" Display="'L Grn/ Yel'" Dmx="126~126" WheelPosition="4" Colour="128,255,0" />
      <Function ID="15" Name="Yel/ Mag" Display="'Yel/ Mag'" Dmx="154~154" WheelPosition="5" Colour="255,255,0" />
      <Function ID="16" Name="Mag/ Cy" Display="'Mag/ Cy'" Dmx="182~182" WheelPosition="6" Colour="255,0,255" />
      <Function ID="17" Name="Cy/ Blu" Display="'Cy/ Blu'" Dmx="210~210" WheelPosition="7" Colour="0,255,255" />
      <Function ID="18" Name="Blu/ Op" Display="'Blu/ Op'" Dmx="238~238" WheelPosition="8" Colour="0,0,255" />
      <Function ID="19" Name="Op - Rd" Display="'Op - Rd %.f%%',0~100" Dmx="0~28" WheelPosition="0" Colour="255,255,255" />
      <Function ID="20" Name="Rd - Aq" Display="'Rd - Aq %.f%%',0~100" Dmx="28~56" WheelPosition="1" Colour="255,0,0" />
      <Function ID="21" Name="Aq - Lav" Display="'Aq - Lav %.f%%',0~100" Dmx="56~84" WheelPosition="2" Colour="0,180,180" />
      <Function ID="22" Name="Lav - L Grn" Display="'Lav - L Grn %.f%%',0~100" Dmx="84~112" WheelPosition="3" Colour="128,0,255" />
      <Function ID="23" Name="L Grn - Yel" Display="'L Grn - Yel %.f%%',0~100" Dmx="112~140" WheelPosition="4" Colour="128,255,0" />
      <Function ID="24" Name="Yel - Mag" Display="'Yel - Mag %.f%%',0~100" Dmx="140~168" WheelPosition="5" Colour="255,255,0" />
      <Function ID="25" Name="Mag - Cy" Display="'Mag - Cy %.f%%',0~100" Dmx="168~196" WheelPosition="6" Colour="255,0,255" />
      <Function ID="26" Name="Cy - Blu" Display="'Cy - Blu %.f%%',0~100" Dmx="196~224" WheelPosition="7" Colour="0,255,255" />
      <Function ID="27" Name="Blu - Op" Display="'Blu - Op %.f%%',0~100" Dmx="224~255" WheelPosition="8" Colour="0,0,255" />
      <Function ID="28" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="29" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour4Func" Name="Colour 2 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="Colour4" Colour="0,0,0" />
      <Function ID="2" Name="Split" Display="'Split'" Dmx="0~0" Update="Colour4" Colour="0,0,0" />
      <Function ID="3" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour4" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour4" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour4" Name="Colour 2" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour4Func'==1" />
      <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour4Func'==2" />
      <Condition Name="Index" ID="19,20,21,22,23,24,25,26,27,28" If="'Colour4Func'==3" />
      <Else ID="29" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="3200K" Display="'3200K'" Dmx="28~28" WheelPosition="1" Colour="255,240,200" />
      <Function ID="3" Name="2500K" Display="'2500K'" Dmx="56~56" WheelPosition="2" Colour="255,240,200" />
      <Function ID="4" Name="CTB" Display="'CTB'" Dmx="84~84" WheelPosition="3" Colour="230,230,255" />
      <Function ID="5" Name="Orange" Display="'Orange'" Dmx="112~112" WheelPosition="4" Colour="255,128,0" />
      <Function ID="6" Name="Half Minus Green" Display="'Half Minus    Green'" Dmx="140~140" WheelPosition="5" Colour="245,210,242" />
      <Function ID="7" Name="Green" Display="'Green'" Dmx="168~168" WheelPosition="6" Colour="0,255,0" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="196~196" WheelPosition="7" Colour="255,150,150" />
      <Function ID="9" Name="UV" Display="'UV'" Dmx="224~224" WheelPosition="8" Colour="180,0,255" />
      <Function ID="10" Name="Op/ 3200" Display="'Op/ 3200'" Dmx="14~14" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="3200/ 2500" Display="'3200/ 2500'" Dmx="42~42" WheelPosition="1" Colour="255,240,200" />
      <Function ID="12" Name="2500/ CTB" Display="'2500/ CTB'" Dmx="70~70" WheelPosition="2" Colour="255,240,200" />
      <Function ID="13" Name="CTB/ Org" Display="'CTB/ Org'" Dmx="98~98" WheelPosition="3" Colour="230,230,255" />
      <Function ID="14" Name="Org/ HM Grn" Display="'Org/ HM Grn'" Dmx="126~126" WheelPosition="4" Colour="255,128,0" />
      <Function ID="15" Name="HM Grn/ Grn" Display="'HM Grn/ Grn'" Dmx="154~154" WheelPosition="5" Colour="245,210,242" />
      <Function ID="16" Name="Grn/ Pk" Display="'Grn/ Pk'" Dmx="182~182" WheelPosition="6" Colour="0,255,0" />
