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LightSky Super Scope Color (LightSky_Super Scope Color.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Super Scope Color" ShortName="SprScpCol" Company="LightSky" Version="2">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>cada4bc6-3c12-4d12-85bb-c64c8a37231c</Thumbnail>
  <History Date="21-08-25" Author="Nic Morris" Comment="Created (remarkably similar to Robe. gobo images are in standard Robe format and charts contain functions that reference Robe intellectual property...)" Version="0" />
  <History Date="22-08-25" Author="Nic Morris" Comment="Fixed 60 DMX (RGB) channel mapping.  Fixed gobo 2 rot index conditions." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="bb6b5b41-72c6-4671-875a-6845553cd88a" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~2" />
      <Function ID="2" Name="Max" Display="'Max'" Dmx="1~1" />
      <Function ID="3" Name="Standard" Display="'Standard'" Dmx="0~0" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="DMX Input DMX" Display="'DMX Input DMX'" Dmx="10~14" />
      <Function ID="3" Name="DMX Input Art-Net" Display="'DMX Input Art-Net'" Dmx="15~19" />
      <Function ID="4" Name="Display Backlight On" Display="'Display Backlight On'" Dmx="20~24" />
      <Function ID="5" Name="Display Backlight Auto" Display="'Display Backlight Auto'" Dmx="25~29" />
      <Function ID="6" Name="Zoom Invert" Display="'Zoom Invert'" Dmx="30~34" />
      <Function ID="7" Name="Zoom Forward" Display="'Zoom Forward'" Dmx="35~39" />
      <Function ID="8" Name="P/T Mode Speed" Display="'P/T Mode Speed'" Dmx="40~44" />
      <Function ID="9" Name="P/T Mode Time" Display="'P/T Mode Time'" Dmx="45~49" />
      <Function ID="10" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="50~54" />
      <Function ID="11" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="55~59" />
      <Function ID="12" Name="Fan Silent" Display="'Fan Silent'" Dmx="70~74" />
      <Function ID="13" Name="Fan Standard" Display="'Fan Standard'" Dmx="75~79" />
      <Function ID="14" Name="Fan High Output" Display="'Fan High Output'" Dmx="80~84" />
      <Function ID="15" Name="DMX State Black" Display="'DMX State Black'" Dmx="85~89" />
      <Function ID="16" Name="DMX State Hold" Display="'DMX State Hold'" Dmx="90~94" />
      <Function ID="17" Name="LED Cal Off" Display="'LED Cal Off'" Dmx="95~99" />
      <Function ID="18" Name="LED Cal On" Display="'LED Cal On'" Dmx="100~104" />
      <Function ID="19" Name="Parking Pos On" Display="'Parking Pos On'" Dmx="120~124" />
      <Function ID="20" Name="Parking Pos Off" Display="'Parking Pos Off'" Dmx="125~129" />
      <Function ID="21" Name="Reset All" Display="'Reset All'" Dmx="130~139" />
      <Function ID="22" Name="Reset All except P/T" Display="'Reset All except P/T'" Dmx="140~149" />
      <Function ID="23" Name="Reset Gobo/Effect" Display="'Reset Gobo/Effect'" Dmx="160~169" />
      <Function ID="24" Name="Reset Zoom/Focus/Frost/Prism" Display="'Reset Zoom/Focus/Frost/Prism'" Dmx="180~189" />
      <Function ID="25" Name="Reset Iris/Framing" Display="'Reset Iris/Framing'" Dmx="190~199" />
      <Function ID="26" Name="Reset All" Display="'Reset All'" Dmx="200~209" />
      <Function ID="27" Name="Green Correction Cal" Display="'Green Correction Cal'" Dmx="210~211" />
      <Function ID="28" Name="Gobo Rot to Gobo Index Transition Max Spd+Shortcut" Display="'Gobo Rot to Gobo Index Transition Max Spd+Shortcut'" Dmx="219~220" />
