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Unknown Arolla 800 (Unknown_Arolla 800.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Arolla 800" ShortName="Arolla 800" Company="Unknown" Version="4">
  <Copyright Notice="© Avolites Ltd. 2026" />
  <History Date="10-05-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="11-11-24" Author="Nic Morris" Comment="Updated in line with latest charts (11/2024) (adds Extended modes, adds control functions/macros, minor revision to gobo scroll ranges and wheel directions.  adds gobo swatches)" Version="1" />
  <History Date="12-11-24" Author="Nic Morris" Comment="Removed duplicate Atlabase IDs from extended modes." Version="2" />
  <History Date="13-11-24" Author="Nic Morris" Comment="Added Atlabase ID's for extended modes." Version="3" />
  <History Date="08-01-26" Author="Nic Morris" Comment="Created from Clay Paky Arolla Aqua (effectively identical)" Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="dbba39a8-1e7b-4376-b4be-71f846b159d7" />
  <Control>
    <Attribute ID="Cyan" Name="Cyan" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="Magenta" Name="Magenta" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Yellow" Name="Yellow" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="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" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="8,9,10,11,12,13,14" If="'Colour1Func'==2" />
      <Condition Name="Index" ID="15" If="'Colour1Func'==3" />
      <Condition Name="Scroll" ID="16" If="'Colour1Func'==4" />
      <Else ID="17" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Dark Red" Display="'Dark Red'" Dmx="10~14" WheelPosition="1" Colour="200,0,0" />
      <Function ID="3" Name="Brillant Blue" Display="'Brillant Blue'" Dmx="20~24" WheelPosition="2" Colour="0,0,255" />
      <Function ID="4" Name="Deep Green" Display="'Deep Green'" Dmx="30~34" WheelPosition="3" Colour="0,200,0" />
      <Function ID="5" Name="CRI-4" Display="'CRI-4'" Dmx="40~44" WheelPosition="4" Colour="255,255,255" />
      <Function ID="6" Name="Dark Orange" Display="'Dark Orange'" Dmx="50~54" WheelPosition="5" Colour="220,125,0" />
      <Function ID="7" Name="Navy Blue" Display="'Navy Blue'" Dmx="60~64" WheelPosition="6" Colour="0,0,200" />
      <Function ID="8" Name="Op/ D Rd" Display="'Op/ D Rd'" Dmx="5~9" WheelPosition="0" Colour="255,255,255" />
      <Function ID="9" Name="D Rd/ B Blu" Display="'D Rd/ B Blu'" Dmx="15~19" WheelPosition="1" Colour="200,0,0" />
      <Function ID="10" Name="B Blu/ D Grn" Display="'B Blu/ D Grn'" Dmx="25~29" WheelPosition="2" Colour="0,0,255" />
      <Function ID="11" Name="D Grn/ CRI" Display="'D Grn/ CRI'" Dmx="35~39" WheelPosition="3" Colour="0,200,0" />
      <Function ID="12" Name="CRI/ D Org" Display="'CRI/ D Org'" Dmx="45~49" WheelPosition="4" Colour="255,255,255" />
      <Function ID="13" Name="D Org/ N Blu" Display="'D Org/ N Blu'" Dmx="55~59" WheelPosition="5" Colour="220,125,0" />
      <Function ID="14" Name="N Blu/ Op" Display="'N Blu/ Op'" Dmx="65~69" WheelPosition="6" Colour="0,0,200" />
      <Function ID="15" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" />
      <Function ID="16" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="70~127" Colour="0,0,0" />
      <Function ID="17" 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" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" />
    </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="Iris" Name="Iris" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="0~128" />
      <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="132~171" />
      <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="172~211" />
      <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="212~251" />
      <Function ID="5" Name="Open" Display="'Open'" Dmx="252~255" />
    </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="1,2,3,4,5,6,7,8,9" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="10,11,12,13,14,15,16,17,18" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Gobo1Func'==3" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>d976ad6d-66ad-4197-8287-87623a4805bd</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~15" WheelPosition="1">
        <Swatch>0aeec869-d3f9-4611-827d-f87662eadd8b</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="16~23" WheelPosition="2">
        <Swatch>b22af306-c523-4049-aab8-7d36c6a351f4</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="24~31" WheelPosition="3">
        <Swatch>27bb9ecc-cfdc-4a22-a18e-94b9cea43014</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="32~39" WheelPosition="4">
        <Swatch>66a67662-6f16-424b-ac91-3b3f4894d412</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="40~47" WheelPosition="5">
        <Swatch>5f36e404-639b-4be3-ac9f-de27c8345432</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="48~55" WheelPosition="6">
        <Swatch>6e7d7b7b-15e8-4471-8ef8-da26306e28a1</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~63" WheelPosition="7">
        <Swatch>bb303866-f3bf-47b0-87be-217a9ab46a23</Swatch>
      </Function>
      <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="64~71" WheelPosition="8">
        <Swatch>73fd62e4-9611-4c72-8daf-4fb962a432f5</Swatch>
      </Function>
      <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>d976ad6d-66ad-4197-8287-87623a4805bd</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~171" WheelPosition="1">
        <Swatch>0aeec869-d3f9-4611-827d-f87662eadd8b</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="172~183" WheelPosition="2">
        <Swatch>b22af306-c523-4049-aab8-7d36c6a351f4</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="184~195" WheelPosition="3">
        <Swatch>27bb9ecc-cfdc-4a22-a18e-94b9cea43014</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="196~207" WheelPosition="4">
        <Swatch>66a67662-6f16-424b-ac91-3b3f4894d412</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="208~219" WheelPosition="5">
        <Swatch>5f36e404-639b-4be3-ac9f-de27c8345432</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="220~231" WheelPosition="6">
        <Swatch>6e7d7b7b-15e8-4471-8ef8-da26306e28a1</Swatch>
      </Function>
      <Function ID="17" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="232~243" WheelPosition="7">
        <Swatch>bb303866-f3bf-47b0-87be-217a9ab46a23</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="244~255" WheelPosition="8">
        <Swatch>73fd62e4-9611-4c72-8daf-4fb962a432f5</Swatch>
      </Function>
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="159~118" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll %.f%%',0~100" Dmx="114~117" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="113~72" />