      <Function ID="17" Name="Pk/ UV" Display="'Pk/ UV'" Dmx="210~210" WheelPosition="7" Colour="255,150,150" />
      <Function ID="18" Name="UV/ Op" Display="'UV/ Op'" Dmx="238~238" WheelPosition="8" Colour="180,0,255" />
      <Function ID="19" Name="Op - 3200" Display="'Op - 3200 %.f%%',0~100" Dmx="0~28" WheelPosition="0" Colour="255,255,255" />
      <Function ID="20" Name="3200 - 2500" Display="'3200 - 2500 %.f%%',0~100" Dmx="28~56" WheelPosition="1" Colour="255,240,200" />
      <Function ID="21" Name="2500 - CTB" Display="'2500 - CTB %.f%%',0~100" Dmx="56~84" WheelPosition="2" Colour="255,240,200" />
      <Function ID="22" Name="CTB - Org" Display="'CTB - Org %.f%%',0~100" Dmx="84~112" WheelPosition="3" Colour="230,230,255" />
      <Function ID="23" Name="Org - HM Grn" Display="'Org - HM Grn %.f%%',0~100" Dmx="112~140" WheelPosition="4" Colour="255,128,0" />
      <Function ID="24" Name="HM Grn - Grn" Display="'HM Grn - Grn %.f%%',0~100" Dmx="140~168" WheelPosition="5" Colour="245,210,242" />
      <Function ID="25" Name="Grn - Pk" Display="'Grn - Pk %.f%%',0~100" Dmx="168~196" WheelPosition="6" Colour="0,255,0" />
      <Function ID="26" Name="Pk - UV" Display="'Pk - UV %.f%%',0~100" Dmx="196~224" WheelPosition="7" Colour="255,150,150" />
      <Function ID="27" Name="UV - Op" Display="'UV - Op %.f%%',0~100" Dmx="224~255" WheelPosition="8" Colour="180,0,255" />
      <Function ID="28" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
      <Function ID="29" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="Vector (RainON), 21 DMX" Channels="21">
    <Import PearlRef="CPAS300VeM1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="0426a3cd-3397-4867-b34f-8a1b6ffb278f" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="12,13" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="14,15" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Colour2Func" Wheel="37" />
      <Attribute ID="Colour2" ChannelOffset="2" Wheel="38" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="6" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="7,8" Wheel="18" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Reset" ChannelOffset="16" Wheel="29" />
      <Attribute ID="Lamp" ChannelOffset="17" Wheel="30" />
      <Attribute ID="PT_Speed" ChannelOffset="18" Wheel="25" />
      <Attribute ID="Colour_Speed" ChannelOffset="19" Wheel="26" />
      <Attribute ID="Beam_Speed" ChannelOffset="20" Wheel="28" />
      <Attribute ID="Gobo_Speed" ChannelOffset="21" Wheel="27" />
    </Include>
  </Mode>
  <Mode Name="Standard (RainON), 17 DMX" Channels="17">
    <Import PearlRef="CPAS300StM1" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="d47d35da-bc83-4391-b17a-36633d32783b" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="12,13" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="14,15" Wheel="3" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Colour2Func" Wheel="37" />
      <Attribute ID="Colour2" ChannelOffset="2" Wheel="38" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="6" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="7,8" Wheel="18" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Reset" ChannelOffset="16" Wheel="29" />
      <Attribute ID="Lamp" ChannelOffset="17" Wheel="30" />
    </Include>
  </Mode>
  <Mode Name="Vector (RainOFF), 21 DMX" Channels="21">
    <Import PearlRef="CPAS300VeM2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="aed5cae7-3c20-4346-96e1-d1b27e7d305b" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="12,13" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="14,15" Wheel="3" />
      <Attribute ID="Colour3Func" Wheel="7" />
      <Attribute ID="Colour3" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Colour4Func" Wheel="37" />
      <Attribute ID="Colour4" ChannelOffset="2" Wheel="38" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="6" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="7,8" Wheel="18" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Reset" ChannelOffset="16" Wheel="29" />
      <Attribute ID="Lamp" ChannelOffset="17" Wheel="30" />
      <Attribute ID="PT_Speed" ChannelOffset="18" Wheel="25" />