      <Function ID="23" 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="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1||'Gobo2Func'==2" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>d976ad6d-66ad-4197-8287-87623a4805bd</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~10" WheelPosition="1">
        <Swatch>fc8a1b01-70e1-458c-976c-4096480c7b25</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="11~15" WheelPosition="2">
        <Swatch>cfabc4ae-cc9a-4e53-a6e1-0df42e245e28</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="16~20" WheelPosition="3">
        <Swatch>1058651b-c6ca-41be-94fa-1395d21bfc18</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="21~25" WheelPosition="4">
        <Swatch>850454df-9895-4a45-82a2-fe978efcf4d5</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="26~30" WheelPosition="5">
        <Swatch>5a56d16b-f9dc-4f67-8af9-141f374009a0</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="31~35" WheelPosition="6">
        <Swatch>0f6fffce-c8b6-42a6-96b3-5bd2904f95de</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="36~40" WheelPosition="7">
        <Swatch>ef86382b-4223-4c2e-8497-3a5ddeb79e2b</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>d976ad6d-66ad-4197-8287-87623a4805bd</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="41~55" WheelPosition="1">
        <Swatch>fc8a1b01-70e1-458c-976c-4096480c7b25</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="56~70" WheelPosition="2">
        <Swatch>cfabc4ae-cc9a-4e53-a6e1-0df42e245e28</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="71~85" WheelPosition="3">
        <Swatch>1058651b-c6ca-41be-94fa-1395d21bfc18</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="86~100" WheelPosition="4">
        <Swatch>850454df-9895-4a45-82a2-fe978efcf4d5</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="101~115" WheelPosition="5">
        <Swatch>5a56d16b-f9dc-4f67-8af9-141f374009a0</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="116~130" WheelPosition="6">
        <Swatch>0f6fffce-c8b6-42a6-96b3-5bd2904f95de</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="131~145" WheelPosition="7">
        <Swatch>ef86382b-4223-4c2e-8497-3a5ddeb79e2b</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="200~201" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="146~200" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll %.f%%',0~100" Dmx="200~201" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="202~255" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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||'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="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </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="255~255" />
    </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="128~190" />
      <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="193~255" />
    </Attribute>
    <Attribute ID="Animation" Name="Animation" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="8~255" />
    </Attribute>
    <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="255~132" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~131" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="4~127" />
    </Attribute>
    <Attribute ID="Frost_1" Name="Frost 1" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost 1" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Frost_2" Name="Frost 2" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Frost 2" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_1" Name="Frame 1 Pos" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blade_1_Rot" Name="Frame 1 Rot" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blade_2" Name="Frame 2 Pos" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blade_2_Rot" Name="Frame 2 Rot" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blade_3" Name="Frame 3 Pos" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blade_3_Rot" Name="Frame 3 Rot" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blade_4" Name="Frame 4 Pos" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blade_4_Rot" Name="Frame 4 Rot" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Blade_All_Rot" Name="Frame All Rot" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Frame_Macro" Name="Frame Macro" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" Iris="0~0" Zoom="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="4~11" Iris="0~0" Zoom="0~0" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="12~18" Iris="0~0" Zoom="0~0" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="19~25" Iris="0~0" Zoom="0~0" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="26~32" Iris="0~0" Zoom="0~0" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="33~39" Iris="0~0" Zoom="0~0" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="40~47" Iris="0~0" Zoom="0~0" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="48~54" Iris="0~0" Zoom="0~0" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="55~61" Iris="0~0" Zoom="0~0" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="62~68" Iris="0~0" Zoom="0~0" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="69~75" Iris="0~0" Zoom="0~0" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="76~82" Iris="0~0" Zoom="0~0" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="83~90" Iris="0~0" Zoom="0~0" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="91~97" Iris="0~0" Zoom="0~0" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="98~104" Iris="0~0" Zoom="0~0" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="105~111" Iris="0~0" Zoom="0~0" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="112~118" Iris="0~0" Zoom="0~0" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="119~125" Iris="0~0" Zoom="0~0" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="126~133" Iris="0~0" Zoom="0~0" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="134~140" Iris="0~0" Zoom="0~0" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="141~147" Iris="0~0" Zoom="0~0" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="148~154" Iris="0~0" Zoom="0~0" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="155~161" Iris="0~0" Zoom="0~0" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="162~168" Iris="0~0" Zoom="0~0" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="169~176" Iris="0~0" Zoom="0~0" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="177~183" Iris="0~0" Zoom="0~0" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="184~190" Iris="0~0" Zoom="0~0" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="191~197" Iris="0~0" Zoom="0~0" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="198~204" Iris="0~0" Zoom="0~0" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="205~211" Iris="0~0" Zoom="0~0" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="212~219" Iris="0~0" Zoom="0~0" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="220~226" Iris="0~0" Zoom="0~0" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="227~233" Iris="0~0" Zoom="0~0" />
      <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="234~240" Iris="0~0" Zoom="0~0" />
      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="241~247" Iris="0~0" Zoom="0~0" />
      <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="248~255" Iris="0~0" Zoom="0~0" />
    </Attribute>
    <Attribute ID="Frame_Mac_Spd" Name="Frame Mac Spd" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Function" Name="Function" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="PWM Freq 600Hz" Display="'PWM Freq 600Hz'" Dmx="6~11" />
      <Function ID="3" Name="PWM Freq 1200Hz" Display="'PWM Freq 1200Hz'" Dmx="12~17" />
      <Function ID="4" Name="PWM Freq 2000Hz" Display="'PWM Freq 2000Hz'" Dmx="18~22" />
      <Function ID="5" Name="PWM Freq 4000Hz" Display="'PWM Freq 4000Hz'" Dmx="23~28" />
      <Function ID="6" Name="PWM Freq 6000Hz" Display="'PWM Freq 6000Hz'" Dmx="29~34" />
      <Function ID="7" Name="PWM Freq 20000Hz" Display="'PWM Freq 20000Hz'" Dmx="35~40" />
      <Function ID="8" Name="Dim Curve 1" Display="'Dim Curve 1'" Dmx="41~50" />
      <Function ID="9" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="51~60" />
      <Function ID="10" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="61~70" />
      <Function ID="11" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="71~75" />
      <Function ID="12" Name="Dim Curve 5" Display="'Dim Curve 5'" Dmx="76~80" />
      <Function ID="13" Name="Fan Constant" Display="'Fan Constant'" Dmx="81~90" />
      <Function ID="14" Name="Fan Auto" Display="'Fan Auto'" Dmx="91~100" />
      <Function ID="15" Name="Fan SLN" Display="'Fan SLN'" Dmx="101~110" />
      <Function ID="16" Name="Fan Theatre" Display="'Fan Theatre'" Dmx="111~120" />
      <Function ID="17" Name="P/T Smooth Off" Display="'P/T Smooth Off'" Dmx="171~180" />
      <Function ID="18" Name="P/T Smooth On" Display="'P/T Smooth On'" Dmx="181~190" />
      <Function ID="19" Name="CMY Normal Spd" Display="'CMY Normal Spd'" Dmx="221~230" />
      <Function ID="20" Name="CMY Fast Spd" Display="'CMY Fast Spd'" Dmx="231~240" />
      <Function ID="21" Name="Display Off" Display="'Display Off'" Dmx="241~246" />
      <Function ID="22" Name="Display On" Display="'Display On'" Dmx="247~252" />
      <Function ID="23" Name="Recall Default" Display="'Recall Default'" Dmx="253~255" />
    </Attribute>
    <Attribute ID="Reserved" Name="Reserved" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="38 DMX" Channels="38" Id="d1747a69-c0a7-4942-9b7b-db6861b60c56">
    <Import PearlRef="" 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="b8c9f6b8-645c-471c-8cb8-b88a830a99d3" />
    <Include>
      <Attribute ID="Cyan" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="3" Wheel="12" />
      <Attribute ID="CTO" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Iris" ChannelOffset="9" Wheel="21" />
      <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="12,13" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Animation" ChannelOffset="16" Wheel="53" />
      <Attribute ID="Animation_Rot" ChannelOffset="17" Wheel="54" />
      <Attribute ID="Frost_1" ChannelOffset="18" Wheel="141" />
      <Attribute ID="Frost_2" ChannelOffset="19" Wheel="169" />
      <Attribute ID="Focus" ChannelOffset="20" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="21" Wheel="19" />
      <Attribute ID="Blade_1" ChannelOffset="22" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="23" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="24" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="25" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="26" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="27" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="28" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="29" Wheel="110" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="30" Wheel="111" />
      <Attribute ID="Frame_Macro" ChannelOffset="31" Wheel="139" />
      <Attribute ID="Frame_Mac_Spd" ChannelOffset="32" Wheel="140" />
      <Attribute ID="Pan" ChannelOffset="33,34" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="35,36" Wheel="3" />
      <Attribute ID="Reset" ChannelOffset="37" Wheel="28" />
      <Attribute ID="Function" ChannelOffset="38" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="41 DMX" Channels="41" Id="7013736c-0ff3-4f8b-b430-1ce5f63f75e9">
    <Import PearlRef="" 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="aa7b0412-f9a7-443f-8032-3ecd90b829a1" />
    <Include>
      <Attribute ID="Cyan" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="3" Wheel="12" />
      <Attribute ID="CTO" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Iris" ChannelOffset="9" Wheel="21" />
      <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="12,13" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="15" Wheel="24" />
      <Attribute ID="Animation" ChannelOffset="16" Wheel="53" />
      <Attribute ID="Animation_Rot" ChannelOffset="17" Wheel="54" />
      <Attribute ID="Frost_1" ChannelOffset="18" Wheel="141" />
      <Attribute ID="Frost_2" ChannelOffset="19" Wheel="169" />
      <Attribute ID="Focus" ChannelOffset="20,21" Wheel="20" />
      <Attribute ID="Zoom" ChannelOffset="22,23" Wheel="19" />
      <Attribute ID="Blade_1" ChannelOffset="24" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="25" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="26" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="27" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="28" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="29" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="30" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="31" Wheel="110" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="32" Wheel="111" />
      <Attribute ID="Frame_Macro" ChannelOffset="33" Wheel="139" />
      <Attribute ID="Frame_Mac_Spd" ChannelOffset="34" Wheel="140" />
      <Attribute ID="Pan" ChannelOffset="35,36" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="37,38" Wheel="3" />
      <Attribute ID="Reset" ChannelOffset="39" Wheel="28" />
      <Attribute ID="Function" ChannelOffset="40" Wheel="29" />
      <Attribute ID="Reserved" ChannelOffset="41" 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="PWM Freq 600Hz">