      <Attribute ID="Colour_Speed" ChannelOffset="19" Wheel="26" />
      <Attribute ID="Beam_Speed" ChannelOffset="20" Wheel="28" />
      <Attribute ID="Gobo_Speed" ChannelOffset="21" Wheel="27" />
    </Include>
  </Mode>
  <Mode Name="Standard (RainOFF), 17 DMX" Channels="17">
    <Import PearlRef="CPAS300StM2" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="250" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="fd5d6d6b-a8c8-478f-bf3b-d01c2b57fcaa" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Pan" ChannelOffset="12,13" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="14,15" Wheel="3" />
      <Attribute ID="Colour3Func" Wheel="7" />
      <Attribute ID="Colour3" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Colour4Func" Wheel="37" />
      <Attribute ID="Colour4" ChannelOffset="2" Wheel="38" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="5" Wheel="14" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="6" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="7,8" Wheel="18" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Reset" ChannelOffset="16" Wheel="29" />
      <Attribute ID="Lamp" ChannelOffset="17" Wheel="30" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Reset:4" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset P/T">
      <Set Channel="Reset:3" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Effects">
      <Set Channel="Reset:2" Delay="6000" />
      <Set Channel="Reset:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp Off">
      <Set Channel="Lamp:2" Delay="6000" />
      <Set Channel="Lamp:1" Delay="0" />
    </Macro>
    <Macro Name="Lamp On">
      <Set Channel="Lamp:3" Delay="6000" />
      <Set Channel="Lamp:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour2:5,Colour2Func:1,Colour1:1,Colour1Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:6,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="6" Name="Light Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="7" Name="Aquamarine" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:8,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="9" Name="Aquamarine" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:9,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="11" Name="Lavender" Number="9" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="14" Name="Lavender" Number="8" Page="1" SetControl="Colour1:4,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1,Colour2:1,Colour2Func:1,Colour3:1,Colour3Func:1,Colour4:1,Colour4Func: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 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" />
      <Palette ID="10" Name="Gobo 1" Number="20" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="11" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="12" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="13" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="14" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="15" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" />
      <Palette ID="16" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,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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AMBlZVzCmeJRSrqS4RuIIzG8TsGxBs9uyfPRd1JvqsolVFJ8OY5jnlHJIEaYL46MZOvDnIBtCv5XtksW3vif28lLsMdoDrDPcZGGtl8m5eMR0XaeLGghMqP2mF22YxhRLcO4gpaW+sJ4JLkkJXnBN7prF8SvXZSnUWjKi6sGf/iJ8CboSgXdxEse8LNy26KNw4m7VZ0sUdLQpaeXST5hDsGyi99A7fHzEV2UW8JZt1nXVtN2M3l0PeHO5fAIHEp6x69XzBZjGybgc5R9ZJ4ObCx2iFGXAGd96d/7COYPec51uaoPxDGdeHlUPRmbKtN94gdYHVQ8ocXCU9SXw2pn26DVaHy3Dvcpe7lCuJAtyd825a1cTKKGU5XOPLXvay0xW4oWrRuuDvJRs0vxysOWsk4RGDcqESJ1k6CCdk1sILVpVbZdUkBTpkuVSVDm1LfdaZtgB3mgk2e97iDvN8QxO4siq5zB6mXcuNBRjEVB0PBq8OrID31DUZsmhuMKsgCRBYi/H6lmFykFDccIVlQnCd9dFj33fJnEyPuCoWy+FaaXddoMFJihA1XB33Krt1zf5dXQRz9NFHl6SzSISUIxEISFLojrJfk0flw2QRD+vs7Zt01WAHHMqfd1m1YB7mOfnzFs3UvEgdMPiyMJ0CXhW79WyZpTH7cnCD1eDVjRLDEUERwSx3sxz0Mjdawbtu34cciC4rZKmUhaLJjxtEEO3UCBersEkSBqjvmsp8UxMWhftiMUym2GAOeSQBer2Q3L91koizeAAw+IhlAnGHTXBPZLx6ykg77n81DIktosRhdh+SmXu90Y1uNGqtaLGOOzi0PpWvEmzXYgEwS7g2wigrZpZI+/V6iRUEpIgixTZwXCnpwYDGwLjRfp+DTIFYJAJSQWwnEJDBkS8cBkZwy51EfxeCsCyxoNXABnRzyMwQPWa0v4+uCkR23rpOuyD4jl4uVpUrF/ewYEIDRxvEdTFRkKHv4LNuOkLEguI0hKuDa2WxWTBJGDIqj40EDm1IsNnmJZPtOBvg86X3YLulk046qTy4GJ0B4gE3gp5lptoJx6Gj1ICaYd5vQGKxLSAKiwesDLW9WsYxi1kL5OSGHW0girImrFXdpipci/pnuCnBexvBTCrW0OBGBwUXD2QLVkvoEKUjRBYDcXde7RxkwYmmxzFuy/XTBhHMvTdBmxILk99kJfe4/ya8+zEC2+FSbJ6SWzCbXkz+jGvKsqzHDcq1KoPIJTHhSMYyCDrNHJ0BCuCyRTXGOnCjeazmhrgxeqUCAmzfIXNiGbkclkq8JmB3TohqMJVf3OQuvPe97y17xCCWtuXw2dws9+f34doMtljHOQESudY5LEUvCPpNVNfvnGiQTTAWYmFhiBYlrUojgEO4VIp8OcFuO+bTuhAdmALcaiDKurBaTLPBZzUMDvIJrm3lTT0PMTFHVbthxbjdvEzEFeuMlUwg8BRNgwLnIJhGRyUb5CS/SPuddw6k5WYttF2yul6Ce3VPaHgmpWy2TXe03RWCcZnKbyPbxXFpA4JN7h7NYGIffYU7rAPrIeC1NJ4bMYtcpNbm0JfEMCyPeC2CfLGM1h43L/ZgVYNzE8OKic10Q4jnpgJrEBCzEX1Zqby7wUQRL4kRmzYiFki7FvdHlWCqXrM6CB1YT/eFV1C3bILri+yTy4yulYHApTKrKwmWfOY508uGqtyccILA7LZtxMvVaW82y1g81o5FE7uIg8zCSBBknLoaBPCsm0CZki22YUm0XCNVwPuJiDo2pkB19oc2hkhIhfBNnbOuidtxX+y2GHDt1huMjHk6oW4q7BDvmYBtBAPxLIKRUEYS7No4le7V38KCbVMsoPYYqn2fbkuZEa3HDIol/XaRJirGoHrlagwkN6XAy0WJY1g9ViBPBALaWLizMZpYDkE7SxDgPrhdiYHMt64zIpaoiX/imoBkQPlHLCQlhC5yoa9kCcEkT2Sjti0QxMpCDrIFzTGXWHoCl3DqoznBJgX3SAKQtQwpaLsR/oZEwPrEPvi5wiyWE6wy/awaYlLzZXV1cKPUEFm+sfDZZrZ9LBApOivqSCtzDj2NrpcvnBV3colcPMsS7TXcpWy7z65BEgnXQ17o21SJzLJxUg6Vv+3pIRaikDckSCSVkVbsdASb3D0KEgmf0vihxVQZpIyQdfI5Zp2shuvMm/0Mhk5OBx2MtSPYVldCA1nA4HLXQ4DgbjASux7yCt2qGjP5TqTi7gxM7HmRg6tWm8xJxPKRYBBXgtA1GZ2Pa3C9yO1etQmuOYQPCEmw7no8jcTEdZgkY92k/wTBrjb0r5l+N4SpV5qpxiaxf0JsWTQUuasTTHNN9BxxgZ0BqxBjObgZ1oDk4ebE5iiCcGKlZIKuZB2lz6FFyTLzrTR9N3KzPlYyscQGU2yH6DGgXBu35/tsBdC2IR1iiherFoq1RjKfs/POO7cSDMFZbuQCyQV315dgiuCssL/vyhCjtBRblY5AyalN0klT+QZtxCD1N1CxXIwYSC3Pda7YSnJMak4Yjd1lgEtCaG5QF6gg2ffXAWGUdhw6GlgGbsEaS3IHi+ioIu+xYo3y+iP3TImXHQa4Qap63kDIBSGLOJLFY80CrEdTtwLLCtHyXQfnowuYyxoLsRRjYPLrqWvrfNXKzVsY65FyxRVwiwVzVfU71zZA0JyvRTRwbrbZwbWZyZEljQgQT7fZreAfsVys2MXsI11wN2KztrIJa8FyOFgtrTVNm5pYX1gH+6myhtUdqcV+yOU71Dy5lFyojYdEACvfNphRNI/tzKsIcsVqqYB7kk+MPpCQIJiu4rZzMlFNLJacjDSioROnroxgWw35q3AdrAqTztW4cLGFwzJ+gxHuIm/v7Yv8GYlS6ljaZUC5KG5Q1sVFs2ZI0AXnIdMc8kgZk0ZAXOeCYjW5RKO61M59yXfPMZCaEZvAqiCqEpT2mdjYJZCTiyTDLUqAWJWhRemoJMTmw21JBW9hvCVsIzuGtxpMMNmUEyOIRh3OxSuhCLZZiNxKsG5DskiuMHc7sWoI3ExxjNql4NaM93uyhoyuK5kQg3BV+SNZ1DPpT8pZfh+uEblYqSa3Fos3qjEmGSIvyrNeCNIGGqE4MLopgmBiQZIMd4YIMkeJjvNHsDHeQTjjmmzA4v61bWTnvRKXvM17IIYTLFazVPvJDbomNhYn372P2/TzvoGognTealy3u6DZRAH32TJHbllcxao5jzZ4j5gi4jB60Mc+9rFycAXy1P8ucgn6aVtkBmWtHCZAXg+VIfaJX7g65+D+cueCaxPWBDVx6H7RaBnF8THNgc7ZhOf2GYs2gkX83BQ+9EBJsEGbnGqxgbqqvOBWcTrvajBLZG8GtE9LblViyEszObgc7tFnU8/FfAbbICBcXaYJLEF0eyKRQZQQUK7jgVTik7Zzlb6ztILzvOCOdHnPvqC/2mJUB58VrULCDPeMPsaCsVLOJ69ExBgo1I+BCYpg0dvWhHmF6YQtEWxQg2HT8qwAky6dz/vGxWXcTx+SVfWjrsUc+vENiCyRpCDLEgMJvLnDOreJZPQy8ZiCemRmpIo+azSjTSjX1IifPi/ujxiV1enaJI7UoRIRYYUAPCQembLvqgbyYVHsHTYGkVSEN1ogNh9swbpgcGgoSCW4FVQa6CEkGwrWzMzXsiMIVjQX96hlCsCVl6plHCRjwXQXsBZgoJssZkCPvgDedUYJDLlcZx6rKNa37TvBzd3//vcv41dSSg6aIksooanrfAgLNnZjPFm1z5VQEG7HLj7pgdKCbVi8mxMa8xDKrDSL9V2JaxZJMrBeUYuOuAxZDJwiuJqlRIB1zYmGZAbZ7oHivj6ZkiBbIuB6FLiDXLmGJcZp6vMKcVYsGLGaz2GtiMh+rwujbZ+OED/HrqISu3HtAn3Z5NQLZTJshmCDtsXss4bRgJEEZINIRqBELgM4lGR1Cy7agDQyTDEWl+k8uFBWTGwWRMtLToLqPuCuaHIgOOaKxX/5IhRxFzebp/9iLPqdgrffRXWBBdLDRp1nRbTwONe2Ltl4JI3P71pn0AYxnbGQLC2QYBcevE9+tKK0xWJMsFlNLxPriI/CbarhtZGsGlfIorrcVh0MmFgQ2ehm3CUrw6KxDtybulxTMlAF3SvfTbCpv51bC+ugVOUaESfcGrAggn/nEiUqsWdYprbGSOcRNdEha0mroB0ah7xtaBEYTLBQtPNN1OogFkIwirYZKlBFstjIrYlkzL7sJVqNZWYyxbEgsHp2d5RZuEsyg84F54aA0XfWBu+LVps2sN6IW82GXaPrZUlJKVWBU9xo0iJf27O5wxXP+yCGkDhYw0ViMMFCG+naR57wSgQVFJvtVhZBF8lkfVxqiK35bjTzAMHpZsiO+AgnixIPyUSbapuBvg/fIkIjl/cjgbCAzkY3bMtOQzKIR/c1IfbIr9shewiiH6xt8W9db91QDCZY7IgslY497Jsg5uHfFX6l8CGCdpHMYAfBEFRc0jarh0A1APlleBRzQXW+XK0JCBBrFJ1TNfMTOoi/TECFYlJA30SG5bLLELQJxdHBAnnhfQxC+mgTUcNlz7PaezDBuDDaDnbLoJp6zsHMJQOwXsRMRAlxMEhWF/hbCRNtzyyC/qtYaDEVxC/kDQTrI1hKCmLhSNvKnDFgpUkcrEqbJRUu8Bxh5edBWLC2R/GEtZxn18TBBEMA6rIU28m1EQwE2HQjFXkWS6dEzJ4I/KskUxtESEvlgWJPU5v6edUR5825H8PciPBBl0rTtgkQbpT1bSue90Gss7SA2FH3ebGQeZ5NZUY9zk9bCoLJ8LoWUyAk8nCt3Krsknoe2SiSKVtUdTKBsgUSMiZEUH5S05xKP3PzxEpkl5HL5CcBHUoxW3xGsmhDPC23q946BO5tnSIQWxfAPAtmEIwcPEgLU4NDCul3rFRug8yTfsSCIZlA1k2NjdyY+5xkSIdc3hcxh/iHTEAYnWcPUso16YQ+hrxc39SPiukLMVVsxidLbeuO0MDp3kgeNDXOC9k1Kcf94AqrbVXIhXiaFPpKOTX4FYIRYgYRTMeEonbet9UFbk/gzh3ScgT/XGCo5yHGKj77PfJVYyO95LKn6vMTu2AAfTeFX3momjkt+Qmy