      <Set Channel="Function:2" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 1200Hz">
      <Set Channel="Function:3" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 2000Hz">
      <Set Channel="Function:4" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 4000Hz">
      <Set Channel="Function:5" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 6000Hz">
      <Set Channel="Function:6" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="PWM Freq 20000Hz">
      <Set Channel="Function:7" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 1">
      <Set Channel="Function:8" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 2">
      <Set Channel="Function:9" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 3">
      <Set Channel="Function:10" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 4">
      <Set Channel="Function:11" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 5">
      <Set Channel="Function:12" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Constant">
      <Set Channel="Function:13" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Auto">
      <Set Channel="Function:14" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Fan SLN">
      <Set Channel="Function:15" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Theatre">
      <Set Channel="Function:16" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Smooth Off">
      <Set Channel="Function:17" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Smooth On">
      <Set Channel="Function:18" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="CMY Normal Spd">
      <Set Channel="Function:19" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="CMY Fast Spd">
      <Set Channel="Function:20" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Display Off">
      <Set Channel="Function:21" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Display On">
      <Set Channel="Function:22" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
    <Macro Name="Recall Default">
      <Set Channel="Function:23" Delay="6000" />
      <Set Channel="Function:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Legend="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" />
      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" />
      <Palette ID="3" Name="Amber" Legend="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" />
      <Palette ID="5" Name="Lime" Legend="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" />
      <Palette ID="10" Name="Blue" Legend="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" />
      <Palette ID="13" Name="Rose" Legend="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" />
    </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" Legend="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Legend="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Legend="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Legend="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Legend="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Legend="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Legend="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Legend="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Legend="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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
      <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" />
      <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" />
      <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" />
    </Group>
  </Palettes>
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kmSi4+lsh6l7vcZfg3AvuIRzxi6LdiCs284JjRhYBSthYma83mGkgTJsaEkTj8m5bGUwhNfkeFwPvVclPUBrPpGwN4IZOnaanutZzldyOcZ2vxL2GdoQO8PmCHGZsAUHj3MN6Ndx0L/yNmzg/qr/eGi+hji3owCt/SW8usVJ6Jwh5F37FSR74HGSHZIUwzHsDhX3SrbLwYnqUkxBN4H0AhSdDW6EtkEUJrGO5EtggPAdg8i5KT6yT+hgA8ZnUSmbCmBAQ0Y6a+KhTzKArwvHmLV+rM4NlJMGHhxS0WPIy35KGUm6LVhwXAM5hb9dY5zNzDwGvn/YO5ATapMx4w8xdHTCYETLiKgeQR1OvsrMFPslb04he/eAvgZY0rG+KcAUau8H+ZKsPn8A18zqTVPZBhriWHH96TngWMNYzQu5B/yUr08TMZm361bOhA9pSAbOeR0BX3J4OsG1UsEr9nISlbheTAs0kagIlmmNuoUQXqfctIHDhb7kSJFvAl7IAeC++et165iAczCkvvuMZZgIvxYmqMmv2Yja6yKQMnk8MRsiGqQpYsKlvtgxKSAlyMDEEGsLKnWU0CGG+rwzQ24TLvE2DAgUyykMmEHFla8DBkWtjONUwVBYSfIewAU72VRIdUEu9DEuF98UifB/T4WN3vmQ3P491yGLeAdXvw7orm0Xq0hMGAQbjXPL88F8AmB5G0xZw5rYJD7S8AJlvkbbL8kI0X4dUUsMNwqqyHsVZ5JECdTWkHYEO3is0W1aL5L6z2btksEgBTotGDFgDPWSwjGQS4GL6HoPOcuVsWZ8viLPDf8573HF5hreZGJkoIjWqVQqLwi2e5T/dL4lkn27vHxIHzHLgyrwfT9bamg0hq4dVgCAWh5TCchWfAuYBF2FEGMjgKzkKl1Ywj2aRRt3OpJfp5ZH34U65vMqo8TyR8SRqE1C996UvDRozawlwBzwPwHmE4WjZAqcAKq2BluiHcLyCEVb2M1S10Y8bzRa0S30IJiMe1WI8CaB0XMQi4+G3eNzqHwQJMzEzFZwJscj7X3EcoAQ0CbeCQaSFKOo/TINt4CFPXk5UFwJBkfCyHOHyHnCCUeA9eb5oBnElDhIVh4Mx9XN5LyHGNPh8v0cfPG1rprjEyWuCSFGQjgPIM7o3UwKvOaxWMYe4pAwwvjZ1IYUJaGG3LZhELFEiCh2kTahXCa2ev0O8+Y0MJD6osVaWYOWxX2Jh1Ptk8Hmz/RT4VzwgBU9eDojVSjD/IbkJOEJZyaBA+MrjCEFNAqbyMt/M3Vrx/83YyMO+JGHtVA/zYRcR4BjxLvc9xAlY0vci18Wy1w8ECobeNtekQke0sUoEAFDVKCQyz2LRZ1w7UKlMI+64pTI0xjhew0GSz7pfhre7HuJIxWjy17kRyrwGufN1LGmxcfdovTAXYxHvNfbIgbxDF2TAeRXal88DECHP0m6pbtQq+YbUAjVdZ1RmQwKY3HuDGZJq6MyiuL0zoDe0tjEiJEwkl0zZXmFgVBzIBc5/A4jrRA9dE+gAGC44J4bxiNl7Je/FGstTgeO6Vx8yaIXDpkfOeCL/FnTNloHOuRrbW7vcFVf1sV5vlxWZ5sIW8l0Ft9cGbeADjxfy7ZVa38kjlCyambtlShml5O2InMI7tHxSKKseZduwSjqaxUFgHTmp89aRhvF31eP7Oogv+SW5Q0ObFSCpCVb1WXoiIXA1xb3XQihI8mutTdRAqyS7awPHUKigDoYQhRFqAqyBf0KZ6sVGATU5zXuhcVPqWG6qEtm5AbRkgKa/gYUIZrmFiZJqtjGzsPeokZxNqXIsQhIMh+mMSBoFUnTMm1STe7W53GwWYzzZRwnmEMJZlCub6EGoSwiJnitXQF+azCLVqo9EhYqF7/7pXk+Gysl+L5+QnP/nAQ3nnNRgvdqmx06+nebCFuxlxFJ0KeEdu5tPblY2Xs/JkZFY1UCHoJskEjk1iGJGw1fHpfSKMATlwAqOOUi063h9HAjRJAM841jbEG1aPYUKyuVdAxfdkva4bhyMH8CR4V0yee0boeejIRMkH9EDcsZrPzouFig/ANUK4p1pGsnD8nqwYeVdCouYTac0RYFdxd40GK7do/aAJsMlDDtqxbIZx+VaIlURcFRZzf7o9hiY8b9UyOTaaKhi3PFDeK8j8rr4sh4mEGcAQRYmVlPZoiwYqn2syWT3hBs/y3lm1b5Ww8ik9uE4AQ6YqhMlG8TA1T5NL+ojWGB4jaqdhkgxgNPHRmcFz4lTeAwfjbS0CEolxzCUuJiGpXhJ9oKep82YTCehveQteHdsl7cYw03pYxJgHM1Nz6V48kcEGLAMQbrklnEq/qfJVOecF6FN+npvzrGJgotMAIQ5lFVv5PIH6oZ/hH0JddE1oxak992QImaG/CaN4e8/oNEDIKd6ApuDNU8YGC5+hrSaMch8mnEsOeD2EGXmvyUKrGB4Wkyt5kc2GOGwsJC+ycmMpSQI292q/gsUrbGcLGaJ6WyZZIRvRCxlOqQXb9RJovaZRjCkGKzCzirOvAtjk2T97zvOuBtbKikIvhbxFUMN4rVZZJkwGmgFmIEPBxjV4IFmflRmt1q12a63GLSN5BMCsXADKu6IRcGKl9xdmyAJCuOvWo0WQZVqnecRswOpaiJh5Q0qY0lCtBDATHLVGXq5WHnwWD6c26f0tHtmpJMGCqtULSVQLXGHh1SQ7PGXINuiE69OzNqvbeMT27Mf00fXZSi0PRlSd69k/bjZ3EZigaQCbJkWwmlG1VG2rENBaW+qZsNMqD7EQeRmBsbXlXmjDIRWOTV6rpUUGlvW0MCCzKFqtQ8IjrqTchRfinD4njhZgrY3CDMEXLnkn3gZRD7BXm6XIBw0A2HoPeK2wLkq0eOEMgxnY2UKAbAGsffhDMSFIPM+WmwmtBmEPR5Ad0mmEDUXW1kBS9BWrs421ufAoYwATPn1O62yKvH0tH0pSDXnHhcZ29kzbUJHPnsgm9ABUCK8tm1YS0llhcdXjB0KiCOOheeGWFzfGUY9sdcEyHpOYa7HEASwLGOyMA2zyvMXVbqNhuFfNsgL1Mkjhx89la8RH3shAaBXGw3Lzn+