60Ee0WtlAtIK2+BeIaRJOoVLd728CC8k1MnboiCslxBoDgv/ZwTjq7buemcOsZDskYbCzfRtKkQYpLSiRkeCgJaEQfj0eSyXNmOyAQmhrg/JAgTv7XIn0VemE8HyuWrWFzBLZUt9t2KaCgJ29UowWdusKHcVm8ypty4D0V07Z/b+QwQbXOkUiAoSY3uh6JLsAwG+PiREUehFMGm/MoybTKFWT4w9K6pgbZR7KN8Kwrnl0U/lsx3itb59TGbwMgmm04SlJtyaTF0rfEgY1iiQVfIHxS8SsQRwzr1vTw0LNhhcGIKxREMIBkwuRV0tTS2PhTFTuDBxmHIRSybWiNpfFWa95WxchrKMVL+r7KEso0ZpGwPugQX1NyZJtXFwUdBKThOUJIm5FLjb3DPrFS3Z7lVfwXce+M5o+TYB5kBpwU4Z85d6oWR7lmxZczgG0nLuVimIvuNiyBHKOOISs0hnQdODqLiZ/MGedUAq54qssq9cTVe24Z657aFx3RjE0jmTxnlJbNpkCYhHPZsQfZoXx6CamctsnavgfmzP2QynjCYYNVz9TgYyJA6rQgdpZIiCeIIq0mpnMRgGgUQRTX59YND8DcFWuabpyRzMP4LlT99YFFQLuDcdGO6broquh83zEPEkNZvCTf2E24hxq3tpxAYzVmHNmfyMJxhCiZcUvVmYpt1z+sAMIj+IvRBWO4vBUAXQcoN4rA/LJgPkTn2fBRd+V83A6EVdD/kEnyMN52LJAIvapVrMpUVIKIDsYqqu2IY+RWzmrlxndePjeSE+jVpjNcEIgk3wnSXBPCpWQXHQ2kjgdsww2yONJZjOBvEWXaz6sHOlJDfajI/FtFWITyyvIszGjORmxWjiqrbnCvmdthVam++3L8bUIEO4N64NmcVcxOQumDTiIFqVFUR9LYn75Z5yq8qVsGsAABX2SURBVNF3Bj6HpVIrdd35whouO7Q15ynj9h6lvjmAUydvkk787ykzO6kYsX2AAUcwAbaMqO/DENT/uAhiKmsTDxAAs4lcYdb23SVasE5Xi7WZXK54TtFZYNxWghFwI5hWnikJJutjcckLBt25+I6q3lQH0opGAdDOXV0nmYNQSo5BRmT2yiI3wRI5SVneyCk8sYJbghV1VufZtgNPD5yEW1EqkqMPJpjZQEDFeOWfLoUZkWSKpIlowEMgrSwOpEKUMZkS66DZz81CMgMrU6OX+T7JgmCfa8p70K0SRyxxGFmkKy7qAqlEcZ5r585ZHj1ies/6xKkIQutCADpZ3W7b7qP7TXxl5avCsSzduBBkQyRl3Y0Td43AQJcUzHOXWpkcgQkSilL3CYLZHGHwDtMET6Uibgpx2gjmhnFdEayrZ7rx/PyUxWZFW+4FaRTJxXaIw3o4EFGxWH0NqfOeJ+WjsXs/yGZjVVNsSsf9skR9ZRwNARIb58R6V/enZWUkP4iVhxOqG65FqCCp8b11q6kkGiZf7JZjUa04VIijKTOensJw9Nk9uwPlhhtBsG673QAWAMH4cTe2aXV17INvRtunSzvO1FlRDlZKXGYPC0KuGEuZyMBISuqkDxle13L6ACtCQ7MpCj0OwcLVq9WSPSQqfa2xBEAbNwFZQiN5iV47iZTNZSQHQV4tNCwdq9y3dcf91mnM0rtOE9uE9DOENkHcH+M5QVNByamcYKLhwbscxpbkSjsshgGtgxsEfHxX3W1KGGAWyxELQKj8FmGofZq1EY+IOUyA/LHHVqkLiJXF3PzYrVrWma/hRAYWnLamCtGXWOIz1kNVwr+5cFbQAPseLt7kQAjQAIAQ4s4xJOBOfZa/zddbct+IRXLq0xreAVz6X4LZSzPdZCZt8E6HbizNyYzl25sIxrxDbFW0CjhXbsRBAonzEqu56SoLiOQc2wLlAHcrbpQocClDV1ojrDAB4UG4wQWyUqwvTTC6bS2FM0H6JAltiAZDAmrVg/he1y4+loT1yXYb8EWc8o+8H0yT0aitNMUNCCabcXJ17R3MvjhN5qg1ZZEQaMuIWCJuxyA2tZxwNXnHphmcr0qXrtPHkEdsYoVT/jrm8cqspjBBhhhNj6wHa6U+y6LJDkHSg1hTbWIsw4a6fdtkvfGwCoulWeK+e4pUsL5hLScY5a/+qQcd4MvJAuII2ZsbUoUbKoZQlrHgwsVMsPdBLay8ieX34g27I4qHFJVZnDZNSfYltolkRFA8VYu0NiTrEwTV4YYMtO9yzqSMsJysqZiobXX4GMTea6x4Dtlk7AoOQgP628hrX68i5wQzRSy0G/W0D5oYgslwZD/VxSC6LwSuLIpCt45SAfLYElMbkIiSHyUglsx3OWSvXJEYxt5mdXB+minFW1yF949NSLhBQrJrV+OLeI9VZKlMThMu3KQarNou7W4RPWqxSqtaSSAAh/USPwoZEH8EwXBovbldTzDPlkkXz7SNeiAWnUnmJjhWpK579iMSEvpoOwRWs1Tclj9qbgqwjAJ4VlUGmUPmR19yiDfUKxFS0T3cnczKDWc9ZMex/UBXz5b4BqEE5+I69yHf4zQWjggnVBkQiUwj+3TOXLlkaJ4FtW3gmsWcJn++vsH3xxbqXLV40rVL3Ppm1Rk+FM8pgmpPPlVvFMH4asG+E2Vqmx4uKjayeAHZpN8G1+B1PeJkKFhG5JBxsR4Bg6z3y3fTneKpsMhjVoutWDZBsLhL0M/ysWSsTl3mxq0RK2PfrhxkGxNIDEoKUK4hh4ipYhEtogst5l0p1AW1XhZU5p8v8tAV434gNoEVAY2FjFOSMXCX8NMpw1WCsZtk7lHPjBQYIouZ6+Y1uSD+nwvyfvqYco5yjUWw866WyaF0JZAmRLJYZqrU3CpqMRDS+F5xibqdmKMJ3GxXvxnVPOp9BhGxWKq4JmQ2gGQH56J8pcpgEiyjzyseCJu7R0lGbNTCsob1RLKQRgYAd07ne09HME8qTQw/thhpxehhUnYKMQUd2ZrAVYrXWDAXJrsUl/mZwZkSPl9vuSBfjdD/WyqG2A7kUaJhWan+gnGure4Gx778OXy262Hh6ma7GiHLjtAGNKQd5JpjQcUgsFyxhiLfisGkkhCx4G2bAvfEsfnTbqFu2ZoejdEPJjWICBY1x7aGOjdaEKk7VjsLEZTvl2WJ6aaEWIfbpO3I5EgT0WvFbRIw8112xCqIIYYzWWJbdbEVLarr+Y3ci0ljwuSPZZb6sxjz6llDQZ7gyoUysZqLgCzRAFY0Ei7XnjcgDMAG/T11BFOEcvfan97ZAC3MYglZkdhH/3wXuBIuU1uLuMkM83fkjinjMq4BuQTtBhnJmrIkvxPsOrg1ZCRZcHMsNcurnUVWyq3Q3gTRLJ/s1WuIpPFEEt/V9SCqRSHiUNcTBXAyiAkTu/0ELMQ1IVi1AfEXzmxQwNyAYGlA/50+/Ij0z9FPyhRbIZgsiUVre9JawMXoDKCXkTkUibkq2tmUcZlSjnScdVUQF5917Y/l/Amg8dhnqb4sOBbCNkEh2feZME1PYFsGkCUeTBYLTCQvUbKjE+aCajwDYWATwhG4U/1h08puUju1dNQT2Lg7Lb5SdkF2HysGXJW/YwHV9WJFOB1pzJbdTXBjxXvIK2YUd/X5fJ0KLKz0nbzC9ZntAUmFc2eRdTTMs6fDlODmSSdIFLuDmyiyXm3R1afhBRmrO4m3gL5TW56pJVhi4o8S6xWiRsViXIK+LBaCNVIa6lrckCP0K/GKwTRYAtSpdtgBUoqFJmITWhgX3TeT4yJDS9sYEA9xQCQuz8Q1QYjHap/5dUts/B4GxMHvwJm6X7TtTcHsjA726Vqx2VvfWCyHTJKpFjdF8C+9n2q7R9ZGMkJw1Flh8cfY1VFrGcRf9w1oj3rNwk0yAtWSkdYjyYCKwgBdrnFwGwmWGPm5ZMWM5rZN72mD2aF4qyuAFROXDd3NWPpPOhCY0q6Itzo5pyKZ2h8XzoKpjQrAJ2i0W1Mgj3CFrL8sWUyoIYEVzvf0D7gPoKrQs1b8EVxp+mXX7joe7zqKYEBj0nIixlECadp5uQ0CfEIodynmQTJC7tjHBFYhBpPdyahIGSaCWMXMd8gOA0Ra6r7Yiphq9kv5F7Fj9hRApChgI4xqgRIY4qgzVtdQSF5MaPJRvh9tBw5u+2UrwRIzPz6PFePbuR1rKD1ihdvs2k+sDqyhjE3rMUsmARAzsUBTgCtXeVBKicUWfYFcSj3Ixt0i/qKWvw2F2Cv69SVKsnSgeVUDeJmmzhPgSntmkKxXq+7SZ3+wuawYl0MvMniCfqWhMUAy8UG4S90Q1PcpJAyfTd13jkPB/SC7gxUELT8yScmKY87VOaPA8hKIAxYwA1dZ7fUHlo60RCOrc50NaLVe0EmwmRUTmOzY91srf18+jNwsVyoxEGN7nJBJ9uOzFGeVW6jl84LUQB7JwX3IfhW9SRjcpfqlpEXS4Wiq1Vm941AkJ71wo4rdqgjOvW1f26lgZVN1tZEYWGWh6hpdSzwRThjT0wIf02W9oO8Oh56uaZXEKF1MW47YRv0PKSyQGNMJCuIfWRELESuk59nSSB1SHJY/3xEUqQ1SE7QXK36r4ykpiQvrtojy+bJUh7IM0ZZVoxVyp4uI3+iPqg5VqGJU67w6eC0cQUadLj2zfYO3X+e7ip4ES0z9VrJiair79nl/HdxcbSEETiWgpgcZ9AHxVemGYCpTdWPGippU7PwJuwHt32pyTZ9LTyK8OgTQBlSFIMhGrIx1CDm0Y8cSOuQidEouTJQ5NxpZD/elunBDIVu7UA5dq+6dBSyIp37cUws8DCf6vHHIHq0HpYM/GrQbYkAcIugUoCOY8klTO08fWNtHsqCVIZnHtAyFckk8+thnCHTj/60YEqtw732hAO6IB5tyPYJrcaf6ZHUvVPEbcjuEEuIjzZjcKavfd6V8DpWG2BI9IPnIH/EM7pv6KJdvsbFz6LmVqDcd1Pd8ehMs3YA/pJtmm70Nlxr3hJtn5iIGfSwezTwGXKygmjVzQ2VGQzsUSCcK0vQv/xZTiRHDXXLpWpej+2AIEAZJHJIbLkhywoq77mhPDiBkPMpPVylyIRp36hpNxi7CsY5CkXxbAHErgscja4ioXL9A3vXKfp3PgH1qH4ILfd88dJdpjUQ2ct954N+tB1dCbzFj/HueJepKSIRD7T3KNqzFkO6LqLkhu7+jD5EsCJL6tgyA1N375g3MWfDozkAA8ZtKAneqXFXthuXidL46ALlk4zphdd0SSmlx0UjA3SkFVZ8ByXqJs3R3KAHJFiU1rpdr1uQ5YOWQsR/0XJ9BBEsndVq6OXJxG7afr+v9daCv0MQE+9ycmzbPWkmP12PBkFa9su9OhUomrAji5LvISB4IxOEaDYpBzh8+Oi8Mri4O5SkH64bEsmxSQV3shnDOJeqE4NxluEimrlr3xBITubqVFasqBlbBGADF5L1PG9g/NXif/PT5P00k8+QAEeOwZ+3NIP13o7Tw6s3ilgb2fa+HgeLGuEvWpy/BdBewUixL9YmyBp38EdsfyaxUEsbERH3gHATgDlZTxkmOUfCXcedbLeXQFGiSVN1tFYhIlJa1ioGHbnmagFT7GPuhfzjqQQzpi96cSEa5a25ib4ELZprdSD1f9qmIXZTHIDY6QVoNgX0sYgxKXezhZzIxcR1I+8VjXTtbTwFZnCJzFJpjv1QlHG5OFq70Fgt2c4glKfSxpYGqCQvnZ3ULbQfg9cZ8zB+OItgMfIg1Ye2PXWsAqyF2YnEMHvG1mkb3ha5SrSWsjlpbH4J1LWhQ1hIMx0IPsojzm0pK6AtSBsuT1165VCIuVx5ALu5wAYuZyRGj5anRBEuM/mOyYuo+ptqmYz5DV4QYihzgZokNxu7PJWBFMEVcXbFdJaSugfB7skp0V4jZlJPGyCFTg0vNu4TdN5niAsglbtnVWI/9gHksGJJ9NZFMs/eGe1v2hNIETUaqTMagF42JxxBBPCbYtTVTVwAbuwbWrWUMECFjSwSIXRD77P+6SLD8sZZA8hH7ni0AexnjeT5gLoLBLB6zRn//MX8vHlMfE3OoLxL/6GRD1wn6HO4WwWSTXQQLXSg2XWuCxAH5QyTlOsVEi9pXow2CetlfFKstkon2mwXgeWPjrhxzE2wGm3+Jmu865o+tyiFA0nh0TOQ3cQiUWyQLPksrcJt2pa9LF4VNP9pKQvQmkorPA6UgrnNoh+68IJDS/OhmlAL3SJlrQc9YsvDzwCk+aBKCzfQxwYld264/5jMo1RaBsmBKSbIe8sMQSL9JCQjDkrU9HkbwrLvAkn9CZFstUx2VpBJrI2WYetzGPKx+DMg45AUdHc6Zi5xj764u2Lhk96F6VxOmsmCxeYqONqtXN3zIUA/oahCgG0AxhjTbOsu+QBqDTjsiLXQ9f0jfFoJ5b1tdVMKgMzeeRitu05Sn9DNWv+sDbtlkE6fKel2bRKbaRz8hZFjb55uXzIvJCAazeqW+sePTcZkxn6EORwS1UESMoQtzyOZrSIVgOlS7HvSuuEyLUwVo2qwlwGIpxYh5QHlHiWne51c2QTxqcQbrBTo2yDkLCuZBe/COQ+qMfTApwSCd4I8TyTzBajTJWAtCqGyQBRtCsmijjl1z2qBEhMhqmH2gdqpbIbah9LcW1E655yzVXuFdq3mUfljzeOzyguCm3dLYTf3BkxMM5iWZ4FyphFVhXYaQTFAO+b5cTYiykg4GW1Z2rXqytpPA6e9i8AXa3Ne8AbcCuGyaBdeflSMqCgvCwsgFCyEYZCSjVA6OyQx2bESrTNKXZLFCu67wW4XAnsWzP4Oe9bqHHlSh0yJ2akQKh7hR75fyV7Wu2QVFbEG77Dcewp4DqRe4iETMteOiyAULIxjMSHbT9E+R+uDs0mB5MJPmRJaM5aCkt8VWQ7bkjKdwsD7cch+CgaoBZT+etw2yTPESIVZPVtt+HKwlucG11T2pI6DnTY11QcvizNTtp465qlgowWAW+CPZkcUInQxhaGMUazGZV7JB07L9uiJwG/TGI5gVRWSIvrVGJHJuAvEgCNHWealbKnnFTtSyQat8xJX6tbq6H4AF1y+mi2MBoHPtPmW22ISFEwxmEoY+XvsXDFb8aVtcmD34uSH1S+UlPeTVuKlP7JWDVMHt6cEXWNctlmgCy6rpUb973tdPxlDyGvscSnEksXjqjfhm0BJy4FQ6VxeWQjCYXdABiWgKeXZiGVQgVzqyKoa0QEUPl6TXnGuL0pJAGfJNbruAsAjGTSpoD9nJR3zEsnJ5qg/VTYeHQsypYN9ny6uBINjtNUX5ZwiWRrDArHZJ1RTwDG71YcX03guyWSstNAjiVZAchWmury8kEPru6Wd6vqqLJrpg7ogLHbG7dOwwHat7iLW2y+QyTRKTI556BiwxeUJZagHGRcvNrvMWrsdg6QSDWReGqf7idFAuB3XG6mZABhZD9mVlTP7wB2n9kNiFLBIPPZC5sogD24nXQ1ZafTReFbS0fP9aJS6C7QKyRUy1+de+87TczIOVEAxmF3zv2abDOucG9fjLrKyM0dcfm8GZ+cpN2myGWgFW0Wchqt405Zg5u0A3gM1ITApxZOwy7f+nepJIBXro91m2S6xiZQQLzFym+qW7PHi1krYbXQaOeSH7UzoSsCOqtp8By7kaoYVZBwarRaJgMbl08eOCdkGk4+w9pod+aqycYDBbSGKXtLukw75Boxb3zgsbf8QTPgin2pB1iuoYHQOKvLZrWlY8YEsXr1abOZ+H3QSzweKGo5eVJXZhTRAMZjfkqEQ09Ru7tlgeN2ovjHlABxMj6YHX8mMZm/KNzUH6CJ6CehmuREGjYlQUkNVqpQXpWvaK4AEOWrRwOhRrhmCB2Q16WCKauMyWL6N29ZkH1m5ylfQt3bWIwcWxPggnyYjnYceiVrqcTld/ly8z08otM51qV8YaKMXt13eviGVjzREsMLthOyWi3axYtxfC6D3KxkDsZRcfLlKtUfsPq9RHwpANKkGRSqZOFDJg7MF9tlBaJdYswQKzG3irVRGNZKHLVvsPbSvWJ1qqrwSEiI7Y3ZCyr0S0wBBooyBWYM0TLJARzVMCDkjHLsWSYjRkQRxHQC8/qWFJ+7OKsfRIP7dtw921iI2GYIHZDd4tEU3F2JK5PYuRj72ZB/E4lgVD7faIdBzetA/9WsdGR7DA7IYflIimndQ2BrvPXkc9inANQfWe+KzWdWzd41k2Jmy0BAvMBoCw+J5ENumb7WesOPfsulGPh14BPKTR04bVZ4+rPhJvY8ZGT7Acs4FRRHxbItvZinVNjgiHbJr0l66rNUBMZQMNpPIAzxOX0Zu1CpyhCJZjNmCfnB2PT4TT1rDN7EC2K6VDj/KoByMOgNW/GrusoUMq2zCekM5vMXtBrTGcYQlWxWxAPzo7SiTS2ZjCg7O3yg6LhzefvW5WdJetlGfsQ+B5fafOXk/JjpPTd6/NR4EsAf8DqHfrjNSifZcAAAAASUVORK5CYII=</Swatch>
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+lmpWQDM0g6NTq5KuwYEceeaSpDwHuwKE7wz9UEszIoGWXXVbJWurAwUTrh1BwZqBjTxUl5DC1TyUBtf7kMiFzkSZTpxhYtA+GvDoFgyg6+gCrQSwOxKqUaCAsQ8sboaNKYFEIsFvOPxyqT7BAvKSd6b9YQZgCdyjl6OSEKL1laYuyMuQkJ4YNNzWDuIC7mJmS/YiooLUkYr2BzyDgGu3MKTIGhg9K4jmt1n4UFEiS4sPtQHLABDIrOoIBUk8WgrWDS6F4SpQxiF4Y97g2hSYgFneCDVwgyj4Y1OvTzsY0n+WEcdIhK32XeV9sUliYxCjBijDT+FiXXXaZ8UK7gmuEdAPEQizFpaoYP4vVM/tnVmLXXXdV59/gD8MhuKQ016ME09s/UbcfIisIHajtSqIrT8gBtUJ0rThIBG4xv2mA2aATBseTKT1PkNgOhVtw8PFV8gRFjuzCxndMC5QNiexfeumliSWmICH/q2tlI1ZJ+Q+lPAbApXoEM5pHdCVMZg0NhDRgeqaGn4H5ZFajKjZpfhOTSacMUzoZgBTb4Tkh6nMxm+WZmMcdQf3RZYMGHWhTY+aj/ivL+YDgpl5JdC0sBINLKq+kCCbJQya3penV+DsmWPronMGBMqg/YgcPVipJ93lkNmT3DFa6PiTFKxE1w3mV6WASqZcng5EUoRuC0442hY8bADeAWVC34QUNPEwKhs9pCafkcz+HMxjSN9o8AzOXaeMpdN19isRhaskUoGyIFDekSSLES+Qf34H/ZWMDn4gSLI8QBatDcol8hyRgxUcvKmXrvoO/kBbZAV1wnagAZtzg/8IlOPVYlGBakHs0hRiYdfJoQyP/SG6NTiW6X9iUAMfSJddG5h+TielFjC1GxtsZ7LcdwveiApOIidfNFCYg7sviihV1nvlarrEpe0PYyHIuZiKY0TyGW//qQCt6nmD1E5pP7nBiasxq7INtA7lSZkEWJgRmfZg0Zge0tEhfEZbxAUqYmXlcy85ZtREewD+jgaaIAs0nnjD3dCDLxaxrgOJUSLA1jK9qaeSeuouKAncK9Uhss0LHCzGwODlOqjoR/2CZb3FIncDFxBeFFD5WkNwwkMV2fkPQ2cRKkFWdwzYxXsHihtG8efN6z1HxYoHiVCPpY9Eta8yYmsT+WZ1Uo6sGc0BGn0EcjGpL9nc0BYFJe7CtCsTEZGYx6cyoPsjlYhIh9HPPPadiV/iTRQSUTcfBbKkjGCXvWAvDOV0ZbnFVWsihjQ0QMsAk6MDMUK0vHQKHnsHKE6IRU9PpYPE9jj/+eNX8S2A2iUS5TzD7EZEndWYCZpDwAmGGslT2mrYqJFfJTGxoPoZTLSBYc9Mb0zBg0vlE3KwsYCVF9wtb0lDxQdVFq1b1FdWZ8YgR+TCZSYHKILlEQik6YA1Y1OC4J9ibuxDYIgWs8i3d7c2tBLMlVpFoLBsoY8avYVBCTOCVuFg0JRWaTPKjZBMybvLpBALIaKbx2ZVg4QCxIF8Zu6qAreCTTIMli2InmK3lqWwND5UghUXTKKUlmCRWamFeDZNJKxbhFypm8wRlSwQ/oxkK4oesvqjpqgVtC5x8ynOopKgEemIWKILVz2YGMInHAtf9r6sNUlLsjouTT8CYC46kJIsC4jv4b3mKyNFPGJKLWNrQoUNVmXNeKa08QCwRv1VHMF0yPPo0BDMWGNpmsKKXy1mBKWQqZyDEQnwM7a+8HX4WHlSIUtRHRUMRJjkPkL3QuUwmHz1AY+sMZiIYd1/e1QR5glylRfDWK/D3HHafLT1Ms/yCCxrleoGawYzbuprCEJR+VDtE0YBiYfK5Y2bkeSGYMe9CYJKaepaizZo1U3+j1JY0TAP+WyCwzYo8tGoEvHH+Y7ThmlrFCwiw2UR9G/DfAVYrTYtcbpvCN6ABoIFgDcgVDQRrQK5oIFgDckUDwRqQK6wEI+I9ePDgmQKuZPqPPvpomz5BA/6FoIqYgsdoiyESVkgZ2LrsIRgqHtpYGDk83Y4QZP9Rd2nAfwc00tCqVomwMteAaRCMjgEtwUw9inST0G1U1vKSBvgH5U86xPSx/gDBqHteTvesSeCDBCdNofTM1SKoACDZPX36dFU5mifYE7tt27aqf3TixIk1e1OayrupwbNgCgQz7gdsU5BZfPHFa4pgzLi0u9N3ic4G5TpcbDrT89ykCx+Fojwqbqmxp1QH4bhay+WaWhdjOra+D2ewxP9s2p63bKCGCZ0yavZbtGgx03OIreW9AxyEYqEEKJdm0LNJsywNHbVQ9sTNaKr7smxeCtQMNtn0rG1nNLpMxo8f73aEVQAyBJRMU9VaqeJDBQCNvZRM5w3azVh500UUHgc3J4WOtN5D8nPOOUd17pQVRBF0xYYgpst9spVgNo0HWtyZ6ssEOr9DM4iGlU6wBbMO6fJW44kCLS6aZKi7jyaMafnCXDMo8Yb0rMjKtn8T7WkmIAhogZ1gFJlVCq+FsHV8Fw2aKWjGpc7eJgXFvtWUSVdjl1oqU+gxxWTq9L5YpVFOPWjQIFXDT8ypLPX66O6aYGppC6AIhugCVWP11ps4wTBUt6sHH4pt9qX9kAZcFJRo0K6w7bYbmkTq2H799dcCj3BmUAXMsbKbLKtXnQAfqzUC2dwsmE9M7JgxY6q6FbWtscMixAenJjWSJPpFmhL6krQdtiaC0XTJbJGHVJINFEByPDRvEASOk+OkOYW6+LQ6ZnmAFjYalxEuMakH8b0IbDJoFmHmY3OravRMIsGgA1EGS/PK63ArTBUxz2kJZpsC0VUoimCERWg9YwbQtbHrQFgAqU5fx4gJI+SAYJ5N39QFNLPSCMwKM04ik9UvlaOnn3668ucIfRS1azAOvul8x3SeK+KEBJsoDArTBAdNoP0rb7Vn1BWZgehfTLKhJhcE0WFfuvqUjId7XROkxXRlBb2G3DDoppJ+i9O9J7iN/CizNw27mFkWDnl2KqGgY7ISMd3xijghwYxLAWSLiHWENflRIGedR8oIItHDSJjBJt+pA6tEZrqorLoPRP2QJKJ4LsChR2sWk2lbsYVg9YnSD4Prw/8zq+UR02MSMQGSW6A4FSUYMf96Cm+Qh7Yr7ppKQDoE6nytdng/nHY+C+HhpMDhRJsiZmWTCtHwQtZNPnXA3HAzMZMlUZVmFziyBMzWCO8RvPUlmoK/i1iMDkw6lusOl/4hGFqacpZgStMqHTIV6ggGiDdlJRghD9Rv0HBIuzMIjjOmNK+O6WjTqS5s4wM0AmMymRnwzZJsFYPyc5cuXdSglAoXgVhflpQUs6kpY8MK12K5JsIpfojWg40VBoIhKktSUydhSVwJIZGk4OQx27AkN0lEuQBCEVjFTOSJKMF87FpiAwo7qABh5tNIvLN4YBDDxFcki5BGHsFmHmPULceGP0QJhsd2gu7VVB0wi+k2Y2AlyTTtKkBLqQ8+EiOm7TwWrMRw/n0KEZsQ1enAlOMn5hlTQ72IwCxaYWlbB5lpTz31VGVCCdMQC0yiSsmCQgdmLpu0pqjjkkKUYBPkIMii3e0DXQUdwagHwnzSpGsCAVnE3zBhOO8+9vrGJKKaU1RahTBJFPiezDJ5ggULPhCLHbbkSbKKjoLzTdMsg/AGfhr+ms2dQJ6UimYdIKklyQ2HJoS/zCAYe8tIP4ypTRuuQMYRu64jB8t2HcFYViNvSWI3RubHGXQUc8KJSRUFLmzlooOTnzfBALMFqoj4VQRaSeJnAdkPKjl4T1JSmGOdLIBNmNiyKSkYG+5TBCpr8lnbawlG1vyRRx4R7drV3xAEs4ezH27KwDKe2QriLbSQcfujxEAIjdIbouBFgtmrMlTiGuz1BXavY5WJwrSPbnucdxZWVJSwgQNhDnxtYmo8x7XTgXRXTKHATPGhSoJhOylA1NZmYJZ0BAOwmjuM5Tyv8b3tMr4I5S2stIqGztEummCA8qnQZFLi42OPbiwSbguDG3fcuHFqVa/bKxIg4W5JV8GdmaKvMxGMnUrlnTpaGGYx0hQIuemCrrAeAvgGfgImlpVQtcqNdYHVvEIVcQhNJjlirgcLLF9gUWFSFQ8RbjprwOjobrdA17Z2kzAQjFAFM0kRhXqAshoc02rrwepmq7Q7xPkCjjaOONeDjEoRYKsf3CQLbqr8g45go+Qg5qC9NZhJKCXxbQIrQY4NR9NWVVsUdFKiMdKRhYBzQ7UFM7wvk2kD196S94Qzoyr/WI9gcor7Q5rJYfJHbdwBFo8cOdK4QVZWMEv269cvTneqUOhmK1wCyogNe1cXCkwmcSmcb58mMwp83yuvvNL2kmFwp/KPps5uYgCozGlvCZoWqMnyEc+KYurUqWoXjJgy3MKhyz0ygxOqsFWbFAmS5ewNQAhC1yydFTH6/eQetXEjLcEkEz+Us9gIYfDFiMlQYkLw1BdYKpOHI2tQJpAbNemQ4puVhWCA1BAms3///ioEYdpeJymYvdjH0oIRcEb3hO0IBgoDwQCOPkTLOouRjKWUmWm+jE2prBZJJOugW01XG5SwI51OlxKzTmUGIg14n5j+x4GmJ4wEkxf7OTmLsWRoq3ueBgoy6gRY0wJ/Lsz+lxW23U7K4OibQB0/JpPYZRZLQ7qKNJUFj8AV05Nxcyha31qCAZxxyofTTMU4pET78258zQobwfKoC/MJZh38MSTbsRJJCjdDsNiK2UvAqgdvZYZk5hO2WYw6MJzKsJTYBaFJpD2rFlDLBAOYzBNOOEGtMjF1Scw6wr8E1i1g9rKWVbhMPdZZjCQ3eStb21gIMvA0YbDrRa3ARqIym8hKUA2DbAHN0jQnxwF/GLmFmALO2N0sYgkWzGIE0LThYqZhSEbowgai8ijN+NjeuEjYSrfDBUCt7HrCuSdPjF8WtwkY9WOQ0oJRcbMXcHWe+spBeaM2LsYKkE3byfabQGS+1sgFbBuCUcZDEDa6YXzZQQMvbo2NYDj2bFltAXGvvi6f50QwydS35CyGkJY2m42dp4yGYjaTqcSMYs/L7tRHQerFRjCAj1ZLBAOm/ooQbOg6bdo020sugxMun5Vk+TdAjj2EQQ2R5labqcTUUM7ToUOHqrbBJwHHbCpbCVELjn4UrPyxNiZQax/T3wDzBrh+njPBJGOny1mMedPYcIippBhu44031j5PEwEEZJPQWoBLj2ItEYyqC3R3TSAc0bVr17i3ORQuuH5m0gAWAg8j5ahfnC/qTCU9feQSmzRpon0DMv/MdmgtlB0uRYW1QjAKQbEgpooLrh2lUTGCeFz7RCIfiQgmmfu3nMV6yh/byKFN0BGd79atm3LqdQFYgn0E73D4qcooM1wIVguhCkraMX22Li46j2I6hRDj6Pl3wnxe4hC8fP+PJUl6yR9vlkMbGqY2H0eRNild9Ji7iD2rqZwoM8lcZidbILYMgFzEHW29nBQa2EynBKTqxbVP+vmp0u3yg26VxOkgfzT2uIda+qY2eJb4ZSeZS1k0rylLXVglXMiFu0IVS8zEdAPXPM0xZKnnIGRB4Mu4iWCPHj1UuxoRZB1CkmH7uYvKBhcTSV0YsbCi5JRc4UIuQkYoQ8aUSBGOSN1skZpgktHfylmMch5KIbQiCuQdkQfgi5pMCSS7++67lehJmRx//EdXB55wRpkIRhUFxQS2GB7kIqofc9zkiTpxrdMeS6aKNPnBr0iSdZc/3mJ6Df2UlIvYSIafRl8edxuxtDLEyUgK6yQudUijBJQX6L6n88cmnII5R/rJoXG4O9c4y/FkLnkM/DE2LjIGt0KS0XNnMjuQjCpM1Kvxy/JSyXFFEuc9LtpfFOiXpErFVpbDzcv5dSDX+Wn9rih8bed3lKjrQtrd9AJIRrLbRjJAMJAuZkyraaf7IpCksbYaTbhRMFsR+mHDKhsgF4HUmCQ2GC7qrmlmeCFYEB/rIn8kKNTK9DpXkiHnRBNDnz59VN9fNUqpk5g9k0hIEUDikjovxFhsQNODrnAUrmOAcEmXpPEuE7xtSBqIp7SXP46TY3XT60KScRdVbu0SBcIpnDgqZknOcoKKRJLCvGoEWzGDqBpSrRon2ufo0AN0sNpHxc+RI3MAAAWRSURBVEuywuuOt0G+kroxKgqXN70OknHn0fpO8tsG1HlwSgl5FIkkpGFxwoKgyB06qE6JqZVXePvtt1UO2EG/7T05OibJM7rA+5bK8gCnSpLRZWAlGTVH9FZSwkPU3+aYulTL+kYSaQAyEwRcSZMVhbgqD4ArwqrSYVc8yLUF187HsUWRy57driQjwUr5CKK9pJV0YQFUBGmLLxIETwlUJgExsyIJhvuA2IzOzcB9QjqTqhUHjdbcyAVy2xQ+QjLKrY0+GUBMDukgTlrlzqrovxYhkRkF7fdJBHhB0aEKiENYgva0KCgUxJ1wzIxwYjvmRS6QG8FAQLJN5I+si42rS0CHNLpUZ5xxhirpAcRq+F0HzBLEJG5GCTCBWl+xszRhB5+hCtwFigJpuiDTwc86yUoqJFApDLVU+Z1QBRIMDmC12N63z1WJXAkGAscfkrH3nzFOBmiewB+j1AdxFcQ2TKSh9Y0ybUBbOxkAQhrMeLadel2QJjLvQ84JF4E4FW5DlLDUcRF510UOUNjGgWfhxI3mCOJcXXyuFk3InWAgCGF0FnUSP7HlrDinDBOQ5YSIUVDRQKMCdz1pKWY0Os/TdPykKSKMbtSQBPh7tJEx8+CQ65x3siA00OoCpKgRxZTaVALN+aN8xbniUAjBQPCF+kmioSaHEksyJycCfA/TJuWYFzZhZxDe4KLQC4j+qGssLY25S5JaIm6FkiCVDOwz4EJoSs0xgRn2JcIUdPeR/kmCwggWIshd0oZDbX+q296hblyBWY2LyOBORxAEvX9SUagmmuJWcVFxHQhTUDGqK32hMoMZjl4FAp7MRqYbxAQWP/ioSXTuI6DkplPWxHUaFE4wEFRhUEuGyhyOVCLRBPbiSbrbRrjdctjVzCoMoiG8Qs4Tvw3FQLbrc+l8rgSmjl1LcLrJAjAL0jTCRhVt2rQxSkC5Asfd0XmPAqtxgxy9s5TcZEFVCAaCL7xfIDo8RBhq/HVgAYBzSxworXONmWKjTdNmm2nAwoPhE2hzEb5hIZOwcZka+l5Fm8RKVI1gIQKTiUdPY6+2W6kSVAVceOGFKpiI1gUOMrPEvwnMqMyGrKRT7HJLDXrPNDX0vlF1goGgkYTdBXaTY7AwNPdWAr8KfX4GZdmQjfryrHsgVQvhJgds8oqvyPdLCJpi6V29o6hVYhxKQTAQnJDhkmhs44VqC+1xzrLJbJ/MoGiRBDpVGCTKcfTLDNJlrHARJBk9enTaPblhIhZgQN6B06QoDcFCBCeojyQafhkiYolE4AnMstETAz8NQRZWbkTDfe2XlBVsrUdrHwOt24y6tKTi+rpqRRSN0hEsRHDCtpVEwwtHC8GoUWYC+3VzARkI4y6yyCJquY+/xiAWZdpw0xcwe+yxNH78eBViIOeKsJsHC4Yw4CkuEkrVRGkJFiI4gVtmIVoICu8wRwxAUJbwAUFSBlvGUJ1KCIRsAUWPIZo2bTqT4DE6DlGSkK7hb4Q8SNuwvTMKkDjrnptYaoJYIUpPsBARotFk2U8ONpPOtLUFBMHnQdCYYQM1adGatYJF5/CxkJUfaBPcLSNqhmAhghPcWV5smkzocugqDNve+ATmtgogdztMjqEmHfqyo+YIFiI44QMk0U6Tj9Rddwkey71sjAcaBASfqT4ZrduepZZQswQLEVwAAosjJdkoid1G1G0gwcaW/nZDzRfEJmj3IT/7QOWWeLWMmidYFMGFuZMhyUarDUWOEA6ytRQZfTaPwKdiDxpIxQaeE4qozaoG/lUEiyK4YOODcaIkHPvBtA4GZCMoxk6jfnf0qg/qa16X4w1RRyp2+npWHl9tSFNnxL+WYJUILuhjwVCQpKNdia6J5pFBv1rj4JHqv7i0FekZCs2miDr/icfJkTFJfnZVVghlwP8BCBockVBRHB4AAAAASUVORK5CYII=</Swatch>
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</Swatch>
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</Swatch>
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