9bNTXc1f6nML30YQZexgjIse2NsCv0hKApZedZ84aOaWdtuW4LaAxgyj72PlYF3IIIfpONR+XVhDXh033FBuBseBbdbMxy9wRuKBMUql2n454sXnwOb+Mxcbcg8RYe7xmiKr5ZF3Q2Ge8SALsODOXnXVYPBvZzPW/RAMf2ecQeR6EBMepyBh9Ph88AoNAAdCYiDsMValudFJRrpDREQSY8xJHi+IY6mjBtRboG3Z0mj5cz+MAtnFSvo7RkYniqajLMaWc+mETkWiE9yi40QIun1e5sIomgYbwv7y67zabGyEvJwqtR9ONsMb+jTBTaGNlDAiPhsbBkibpw1VLRANTAtWZQ484WWeWSYUsedgc7MPT6+EYF2G7dnGZylD7EbZOcW15qfzhTZBaieCtpdc1+mIHIO154HquOvoS4mjygCs+C7wQHJC5S3Q16rLy8I6ea9xbGyQp5kHEYKz/67QEUD8N/vBfPzAsIRb6nfokUkyrGUn1Znc254U1cI1JdAQYYeCzPRIUXrhhw5S1yAFaFV3yKMCyZiMK6exnjZFExELKrtuZecnvQggZDqwE2ObxkoYOm7FTxqtaK73Qr3Kb1+zgZAAo5RFneLsorVhpSLLwof2SO08qWrFpCamtDAxmEx/Ez3tfuHofNWeXCLK8FDJGq+z5w50SG9uYeeAgLZdqOpzBZIEDhojGZYyTdAlQkN/nGQ2irnRj0uNbhK/gYnayeaSFx0XQghPO00QcncfA3PL/xBTolPR532hFXM+wasBSHp+RlYBvPujzjmqdq7Wh2oxVguUuU4U3KFzlMmMgqJjLCYS2E09Sk2jk7I59I7ek+Vr4w7f9ALVMEgLpP08DTyFq99t7fZNUNtTwicFDOEWXXEF5HSHS9PBPviEaEkU9McjxZhCfmyfNxm9l4Jb+XheawHD3cKw+VW6V5STVfFAXpj/0GeKK6ZGvzME69wJn+MARLQzaSAdYWj2aYgUGqAUAngB03VgGvxN1nqy2+Y2ejuqFQwqcZ5V+2VA8fybtrTBovk7NKg0kotapjR3Q1nq51QEoYL8tTRAbnXiOxYURnmhOyHD1vrROwkXULMjwbfilExRlmYyYpAv5KNTIQ/E49EdJY4XpCal7Y087iX+IMMlhaBbCFz2HEVXLvEu/ERRtc6rifieW4lZpcPeXGahKmWpKBckcGGK4jjMkEI4v0twBmYuPEQyE095tTv8eO06R14V8tnsbLIPtjhXrXkIvJvFkNWcArrMvwxgwAMgfy7zjCPMz78oa0O+SeBwJseqDr8P4WFY+Xn6kk05/2uRlgIoYkDB3xnnZtcRg8cKvFZ4bB0kP9Y4fJTRFgFm5pbO1iwTVwBKuQC/d/mkrrJGamfijDqROZwwOpAmisOgDiuWLns4K11N4EGxyhL59U01LPw7yfygCAyXSjq5UHNoEGuHXYiDBi4WRSr7jdMnxGNtzKLlnVzWS3NVxbbBGOhTYLRpgW3vV7AQOPj1/lJIk3G9tplHkyjw64sUjdCy4ryWiF4Tns4jDVj89fwoPpulu4517dLLbDh1lJ3H60KuMqWTDVSIffaOtBVLlfFX/uHBi4fROSW0gALFRn70/W0DURnZ7ce/ak2VpNhtloZwZUGHVdslSeQtYGaArh6p7RgiODFZYAMZvrafFO3tsY5X2K2SyW0O+8p8VWF2KuQMR4kCNQE+GXt60CLLM4SDwSkrz1j0fKGhhPm8+8DRONcL0lDrIzWDD1gQywhY23sPKzMu+GW1v1AUexODyKshFCbOUACICNNb61ansK7PM8qYycMBYibYjAdazy3MNlwE0Yso2ruU+8kJZGBmgVhHntutjC6kF6ceAcT0tPbEk22WScvGZW+oGGdtg6XC8MUHllCyQeY+h77iH3oo311wnNivRLlI3YFgBbODwyLpr0oMBrQwXZAEdqFaCl6DlcSYsBzqDN2jXtBnGpfIZDPWMemed96FZKRa5BCPO3PtvPs/mZBEOIamWKVjgPAAi809hTP8JMNDG1ZrVCVhB7Xti98jy4FrW9gsv3Ff3xK94dv+LhouU8m0QjA4x3lzXycHgU0dnnkRwspLHEIe/sqjZPs+iIDZgKgF1oyi+uGDdrReigFMZCXG31slcb63DgtTLAuGohFmfBRdw8vqDURL6Qhgu/2dv5fWDI5NikmijgADwJSAApumfjtMAWP3IdMskMZCvadWjpETpRBERZyPF7WqFdhwkGFEkKoTjalvXI5R3seBWdLS9IgmwIsERsoDTmdDFJTs7Ma6RA8GPnFS8Z3GyWhxwribHgs7ETawF9bMDUDv1AWNpznfOlUTDSeoPjZuZ58BQb6zPKkoKyja7UOCY8wpcVTPtBdqXZuWHOz6NElc33hQakmFfFRQCNxxTOchu2/9eykSQjE2E/4x3yJhGZrZpqEGlhX5cCeUNikx/KwGJDSDZeKAAWh9tli0zQtVikQAw0wFUjhc+uZusfKpIlIiU6ixF9EIUslNZzBXj3KOGJBMIyGjCr43hi54EtHsxmutW9Jw3L7TM4i8q8rCdfvBqgG5L+80A8Bf4w9tiW/GgV4SCfQS915nnwvHDjGVxs2qG4JiOKz4hqPpQuG/C7N1mjhAP4kO/IEnkrnCxKN9lMKo6VU/mx88Zau5JySFU5qKE8J0jGwHiPnVxIi6zZLLE1ykoAhLSHyCuRwi1xXN6vhmCeLxIQFIgHB9g5AQZT5/fJO834xRWzQrNSbMANcPATqbtCbtyQ/8duF98XHnLDoRuTEYa1yCaQGISxRxUr8kqlWw8KbT34U2mI5yFvZDlDmBzb2Mtrt8DFgDDLFUJ36F4WmBAakgtvoBSWTyTMm2pbJbZckQhDUfSW1V58vNFG3JxU4LkhovLouYJgMcm+hWVzZDx0YgA5fph5p8VBzhg7nHnEdloIYAYv9Kgwq5vhBhlcYW7IIJlAF28AgIxHwLeQen4AACAASURBVJFyCUiaPnbw3JjhN1Y+sptDnM6BKl0Ik4AVNUzSBMI97XglNm33Dy8evMRCiPM2GGASnI0b8VnI8X+ekqdXNM99bcDme8KwcTF2uctEiFdaQxUsXNwVMOLztQH5mYUiTFuUcYqO45paGz3IMQBmkciW63kfYcDr8+oDVWfYYgBzA/qakEeEX4YUK1BG1tpaxa1KkeOJsrIS8b+lrSC3CHvmKsJr3hcJyGQHBDp2X0sw4uxVkwxcOEMlpP42F8iFRSDMZ4+1jDZFKqi9WrxR3sfZav2hYQk/rldoI3Vo62mZ63XgnXup7dBAmsGLorhuv5f7tkSFyuPi3mv4jfeZx8yzzH/BzSEDwFafAT7FuFw6ikyJF4pMZlo3Zt6qbuWNCXdcufodlZ6kQaeiQ0UpB/gyoUdOrUDtMoAGCPWwk2xWtM/Pg1qPr/R5vBpQq9nFIXT4oInkRYRjyQ3Sm0Ew1iHBjNc8pz7jWfV9hKa6QzusirDCo1ftfxs7LrPVhwdIFrsF45r9G91YYufRWQFsrgbDbEJGFd/ifK9qSHnmGWHCrHYUnhCRBCKD671lVrxhVbRryKO4I+TCTUvcrYYL4Xx5R1B+LA3PEqvftQG58MtDSmSIu0iuSW11HQhvvHR9wAOrUoiuCpyUvIE0Cz9jVQfj4lV76HGwLDYLl0KoTBuBl2BxBkxGbo7y0Q44oo0m2UQcVCV65HhT44ILL1H0PunCHmzM8CzegEBIehA+eQzxPbc4M8Vtnii3HFthxMRoI2nVLWvXBMPPABh5zyFRxoTr4H1CafAM2aFQoQxiwHJxuCrxPBXOiLvF9fCUPJoEhq6FK+FhvLn35+F4t9xupO3HvYXR3wA1jPzg9zUPtLyEBcirep+gIcaXBw3g6nUzdiH7kDd4J94H0OJUIGHWPCHtPGX9PFl57XIVgVzzEifwDB7sJDN/bQ5zobI5RBKHwgXGHhzgpms/O1IqJBkgLUAt431aTzEzYLhdzgoNZoixwISXkSniOgmXgJK9RotDGWycMYcYMkz2piYaACQawMCjkmTco0l0YFzuRs3gCkPMEeycLbsvHoSXJjJbEDyJ98KH88LleWq45PGMAe8VT6YjUucjrQCTN45QX58XHtZa3HPYSQBs4WMxrbjoglTBt3KiOC0kjp0YGJYf2Tf23i3jJYMky7SsZnoTD1JDZC08y8iyDtYCf9XYmIVS+UzdysZbyrKibMMDE4y9qklExoxnD4DlbloLwR5GXnMsy8NfhcuW1KJvrT76ULauAC9hMhaAyMuKAsJszm7j50vYjgufk49nOYshiDJhjwinKFprXVY/lVuKzLtIELh2gJTVtB7smdVvK9D70odMlpVroOtDO1tWRU3XCwjTiCoJJvemuWZJRA3XrXLJvDW7abuGsjeVlUdpi1fnIX2GsR57khrgC+c1lNXWcnMofIZX8pUyYDFR9yUzQq85wj0t4LF2o1m2MMAQ5JraGgAXkUU4EyMRyIVkYLHCpOx2whDzSAVRouD5spqMQ5EBYs9kffrFNMMZ8CFZKYBE89w0EzaFHcV7ZB2QW8Qbf8RrsmUpxcLhbfBDi5H3iErE2NNDcLu8QFu7fYRe/XNjD/kSniUYfi5sx4NP61N3jWMNeeYAP42d7zUj93MLftGjBRYGWKuexqwccZs7VSuzoaByAqDDf0wiD2M1CrNWFLETUY6GOal2hCI3hvOovbWkAF6BDGBAhSnvLdzp7wdkmVoOofgRHmWyhYIQDw1eFRvdLy7kcyO0Cy06QqMso0wU6j25RmYaW+0Uu/OZF9L9lphsvHKTpcU2BrIMMNKNKEGTs6hci8/iCIyrxVzpQ6vqwYDTdeffB0SJG4qBixpfFGVeoC0MsNiJUw3yg9fIriq4wkxYJqfKT60jBQiO2fvxkjxM7tCMXcj58cf4m3IW/YrnqmeLxZmocX3+bRLqQW3CipUfaT1PFsd5WgxAgqsoUAtnEdqBN+/jZEINDwfwCubKa7nIj2vVDSQ8Lr5W27DzWBkjXtbvuE6Sg7GnM3q1dnAxVKAeeJzHNMzi58mzVkhoF17zQTDTbGGACWG8Qn5Go5WXz2MYOyytZTyVVVLLMa0OSxNlYpBeUoMbrXzD963ysUN3TVwGv3APOHnziRWO8+VCeuwyksl5b+Ju6zF9Y/3rxosXkNHyfJo0eVCeB7Gv4VvyZDEBZBwKjMhnNZ/nzgB0vWjHtESCaYf2O/WgQJJLPiI9zsOohkJsGMCQPR5MeKMwS2txh9wLPnaOO4+SW6HxGKFFWPE3XHuEwNape4ABvABGBB3TZVrb8sNaj1Cp35N1tbo0XCcReNrhbYCBd7UmORYeoNQTqn1eHC0Qj2T2Prwh7sqbW1C5S6Pl+euD4kkvOnOBEQWxkLw/gJM+osPF3KAwOYEApJa1GjTHbKnH+dFNpj2KxIo0iPWUGwMWUgAhUPkjCD6vaAcz8PICQlZVxbn88BBjRxT57Ni6ZXJMNC8RPevet3KgGh7HnpfNxjhoGE8k48PtePXsYVodpbwTMTdO+pEMuH6tMsKucRzzFjgpvpjV+KwTulalnogGhGSyBOcQrTroBRAq/NdFLfy26qb1xMppBmBEnqUeESNbolshfybJ5MZTymRRVkgAyGrLp/PhCrXBTRpOvwotCIEVVnAqdcdMvg1IPnefIcZWIQLqb4S5ILTCG4HT5NOLQi7QaFjLXtO6J2rnRTy5jPfRFInf4FsmBulWkFYOMymt5kwVhnyMlISGmAoY7iE/x1yYlpkKz7w4MHp/GbyyGaqSD9gjB1WqEd3IvBNeOcbTGE8O4BaKv/N5wD6rfTzZLwAMM18YYHhLdFWEARnXK4xCv+xNWk1LEVZyf5ZQUre/W/15QE3mmOgKsCY2Ggp9nqwzEg0DnrMlwBKGrXAeDMCBA2mvfVjS+PxspbAoC2XjqeK5ALwlOUXW6Fpkk7nW2bJWhwMzoWSWaCfnbSxYADOuPifKTzxPi1K0zj9jFpf7q4C3WL1iDEULNEbGrTGS/rfg4XR/BDCBvL2tZMSgP+9GDkMaDYLshk17Wq0irH4pK1hGA2w8ybSOhGpKTkDuOiq5Fl5qGzDvFn1Z0x4G5W+FbOAxEUAgdbeocjmKtbJlyYj7w6vGymVhPCsZoAW0WHyAHgfAMAvHffNy04r8uNZYoyQJIwCGGxpLkgp+xdvyjFFSMjfTeO0U+z6Ara6PzDDeoXUePsNfxnZLV5vVXhNm8HkEHsKEunGZEL1rbBMCviMk80YBgtZky0pJFxYNTwsY/jae5+3nJrbVAs1IFTS4SnyFe9/Pj9wT+oR8ehjwmjReX+gGtOzNZaoWa/xd5ZxxinQATKMhXovnRhjnnVsdLiwnCEKexRfmbyz22A9g/ONRha5zrJLQsKPCgy1kJqHVPhKGXFeAcfHqWVYjjkOsxKvmMUJo3vJmAPzfoE7jS7InyUgAoGZuykJaVnLHrJCsPYd3Fep5uwyueipzeDvyAcIcP68ZM69u3GLMUAdZs9CO16APxGQL1LjwJrEgWos1Ni0zWab7AFB/g7tKANReEfuIKGGiSuyoshBa53PE8efmWZiPB19YiPmpdzNs8GBHzvvbYcIY4ucia6OhG6+7aQCCO88rlNhoIPIDRXkafVLifJBPq6d1yiH+pCoQW9vxCjzP6uUVIzTzFnZDVcMpTHgrhBhEnsAg5zqkiRCa6HZAgJsQcnkRfMlkabvxniY4bxgWNvOCNHk8B69p15PMsXXwHAOketojPS/qg7hojK1qivsHVJ7e3+hxA4o444I0FLKS+Ws5CtcVyVJ+qgpPtwDAjlwKYMyqM7jCEBU5XLhYXgvNfl4Vaf9XZwyA4RUGOly61R3u2EC1tuVHXQ8wTUB4IgMgk5Pq59aUbFT1MX7ChB/pe0gYMjiTE8QfgY6UP44R4IXGMqwWhzEGcbrjtM2vTLi2mAAHf8z9Zfk4UgY0Qhp+KyGQ0QOhxVo7QywC2Wc9NNBnWVy1JDSWlIzYYgCDdAPKe/AwVq5JpO4LN1DfIp1jPClnoLLBzBd4yHjMnc9ASHPHghUYXRVIaj2RRlgAWOGrFUaR9WlhXtKQW7vJEPUIdhPJOyrytxoks7l+fK32wQEy8OZDUGS5wAu40frkesYEXgu6yhG1jilT9gJGWmSEfWNAPDbWkWyhCZG9ikbmNMpfNcmZYQPAnLFo+czcGymeB2l1s1J96Dc4ZIcxA0b8q05m9KgbjNq6mzs2cCIhUMuyrwYBh4tQDMDCXd09zsO5xvxs7TAezkB6VYJu0KXneccT7+Rz6u/aaidkxu/GYSeqA7xZyC7+1vUh3rkCIRTnKojrxacsGjzPe81KhHjWquC3RF3EXWTwvsKuEE83I99wEGgDEOZ+PWOtBixi4ZcL7CqCqSN26D/sr/0fKuPPPD4g71uMDtSxAz+yAQhA5hUIlEE0hZtav6xej3ecduqxQW4dTzDtbH6VBB5ICDdB3D9PES3Q2VwvaaYuhNwNystZTJF94ZMmLsKMzFCo56n9DpHXwsh1SPwob5SVLc8CWJzxod0G2IXQ2qLj/uJRf97XdeCJNDzCs2sYy/yByrigILPOEUn2VdiKWeUKZgKsDno9FY/uY8LwMRxBFhPcAhil/jyDwbBBIfhNqzjeOryWB+TtcCP8RZYWnRlIvYHK6baBzyvZ4Lsunk1I8HNJgWxzHnMPuFB+Ii3QAxmPpQKRd2rjNcJdFluNB+9ZH1EYVje2ulfhP7iTUMjrKQPRxvAs3tO4t5KZsNauL+NpjrxPLBKLTJHd7yvdRShtPeB1hg3hJWZWPj3zhGmlF+UDbtaEGvBsRMyo4/m3VaPxLVYoF906CshgV1E0gxkAKde8R94ab7KUjwiV/u2z8Jborq3txfSuUN11XLgPckdrR7UVLmvkAXk0ZRUZKW+H++GPvsaTTXQx1JN1GO5S1XyTp8wmfNbdSXYm5WyRJ8/lKeMXRWjX7/3HjqfKFk8Yrs2ikhbcMjw9DxVjJGqQXhY4nzXboNEEwOZ+5KlQ1NrOzmo240JNwjTVnMn0hEshhSHl+ZQ/oanVa24FaplBxiUJiPa03cn1zFeZJK9XH1nDy+ZCvAmMQRdWeBEUIVqCTNrYw66yl+d93UucmiN0yiDdQ0wwz25hRoaLVuQQWgvxkhleL5Nvkkic1E3QBVBg4b3r8eSUgCjhud9cXhKJzIsGhFlZbsMGTGWA6Q1e+JTDbK29ggYgAGYirAjZCv4hywtyTKn3f14AKCOrEo6EpWlmQFtP2IiHzscEKYHU7gO8TRiLJIWHyuBi8dSLaF4UTnK/mc/wvboTJ3adM15YmMk9WHEclDAVh/gZF7oTbis7rPzL++VH+ABw7pcHINEjrp/eiPPhULJ9PEvlgDNQM/X7AR7jpLyUM3ILKcZxAYOl/wLMWZr9BXFpc590CN1qcy4odgebwNrtGu05QgpvkYk4928AZTOtwWR0HJmO7GrM6q5lg6tRj9ThZ8hvhGaSh4nPZ2ZluUS/VC2D+T95oXbHhnk/Sn7dMyDTDQ4DxLXBL6y2D+GVre15TJcGaiJJkMETXGMx2n+QwcV8Jlpj0bhOC2VasiTkoz/Bi2W9s44hbdjnYMo/MrvW5zEXwLh3BDBiv/Ah0+BFcJogwTxa7Dw2EDXLk/IDqQGmV7W6Qa0c76mGZ5Vb3VkqAPDKBXnN6LC1AvEKvEcvu/fjLXks5RoeI5+32tobyaZttWMEZiTfWOCJOGDO5Kp3y9bS6fAsSZMF6vriiCwLMR9il02C06oRC8H16AEc09gDEuqg7umzLGZeVYjlGWWxS9hKz1AGmCdFPWT17642/CATS6sKwKjVPA11GonlkkPBHntUHeMdYh9gywAVQL2AWwZFEjDoylZZR2LCRhVR7eA26ZG5yiJDyM1GH6oF4pATmBAOqNH7LsQEBZh20iNAA1JrV1HOYlU0eNu89wCNiNO4p9nYIsAZo9WcaRrwXnl8yCM8oNAPZLmvbAlbeepYBhgSQhWc+bQPoS1nJFmFNsD5cckrHzSjTz/rXgZD/YzHk+EpA/FCJghweK1oK24ZwmvVZ67i84XKLGO0TLbKO4fHsapxMAmE6wKmCHVAzkP7f+ZkOAuJAtAjfFsM+JD7iL2X8cSPDHSKfx0/EQHZ9tnTKgZRLahezOfkOYoHMWQDQn875h0XMBhaUd1XZt2zZfoLA9uZcoVQRqUm3CGG0VYyzXiBsT2BlOR88ozMJ3MkIc/EC3t1FSP43LjNIzwBEu+a8A7yR246HAt/2Xg5mZoaq8nEq8IL89SVRwm9Msh4Hjc+Z/ULQRaDxSFsAmoc2a4aIQq4vpwYEbLjEYTVgCwOhAF0gMPDZODCM02QNzcX+ekexqLuylb6aT38ouUYlrD3xHOKWHUr6kBzPXHNBBJDeZJ5jlTkPYCo6jCAp6si1G4rS/yvxqMQEiUUwdW4dJlZFGBNsvCpiO7aZIsWQnjPvCOcfiRsCvXSdJMUDwuNHq1qYwskg4TMEIV598JracOJdnGgGztaYewhoQy/CzHU4osxwtNk2ZIMHsgiADqfG4fK1fIOcdb9V5C1jk5Ywg7N/6kAEzt9ysyTLvQd1cfRcc1qe9ysnwtzcZ4X4TSey2OVA5Tw4mZrv9UYIcbrDGhkc4hrre6bYHIHzuT9LQACLMBFP5gkATBDNRfO/MyEtHhZmPe0UHIIwv/yg05bmWI8JztMaOUtAC3vwBJSeej6dA7jk6WV2nwoJMdBvzxuvMZMlhrnnem6iHCZOzTi4JV6psUMg53D8ze2AJgnlfaDp5Fq7udGZrOqckZn5VCrgyCbVB0RhERtImONdOSOsZ09AUahr04cM/kAFZ/Z6lfntVpnjVr90wBG0ebZeD5lp3heUM4CWzues9gqmcGlYmF4T9Eg2oosTqAFMoXzOAo995YReyvQGRpBU8se1edItmLnu0qBJML7ul8gQzOAPWiKzNsiNsZeY4+Jbthh+Wm3rMW87ZFaCmC1ncUNuYF84Icw0DqQLpveJQCpA4hIR6/ZtF6u1t7HbGPZVtW5hET8zjXTtIRSk6OgTSxG4OsG31byEe+LHgjD2evq9LWgTDIvL0wRe302XtnqI8Pd1FEtpGw8vMUbu7J4JgsmC9UWLplG9FElALRa4bAIiK24Ws3QZ9iq/XUtgPGJZnH1lt4Zpj1ZiMzCpYlQ72o9Lg4ASQ/UfQPJrVtFMkCEnqfIQMoCofIHwtvKTqe1DjEezbUK2WEGOeqKYa4tetFNkoXiPsaeDcQkCcJVtuB+9L7WgcYAR0PMHa3ZK1pocTJQVCXIFu4/Z33+n3vYeNtWFQTQCcoWYqs71UIyvrjjAsdmwsyqeLpqdvo3/Gd/M4f0/3z4vO8cJuTJqKyuaO2xOseeRajmFy3PtDB/q8DMQyDn+IgBRJp5tPzYFCvdZGYpgkkasgqORwCKbgRfoyHS6vdv4ZJHMMFV6M0KtjQeX6zgqWZx5A5RNCEONRnbLMzGNvSSamSMxFut5Dwgr4rjyuJl3BaBDJmwmz3otMf5MWMr1Fah1z3UBs457BDYqd8cE6c0/TisYeHaJEDFGVU81Fh5hVVB0yrltaIf34SPHVXEiJw0K2DmyhF1GWRkQ7iEToZIGsgFVr4FgFfks1pbJivFU4IE291TTSZmlxX9z70DpXAno8OF8pkXPGero4G1miJj13cctRQHrRB5hVbaIc879sg9i5QXG+va5f2BftrGmTnNSmw2ijUB1iPxB/1kE5wW4mLCmZVl8lrAqg8QMOBV4bdSveq5ri3T0WrlUtd5yfrYZe+dM1L6EU6CU7U6PIBPGKNX8RquT/Ym1TdJlavwAKST2G8gC1OWGTsYxfe9n7+JSTcWJIZWSUb3RevoSp6J1wrtbcxid5J7aYGMt5vn8OQ57I0w0/rBNHmdBrEQwFwwsU8tK2cygEUAJCJKpQ2ylck7kRUyCMT8HJrwJEIhbwQUVnB+dI3fHVP1W6o3MFjxGWC+x/tl/Q1ohUNgACz8K+9xFNJNcN7Mot2oXl81n8PTCfsAJ6urz0TyfTxPuLdocoNj/r0wXghIeVIeWyYf7T9R5K8gk5WqatDlSBLCrUxyzsfEVHvK2A9GAdZP9Kd7LyZvnVvelT7HJtbY80hzUsII2cFgGGTpOdeMA2TyDiwhRQhh+aECdhsDYxViTQAuJTuMIwkYWUTBtjYCVq5lcOt74lu4nGsBAq9sJqdqcCaoVbAX+gFCls2z87x1ax9JQhmJCk9Qda/Cpu+1QmAkMioJQBGHxOhm0RzgFXMAZIg78LtmCyWeUEI2Et4RfoubM6g7j2bY+2Bl7IezTtfRRD83wCjMbjZvFZMZVk0L6IQXpNskIrj0JDccWY2/ae2ioQ9lMBhIXCOez0M28B6yUZkQr8kLydBwDhNbSyfRTJhNOJXyj7UK1214wCVxaLW28GwhYtIFeUYeJfdY4ZMhOwANUESrkbHIzQWAE95UqKzn8pMrNGzigrEwSEMteYjiH7LOEk2FbPwsq24GwHpkfmgRL8ad53KMlLxukghT0Y9zUwmNMkQAi24HgKuTyLIuhCwj7Ll9B+HnSfEU4ZoHo+uQTvy+Ca6pd+tYANxo2jMwLQxhkleytxNgxjSj/Jg9kw9spJtokgR8VCGbeycTqMMaK4BDPfBC0kMAWZtTy3A33DFvmm1Z3hRjDpbwXlP7qec5H2whL5YNz2iBhOXeehNetauxc0Tz09kMYmsjqAmjo+XQgufwcjLc2IIWFueZRijVjcHrjD1+heFZVehkQCB8hq4n3LW8Gs9EYsBV8cvWiY6uSaLCi/LU7rWeCzG2sZjhjdH7zyJ0CtNAjkpoLuTxjeWspKFhU70XmwmwiRcjoK3evz/DalaXbdaxRgaAi4+DSwwGCSPvnDZwuFxLPqidE9F0B7hkDN4jjqMUVulWXjhUnMwTFk854610SghxNcvFs+hQ+cFaPA/i7Rq9RzYhmFcFMNzRAsgCdZjW6QjTrUNHcCmAbj2+xviHZMNDRu1YWEUZeEL3OW030hR7xyzvxeY94XDf/uVZvgvpYriCYnc9XMOE1odfVqNv6RsX6gyConDrgZ6Iqwms2lIm0YClThdmtQKYYnj0s/NoLWmFV4t9hwz/I37iRDl7xT/rU9skO/gTENDneKownxWhGah5s1pJYK22mmwyZWKzMfb5cfIRMCoJ8Z6iSO369fv47LxPLC7GJe87zy/OBbB+gr/RXzT/uc8iV4E0WiVuWrEVJzPxvFP2btJnrpvqDkTUb1qaUNZ6qGg2KT+w2ukUtUspfux8ApAMrjCDjtwGwGh4sYcxywy8Wt1T6O/yRl8huZ6bH8aTUsZdo/tyrya96mT4ljBZOWs93tN44qcWHQ0LF/Q73tuLAu+aSStRQfGZrXNVHQOxJMAOgol5fnGRM1odBG/v2MI1BJ5s2lFN+E6O/7iTDK6m/EIBwoyICkdB+OlpvCKvJNTwFuHtxp6xI+TGaX2ItLKUyQEuGW7oQWM7w2Wn+cTrsSd9RGFd1qeUZlL1tNUnl8VxmK7DfWrpAZLMOYV3FCG8tbCIa1q80T1ibCpR995CZevhC0uYN99/3l+eG2A9Yn/XX9A9utJQth6Wj0BnViBymzNSvCEaApkSjtplJAdjpyla3TYM182pMkw8ioYmC4xUnU4nJAKd39FH1jp9JortTMYpy6sH5vqdmHgmLOYwDJhCaDxsy73IgOvD3sOiqzUbjkqzy5/j92S4AIrjWUz6umq7+DyH/zXsHrAw7y8vesq0o6VJ4OM7OKYYniKzsnpNRvQ4tTLNehphbMoNAwRaj76ufK5rNaHEwKpvxgEhvFSEzawDhck2hTyiZ3gW5D4/PEH7Tu79kolZEPiQsExEFr7GWoOEVwsmtzihA0Lg2CnOwjldq9Zw83ugGRYMbVGGiZ7wXpIUck10pyiZzdoQ3TB/MH68eMMWAlg/Wf/pvRjyoNNvdf1iisXjYHCBKGlIo4UpISPvDRTe6pNYre56Uh8tCQjGdpqHaWEJsZK30IUREz8WQnPrjNYcGaF6oc/U+1/3FgLimJhZzeQDQQYsE2aV1Px8rE0G/3L9+cHvsSdC6AxwMQkCoh9dJMZdksKrz/NAsWJI897/WfCxtwufk9+//497kNmR4a7mDuImwMqMcxdMFIFVFijD4cV4KWAwCFW0lGFpM65PK6scycDbgmUwgUh4xFt4h1YPF+DWczFYJfYA33r8sBDVEliFMqCU2CD5maxLaCq4whS4/Y3wLYQSS92LbNwY8P7GEAcVBnmieKiqMF7bfvKTOiRYs9qNRgyo7mbuF/3DpR7E0H/Qq/sJcaDDbWf+cjKrj+cKly4cAJisyo3HzZtsA42sBtGXGQpxwKddxQThELWUQ43OmhNSreRkElrPPKTWSyp4pzzp07Ir4KGhqbsK1e5JYhDaGD1Lj1nwNgBG1iMsTzsKXNiN4rfmzeCnrl0LFHCRZTRyWgRZMG7tB82t1muwl5nzZf5wKYBNjGSB1Kxubh+xaEgU+8eyLh4KycYlAA9Y4iAU2o6STJwrVo33ymWZMKFDZsmbtboFaFA0MZ4CsIWTafyE8o9Yh+FdPIy/R/xxtpwUWDAA4nd4IOBFwFsPpOLlAQzY64NPcSiCaZTY6hlqAG6R8nQ8q8+Z1k83p5EjFpKnsi0NsP4Gf98PnHYekvzcD69BPA2+3quc+TDu3PfiHFTAkBjkk3ammUFtNfOFERYDYD4DGIVR2afQPC8vaW2rQ7yViQCzdtkyIEP+AcxC0YbEA+dnIsn4eHnm2lodsBIWABsznhWoAHTWcQdzGATvZq6XfYO1eDAg+1I/cHv1/5z7XEUmq8kPYw+T6dSna9T/myhejWyBxAoXQo803/sa1LENISHaCjVAFW3BFHlAbm2Xj0eoZG1pjOdGEGosdwAACDVJREFU6G+dMuQ9cnOff0taJAsK9MKmUk7smczHtmfL5J7x+BYO0MZx6Lmpc422lzleyxusCWBswseciHbfmb88w1onSeeaH/LLy+TtaryJUKOkJDzxUK0HONGzAtTCSO45R5YBjngaiQAPEP1ZQrWEJFpu6FT1LDRhLQBKEsnPsGSE1toRy9tKbFqNkWMUIod4VQJcL0CHzwLctGNDF7CnLsu7sq0ZYBPbrzt6F9LqE/0XMGJgzRJjr56Myr/rwz6ZlhR1Pxkhb4ar5OzJhOtNjxJQPemZIe6AF1mu/YWxBR8QZG34EQ+jtslrRAcEj4YbRdkJ13IdEf7Qgjj4zXvhb86k4B1peMIaqSUXs4XSem4+zpUlGeDMHk1yIdmY9rjBOc1u6f3W+iZsXQA20cf0rnhK6ernBc9pBoZwGlmgHdNR6TehLXCFkTAAjHou2+RBtKrQpWpfl4y0ZZFF8h6xXS1MaOYZeTJ8TR8WMVYBW+dp3gENKMIfUAlV8ahj70Hxz20+wrkMU7bIg0b9UCLhZ3Ed3lMYzwX/XDwPW4ft/0ojuy+qd43ZenmwODzFOZKKju2T1maYQQQkk4fgql9G+Jh2vtbk81f+TUUfO0aTadqT8VWTTTJeppUsKF8BGNMJkTPJakCc273j71s9ZEzWjIPG+xsL3ggvk9kK8XUTbu1AlaUv2XoTRqzbJR9eslZbN4CxSb1SjHGi2/Qnd06x1hNzZVy0qhaBt2rrQzsRZyve7xM58akIkcDHG4WKb6JUGSJbNVEtGUEWqBKR5QH/p6PJHIUoYqYSUe3hZ7P2KbZA7dprR0UYBZ8WxzNaNFpwph2gMsOgd9dF6ozz2LoCjPUX+MP+hp1BtCaQVRP6hEG1TBwrxESEVotLTgZMdCXiTreRmeE2QKBJUf2Qp5Q4ZPLMGwp/RNxcXM5n4jMk29/mni18MB7UVbeEjQGFCaFZ3wNmXa/KWwRV/E4lgQQRC0XPnM9R3Eb2lzjqMgy4rmruln2DMVt3gLGNApnuBkIt78S78Fyyvlqq8bOa5WnRpvJLIuJJaLknKwAbYUdWySvxmuqYgCUkxs+BGEfUVlMNIGwkqQ2Ekg3XIEzm0pT7kITkQ1oAKR9nLmnRnqP6gULEdSzyfM0R2zBwsQ0BGEsgw36X4mRjpverHjqSjYdqtSDb0kXiiMNBmEyQp8D9eCugQc41RNLY/D4PwcPUR760wBXW6hABCmReJujzaHw8sK6K2oLdenBC3IOftbbHLWFc6q4bBS62YQBjE5Bh0xqcls4uZxnCTvkWQlQCpP7CH45SJzq3tuBg+rPygSSkCX8fZJu19hZMaxFi0WsFnMg7/iXL5RFrX1jL7B2tpx3Gg6rWCVyyxV3Wm3NV21CAsQnxBzK7Ndakk7WMh9G+EvU+E6CzlbBJTvA10nkcSj0yTLmmddpNPUROeJXJ0bOCRPtM3q6enC38CqXCHXDjRrEBxULguXC2LCe4BkmHLDFab4TSOFhOoiKjdl+zgDmn0bl2X89sccw2HGBsImFopyTirFnxz8ZDZD6D99CllEyASUgxeXgZsTSHotZhcSy2ggVovSehV/ZIOiCk+ls7foiu+JNsEh8SXuPRK4BadzcBqnpjHCsORPheZKx+HvslhU6vOLppneyp/Wu/9dK5ZtlWARib3ND9+sGiejqJZe4C+TSTSZEYlElwKC8rPuqOPE6r7slkjrLT3NEqW9OtynRF5MIyEJFD1CV5MICjyBOIZaPkjTxvYxtxs2AsZGc5pHV43jphgbay13qUfxaxrQawsEnt0qPU9PbP3eoz5f0GjmOlky9swqg1vzEjhvob8oBGPeEM9wov1zoTglbFq+WnuOFjLU6miC6k1Rprli+A1W4gnRhqmfWBCetkWm52W2vhehnb6gBjky4MvWSeQKD3ZantLdlklfYfTjPhSB3Szu3wCsJafZhn2Fg7dd2riKMBiAqCcBfVB1+VemhyUbzW7ZHPgfU7JA0yyZJnQ0wzN+nUvn3W0nKzFtsUgLHJDd9ucuiwZ64s1OO/jMUBbgrTY6cuZqNb1c20LOtVuJmO1jgKQa1Rr1sYycR+A0Kv4jZ9q3UkwQaAS+p7t60dEqttGsDCJiFT/dLGyKV2K81rQl8tYk8zIVLxPcsFeFXmZYCVz89vPUiBZ2tt/t1A04679zI99Ottmw4wNtlIooHKqbwHdEts7t0IozdR83Vm6CTVMasgnp9Wq+ed6KqQ7ffXWGxeq+mK1BL7uq2VJc6ybQJgbDIgr+2BZt+XhiZ1nDU9v3I9zGXZCuY1ZnYN5Se2bYIpQooA+2+0cLqobTMAC5sM0L16oOFl+mcWPtXnf8yU4vad96yIrW3bHMDCJgN23R5oziVyFsK6PKnpGGRafR85zxFKm2nbLMDCJgN49f8PtBXbLoAVts0DLCwBjWpJAdVXvekcbSsZjqV6/pRpB+5ui7bdACxsMsC36IFmVwfBac9uicfebCemdntI/zp47Bz6bd22O4CFTQZ8/x5oj+6/OsZg98nXmY8i3MZNmwXxWffJYa3Hs2xPtt0CLGwyAYTFt/Zgs4dL/4wd59fo5ng89DZiCpk2VarPHl4fibc923YPsGyTifGgo9f3YHN6sCZHgAO2i3fbDmfDqdSbgMoDPD+1NXqzNsOOUQDLNpmwj0xeD+0Bpwd558kL2M7Xv5xQ0n5S1PqZIqPHrTmVGKhsN/pkf32rzxc4BtoxFmDVJhP6gclrsB50Dtm3/Xqn9NJof9LJV5sxZ5WtlGccBGG//lGTr0em1xH9Z68+f/x/xP4fDCPFUPhMueYAAAAASUVORK5CYII=</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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ulQAkIZhRg6FVkNjawRh8QjGAFDKupYNrOJglFjSWYLv4LxA7u6IOQHHIn3RJ5UJMsoSRYEZM9aXyuu7A02/vGCAnWr1/vSjBd8RQXFIFgRmUxdUXMsAD/+eeftl8eI4TQPUd6j1viiIw2hY8RPegUfT/N7AMhGH2oY8RIhUAIFutfMdwQCMGKFSsWxGliFEDEOliMneBHz9IhJliMnXDwwe5tqL7++mvr8xkTTLe6IJUNK+93331nfQExwgVqtbrBT+9OCEZdS09bmFcjS0RrTLBog2AGXUoiRlhL/ADBNgsDgnk5s3GExoXmog2SetzqVAAfBNsMwdbJcYLXnjRn18HLGR4j/PDyNfrQwdZBMKMYWK/G7F6NMGOEHzp/M/BBsN8TEswT6FcU9HUrkkENgxjRhldvT69ZLNUhEGytyZ5k9ZLU4dYXmpoVMaINr1nIsiMbWGtMMEA8thvBUPJpobxpk1Ej1BghRIUKFVw/+/nnn/1MkXYE8yprjYi1LFYWIyTwKguxevVqP6dVBIM1VBfzzI0k+1cH0stjgkUTZG7rmsiS0mYJOLWy8Pbt27cWKlRohTAoH7B48WKtok8dqbiLbTShqxgO3nnnHdtTroBbCVfRKmFAsI0bN6rkDrf0JYqY0buIpqMxogUdwYhY9jEzwakdvkjK1xlVmJ49e7Yrwfbbbz91oVTMixEdsDijsLMbWD36sOKrkogJgi02PYoCc7oOHxSNjQkWLVx88cVa/Quh4gOKU8kEI+7Zs8rhnDlzlFfd7YLoX4SOhq4WIxqoX7++9nMfVSvh0v8TjFqaUtFHpHlWOqS6CiRDoU8FWvvxWSzFogHqjbg9S/Dbb7+p522JpXCKP5LjwZCDRqU0J02apL2oZs2axQSLCOh5QFkmN1Bac8uWLa6fu2DHnJpMMOTg3SZHU0l6yJAhqqVMKlBHn7iiuIVyuEGu62233abdB2HiAzvm1GSCYUXdKAy6fZBFxLzs1mCc2gY33XSTZ6vlGLkFxlXq7rqBooIzZ860PS0c2mGR30EwestIPQzRZmSuGDlypLaDfatWrVSjJT9htjGygzvuuEP7+ejRoz0jmVNgdqJPEcgfk08PGCOCTZ06VdWTcrOJ4fxu2bKlePrpp20vMEYWcMIJJ2j7cmNcpY+RD+zURyg/wZg7CUD0LOmEGYKmV7oOEDRRGjVqVCzFQgi62VIW0w2sHH04uOHOTjaNnb6BTqVympwuDKUY0okLpQtEKlClBaOsZdfUGBlGqVKlRPPmzbX7DBo0yM+ppyd3uwWpKDxOGBKMGCEklK55OAREX7OoThwjw6DVtZsFAKD6+DQzjcv/H6kINk0OHE/6AG0Hjz32mLa9MoXrUCZ79Ohhc6ExMgRCqq6++mrtPqz+t23bZntqODMt/3/uQjAp4rbJaXKU/LOnyVlxhI4YMUKZJdxAi5IxY8bEaW05BjoXra51xZzRu8aN20UQmWAU3NnlO112HiHHXcKwA9t9992n6qu7VcDDbzl48GBRu3bt2EeZQ2BU9erYce+99/qRXvgeR6T6ICXBJBPXS5a/JAx1MZJymSp79nQXejVq1BBt2rTxqzzGSBNkffXu3Vu7D51vfXYrfgnOpPpAV5uivzAkGEBxZJrUVSJ+8MEH1fLXK7Y/RrBgamTaI17PDdi9kHA+u+X1d/1uzRcukVIMN3p1k28gra1Tp07ihRdecN0Hzz262Pnnnx/bxrIIlHZdxhBgpb9w4UI/p58DV9w+9Kqug0w1IhhAvLZu3VrUqlXLdR90gAEDBoj27dubnjZGGiCY8Pbbb9fuQwn67t27+/0K7byrJZhk5nwbKQaYJulbpCt53a5dOzVVTp482fS0MXwAgyozhm7VyJTYoUMHv5EvSK/5uh1M6oNZSTEaKnXr1s3TB4lOULlyZaVYxggeeFfGjx+vLccEXnnlFa1a4wH9qkEYEMyRYhjQ6pp+6/Dhw0W9evW00RYkehLMRpPTuA1NsMDoPXHiRM8utUgtnf3SA9O8pBcwrXDYWQ4UKyO7GJ0/sO6jb+lKAlGLiqkSSeanPGOMXQG5cN/pIo4B9kj8kT6nRuxenU12NCKYZOonUooNkX92NL0Cet40adJEEUjntSeshwhZFgbkXcZIDwMHDlQh617o16+fn2DCBIbACZMdbYoA95KDdqhGrWfAggULROfOnZV7Qgck3axZs2KSpYm+ffsqY7YXpk2bJnr16uX3axB5xgcbE0wydpOUYtgWrEy9vFFkfDdt2lS7X0wy/2Ba7NOnj4q/88KqVauUhEON8Yn2cMF0Z9sy5hPlmCqHu/aeAjfeeKOaCvHk6wDJWFVCss8//9zy0nZPEHaDkdRkWiS8ioQcYu19gmc/0eYAK4JJ5m6XUgwZTJ65e0H1fKCD15VXXinefPNNUbZsWe2+xx9/vFiyZImSeKwyY7iDRRKmCPy8XuAZNGzYMJ2IFljZZrulL8m6EYM8/wZJMiIMn5PD3YKXD2QiYbaYO3euZy1QmgFghMUAiMkjxq44+eSTlQ3LpHQp02GDBg3UvfcJSNWWZ297oK9OH/KLxkuSsQ5uYXMcJTirVatmRDLsZMOGDVOlObt06eInhKTAgmSNZ599VhUt8QLkwn2HYp8GxvDM/RyYTisZTBZkgltV/7UhmfqSjh3FeeedJ2644QaxfPlyn5daMEBpLFaK+HF17p8EEuQiOScNMKcam6fywzfBJKN/lT+ScJ5FcqTO+nCBLckqVqyolH9sN4T87I6RGFWrVlXKPOlmJkDnwmSBpEsDf8jRiGft9wRpNcOSX/yRJFkr+efztsdCMlaNb7zxhjjzzDM99ycqlmhLFgvXX3+9WLZsmZ9Ljhxo0YMJwlRqAQoAonPNmDEj3a9vxTNO5wRpd1tz9DGcXl1sj2XZzPSH45vlswkoVLt06VL1ZpJMUlDrX+D9aNGihYrlsunHiV+XxdSKFSvSvYQBfvWuZATVzq+byMtCamh7YGL5TAKvVyp7ArzJZI1zHIZcpk7KDBUE8NuQ0qgCrBRtQJlLMoYCeOkmiLxnmjYCIZhjH8PSV0KOc2yPx/F65513qjr8hPmYNsUkQpbjMOSS3Dt06FBt28EwA4mF5CGP1Cv6NBXIdSB7KwD9lMIlzWztXW4IrCGpUzyltvxzgRzuJVs0IC4JkmGeqFKlivFx9Dgks4nIzbFjx6rSUh99lJbqkDUQr4UVngx4tyYXOtBDigDOKVOmBHE5LNNrJxcvSReBdrx1/JXEjWHRK+XnHGvWrFErTIIWyVJyK0uQCizjeVCECs2fP1+FrXDjw9Z9BPcOeQlUIKIAHOWubIGAwRhNVn1Aeii+ubo2fkYTBN5SWV7gV5Jk1UQaJMN+Q5YSFXyw4RCUaAP0GJb1DCrEzJs3T0nH1157LWeLAsiPVEZvZCrUdZb1AjH0eDnSiETND8hVjWcX1AkTyEjP7iBIBkhvY5VJ1CVLdV2zTDdg3iDhlwFxmYIhHI0FkHI8rIDUjZ1AWcpy5copklPa/dxzz7WSxqnAdWILI0EjwBclY+QCGWsKn0QyfBS+dDIAKZBCmDJQYkmNM10E5AclI1Ggk5VocgggMgU/SJsnspb/Y8vK1C0TnXMhlWjEyqCSELXSGHQtI+FCVxrcFkhzVIaA7X/oXHUzRS6QMYIBh2SV5Z9Y/KxXl8mgOg9BcqwyMWegZwXxAAkjYqQC5HZrJU1RF/ylmQbeDjKyiUQJGKwWawetc+VHRgkGHMUfko0VPuxk+cGqCSmGnQiJho/SxOnrB0ip4sWLZ+TcOjAVoi9SjgFPRwaAnatZkKtFN2ScYMAxYTQWeSV+rC3+qUDMP1EW99xzj1qNIdG8OraGHYQ0obhj0/LZPs8EA+ToFpSdywtZIRhwflBXSTQSIanEkp7G64CSBVjzeShkJ2GmYJWGfhQFMA0vWrRIxb1BLjwbGQKO61ZBuH9skDWCJeD4Lql+Qmx/YI2+4S+rQga6WfXq1ZVJ4NJLL/VMPs02sLaTEEMNemxZWTCdEHLTKF3HtR9knWDAicIglox0I4qFGkfGmoAHSLg1g4QIVo0QrWbNmioZ1Y9hMx1AfgzINJWivwBFRrJk/GXWGCNHx3RCbtJBTggGnB98nVN0+ElhEeNvA8wMdOplsArFFkVEBvoaBlxMCmXKlEnL8JmMrVu3KhMH8WvU6CC/ALcV9rYsgxj6ttmeEvMjZwRLwJky8V+S2GuVreQH6Gxvv/22Gvg8E8CIi7mC+mYMCIdtCxAukzCJIHkS0odwIxRzVrb0U8TRzuIjBAGRZP+08RNDHzRyTjDgJJJcIf9sIAclELOuNEEURsSBMkfu6sRsrRK9EAqCAeeGTJBEmyXyqraQHmdUCyOGqhXBDNAr04ZTW4SGYAk4N6iTJBp62aPCoqrPbgpccZ1Na0VkG6EjWALODbtUEo3AMGohGNco201AYcDeJiWUconQEiwB5wbWiIm2A5EgVgKhJ1gCSUSrKLdd5SBLZHfR0dCxKCvfX1dwN4yIDMEScG5wY0k0kkxImWspDNveRBD4bkfJMcKtDn3YETmCJeDc8F6SaH3kljIGzZytZyvCkIOuYRifiT6Znqo9S5QQWYIl4DwADItTJdkOkNtLRF4DiZrCoD10SEBBNLoN4599PX9LvCgj8gRLhvNg6GI+SZINhyNBjhAOstGkJyw6GzrVUpFHKhp4vpuN2KxcoEARLBnOA1vojB6ScPRRqeQMyFZGDgLI9sjwpVBKkDTrVSKPVIsZ8voyFpcTJhRYguWH80DnOUNBko6YZyrilUwaOCCLOluCyrzcVrhnNsuxTuTpT2zXJo2V8ru3BvEbooj/A5ur0z5vFpkOAAAAAElFTkSuQmCC</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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sTj2DyAs0mH9q6OnoRwGhV6jtSBW4i4t7NqQ1vQFD6FyDuHTU/LwmQCPTymwpJ4/ZtQjnLH3jgAS9p1xHawinZF7+oEay9KMn3OPvss3udwyMukKSGNfaSLmkAPs9ohHqtQPZQGE477TQvlCcvgo6BwIktVzYwPcil5OZzCLgEpx7SCeYURAnQwUQfKIcuIiJJpYceemisPYRdxXsQH5VYyrKeOHY0ILVI2HjjjQM/jwTBcr4I6CHbChS8q0oB4fHjx5dx2HoEczo9snymJAArLx0QhYA9IiQgRlTkKFIC0gMJGyzFcfkAyEr8FckfrFJZSAQB26Sowm5t2za8fEW6nWoU3kVRBFvF1VHRili6R8Vi4cJhdGMkiwMrI4RapkVFWNT0XXbZxatvb5YZUChqcYF9F5TMEbVqbSLwONVMGmNYwE7qfBFJAHGSgGU/7o0k4cEE+yHc8n4FRNyopNq0ynoYUO+DFhGqinQTxvJwi9usjWzBt3mBIBs5TTQBfkOcvUnrYeEWQfVWIyMGdljVQBDki8wCCguzMNGjHgD6HuHcFYufdwk41QaCtbZ9JO5wbKUgb38UcCklJRjeAdLCGDmYNpEIgrKiFYrKjsaQJ43NLFGA/kZUBnU0qmLsl4DWTgiGLRVWIxVjmNBowm0wutGUMPDRuJj60gD/IQQ77rjjvOkxKoQHwxz7LEsihgnE2qAaGEgmOM5xU+nSSROCfYKxksOwN4FDm3AbbCd9Vw30GuLamcLS3vlIHBQFIZ4fIDISYRCUOIF7ihUmckJeEEHBwiUotp90ORo3C4sRVdagicAjWKvYt+UAsVemjw7lnIuOYzsMWaYVU9fiOwi3prJhEEj4KIJgeASoraqXkzJBGSlCmpsYwVpBMKsBhkGefKbMKHIVCYTXMIIRCcsoWkQxN76HIEM2XjClEUjF648++mju49QYmlsdwZgyMNR1YBelyf7JC+wjFgpBehjBjrvuuqu3AMkLRmX2liTEBu8EiwhcV/xebqY8iRfYi9iXtoveWYA3giUvdpUSqOn6Bp8AHSyrYY3PkuU/gioyBCHAcS4lFhGQTC9UpwPbiZCauH2MkgIPgR7BUASIiCX1DZ9nCRWm82BOCGatLKaZ00fUQ1RceRgwyHEtEUOmK+TTpk3zDHtWjVEEYdEQRjDsIkKzSYqoKrihqDxN0gblCWoILaz6M0xfI3d22n0YmWYx1M1QZEDBEWwb7LyddtopVAogdp+pCrE3CFRKhPgEPFYR3EiA6BGc+HHZ7iYwD0hmDssvtQmnDrMsDmDU+SBy6WCkhBxkaIel1UNESBZki6H+E4yHvZhWe3MBsqbUYolSnthjaULKiTzBNCHhI8sMkgdWCWZupp421xD7jYDAJEAKQb2n9irBhyaeffZZb6XHdBoE3Dokp7K/UVBFmzJBAT3yFNAGuSaMyEz5SValZHlTBhTTgkVIoyKYWWbI9NfFAZGWpT9EhTwY9YT0qHLiZkQGthqdQUZOkA8QnYr/haVuUdeLkbBqJEOro3HugOvISE0sXNymEgQAKB2StMAsAnYeWCUYUxKrHqVwpy1ei38RrYrMGJ0w1HiAZNSTMOuD4eBGBgnSvpASeB3lPczoh2QUGGFKsune4bxZmLDwSQI2ZtDrZzCSsfAhIIAkYXM040bkhiL9T4EUwUZFMEYeoikxwIGq05AGYalbaEv4/6gybZKMi06HQBQTaEmMfgQr4iM0ZRTAyhKBlqJxZIInAfIJ/k+m4jhwE2BDce677757ou/HRsTIX3/99eu9zjWgkY1F3D0F+HCN4SkJyhNwDetGPhKBIhhTHiQrypBmVYpQCtnM8Bs6I4hggDsY1w7kJ4QoKKaeUZeREi2PUgJxIw3vwfWEvzGqfhfnSbYRJEuzCy8h3tijmAnYVSYolEKLAoss15EdEGyqsKiFYdMwxakpiUfS8osCzm0Klph7F2FnMU1EKehkjmNvQTDsGcihBw9CBqZoyAaRo4B4zAoV8jByhKnuFPRVG6Xin0wzZeFy4mYlRNyUgJKAzzkm2FQIxlLPGsH4QYwmGJjctaSRFUkwwFRHnL8uwmJvIG8kcWYzHdIwhiEbRCPsmkUDhEuys4eqDUv4NDdRWMqavirGWCf/IE1JTGwtSHrbbbelimkjuwhbzTF+pEcoy2x1ssZYx05gSrJhF1ADlVoM+AB1MGWkiZbAZsStREuL2Wabre455ZvCCGbuHkfMWNqaqwRUouwz6iI9BNX30MHUiN0JyRzjAwg2zcWRcPySVhYVxpwHlFoyCWbWvrAJPaAyqoq1eU64fljIpE3rZ3WOeMrvxvZj6kStZ+pEvsFmxAblxsOZX1QOQkpMUyOYEyAThJUZzwtWb9yhugGctjpOVnBMVpFJYIYGMfJRpAS7LKjGfxyw9bD7aAD3GVG0zBoVCNX2RrApZZ9FEcCYJxUNG0/BFcGIyNArJUYdlxvB3MOSEY/CcLh0CB/PE8aN31L5LiuAKY2GYIBpRhGMTrJdWAVQ/5RkYR1Rafoo70xpJjAdsNsQR8mQYmWcZUSrGBoXwfQOQci0mV1NcgqrMtPuo+5ZVMVqNDIU+L59+wb+n4UJPlNiwBB8XY3CluARjAodjMnWcyNNEIOFlECqfxGhJLrNEeYBwF4iPIe6WVmK3DFCct6sik1xF8MbYzsuF5KkYuL4jzjiiHqrT/134NBO6kaqKODU5Gbyx/wqLxTlj52VD1BAX0IgZanOBuh6ZnYeoPCHbTyFW4mcAEjGKIJanxRElTKNBa1O8buyIkwiOTB9q6kQARddi9GKEZhpHo2rEaS5TYJbSplkjeycYCpCk4gJxFJU/zTlyE0QpsOoRLJrWCIHNVMZvfBXDhs2zHs/u3okAYm97dq18xzICLGMYOySixTACJx21cZnmQ7TggRmIit4xBtR0WnU010Uwdhh02mFaYA2g6gJIVDhsWfyEAzjOixqVQeeBAiGXsQIkpRgAFKExZS5AiOfihbhRqKwHLmnFSOat2urIlhxFXdTgmU7BAOuNjtH3SfyAftH30yrVoDDWxEMVxZTPTXKqEpUIZJ5nNIJhlfYeZVDPbAvzfZ6ecBUpqazqAo8SWGet+26rFR3pCQ5Gy4oEMeGqh9Vj9Yh4NK/BKOWprQnGNKcVzrUY8TUc+wbwlNsVUVWJTsBTu40YCqndgbRGpwntTAw/lVhF1Z+qOiEJGETshrEQV1EDQwFbg7Cg1iB63mnLJhYKNmo1J0SL8ApnujxYBNECQTTbSY6niU+zltcH0mD8dJCxaexTWDSWvSQH0GVTgyqdaFAACPKPK1jx46epEF9DOwkbL88eyDpIDsL5V/fgJWRlEDDChBsgnqiE4x9WY5xeRaUvdT3e2RVpiIDiuqIIBDag2ZFcdw4tworXJzKxIVlrVoIITHCGXVwK7EZatr0vSCwAiaSRN8jnCiLCqBujx/9ihH+ScllJ7t9APSoIKER2KxdwSoMrSkuspZVLaNO2lyCMOCIJpKW9Dq0PypR5wFTJXqZTrAKVFaEQ3WhxHUEY28ZOYIwtDmTK7g4bGBApCbuFb0jbe4KRidHgZAX6lkgYRRVCVEHZgGaHzUncC3lgXmDlhDzZWKC2qcImGM+9Y+cEYy0fwU9tJl0t7IiAvAFMrrha7QJIipwNxE9kRWQn4WGDqotlox6NbRMgjF30rNO94wkkkAf2hEzywAF6YjxN7OUkgDfIgF+iLZMveomwf2jJBFIhSHOb+V/ZAHlAWHoqny7AvkPJQLu1NtjsR7B2KlU3hVU7Xeq6rPU1qciVl2uAcmpjJiGXJCKqR2bDhdUnBShNrcvapQhY1sHN0fa8OuCMV7f7RYELYvwEjslmJm+5TqKAHLjHI8KddZBVC7hNCTwpt0nvCgglyBJKCDvILyWHMXaIMIgiGDsHk5cc8uA/1mB6SJKksVTJJAPwracMUGeJ6vfIqoiZgV6oV4ygJGRpA6zVINjwJkGO883IJi8A/6Ud/RI+fR483+2YOb4UXnQFQi9SbJdMSCLJ02tf1tAU1OeCOQcBOAKRL+OhDvmi2HKIfI2paGd+CbNacZcGdkEZZ1IkogDReqqQC4wZMgQLzyIQAFKOVUASACBLpFAgkkmfihHsTHCkS1mTjckpGL4EzVgE2RiJ3FHYTxTbr0qwBVUAXeQjjFwJugfUb6PIcIRwYJkCfY1sk0w5ayOAitDbK4KpIBVGUPC/hFKMHlBn5Wj2ET5tOEWFgUjKDyYGDESRm1upJkkFoyICKJGXQFvBk5yNDlsU+K70NYoVFzRAsAT4UrYP+O8t+wsYJ1ghLSQQKoMV4B0QMmizp07W9N24lLu1bm5AL+XUGxWqXqOpcKZZ57p3XRRlXtKQvjuEyKGYJKZj7gYxdjWeNSoUV7Egg4KieCTJPqAuhb47ZiysD+CRE06CbmBoDsSKVghUm+CJBBCsyGsEjtBksDAIkpNQRjIHCUgq2ItKgmFzzDCkgPA7+Ja8Buoe5E2hs0iGL0i08GSxJ84GcUoGMcdahaEw5lLTJVeZpz3khVkgswkwmF0QDKKBLPzGqMA6jcVECEXSRxxCCpQZ4JVKIF+lO9kSldCMdV5iMjgmETuEtIcBoTSoA1YqfaDvxICEtTIb8dFVBFEjl4glmD+KIaA1qWQUwoBy23UcTKN4hA2ZRJJgNiIzy+omjREIKyY8piUUUqSF0lochw4HtlRNHyMjFTEyuslAqhmmAWMVtwcRMVCMCIwGM2K2g46B8bFjV4gaQQdt1ZHYVkX4+5ktEFZj3pPWM4j0wsNmYOQGDZuQIYwd6Sl0AgLC0ZMyguE7esNiN1iZImaTpmC2YiLTCVivmg6mNrR0bICJzq2GUIvmqFZvbsEoHvF73ctEhJMMvVNOYoNl08H5DmrBMfxaj1wtyJq6nth41imo/H/xYGVF8Y5jexphEniznSQ4U1pcFZs2GZBZTQBqzpqSZg7uZmArBAJQ12fVlmB8r8k03EUSNSlPi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</Swatch>
  </swatchLibrary>
</Fixture>