      <Function ID="29" Name="Gobo Rot to Gobo Index Transition Follow Spd+Direction" Display="'Gobo Rot to Gobo Index Transition Follow Spd+Direction'" Dmx="221~222" />
      <Function ID="30" Name="Gobo Rot to Gobo Index Transition Max Spd+Follow Direction" Display="'Gobo Rot to Gobo Index Transition Max Spd+Follow Direction'" Dmx="223~224" />
      <Function ID="31" Name="RoboSpot Enabled" Display="'RoboSpot Enabled'" Dmx="225~229" />
      <Function ID="32" Name="RoboSpot Disabled except handle faders+P/T" Display="'RoboSpot Disabled except handle faders+P/T'" Dmx="230~234" />
      <Function ID="33" Name="RoboSpot Full Disabled" Display="'RoboSpot Full Disabled'" Dmx="235~239" />
      <Function ID="34" Name="Quiet Mode Disabled" Display="'Quiet Mode Disabled'" Dmx="240~240" />
      <Function ID="35" Name="Quiet Mode Fan Noise" Display="'Quiet Mode Fan Noise %.f%%',0~100" Dmx="241~255" />
    </Attribute>
    <Attribute ID="LED_Freq_Sel" Name="LED Freq Sel" Description="" Group="S">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="4000Hz" Display="'4000Hz'" Dmx="5~9" />
      <Function ID="3" Name="8000Hz" Display="'8000Hz'" Dmx="10~10" />
      <Function ID="4" Name="16000Hz" Display="'16000Hz'" Dmx="15~19" />
      <Function ID="5" Name="25000Hz" Display="'25000Hz'" Dmx="20~24" />
      <Function ID="6" Name="Reserved" Display="'Reserved %.f',30~255" Dmx="30~255" />
    </Attribute>
    <Attribute ID="LED_Freq_Adj" Name="LED Freq Adj" Description="" Group="S">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Selected" Display="'Selected'" Dmx="0~0" />
      <Function ID="2" Name="-" Display="'- %.f',126~1" Dmx="2~127" />
      <Function ID="3" Name="Selected" Display="'Selected'" Dmx="128~128" />
      <Function ID="4" Name="+" Display="'+ %.f',1~126" Dmx="129~254" />
      <Function ID="5" Name="Selected" Display="'Selected'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Col_Functions" Name="Col Functions" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Col Mixing Mode CMY" Display="'Col Mixing Mode CMY'" Dmx="40~44" />
      <Function ID="3" Name="Col Mixing Mode RGB" Display="'Col Mixing Mode RGB'" Dmx="45~49" />
      <Function ID="4" Name="Dim Square" Display="'Dim Square'" Dmx="50~54" />
      <Function ID="5" Name="Dim Linear" Display="'Dim Linear'" Dmx="55~59" />
      <Function ID="6" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="60~64" />
      <Function ID="7" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="65~69" />
      <Function ID="8" Name="Tungsten Effect Simulation (750W/80V)" Display="'Tungsten Effect Simulation (750W/80V)'" Dmx="80~84" />
      <Function ID="9" Name="Tungsten Effect Simulation (1000W/240V)" Display="'Tungsten Effect Simulation (1000W/240V)'" Dmx="85~89" />
      <Function ID="10" Name="Tungsten Effect Simulation (1200W/240V)" Display="'Tungsten Effect Simulation (1200W/240V)'" Dmx="90~94" />
      <Function ID="11" Name="Tungsten Effect Simulation (2000W/230V)" Display="'Tungsten Effect Simulation (2000W/230V)'" Dmx="95~99" />
      <Function ID="12" Name="Tungsten Effect Simulation (2500W/230V)" Display="'Tungsten Effect Simulation (2500W/230V)'" Dmx="100~104" />
      <Function ID="13" Name="Tungsten Effect Simulation Off" Display="'Tungsten Effect Simulation Off'" Dmx="105~109" />
      <Function ID="14" Name="Chromatic White On" Display="'Chromatic White On'" Dmx="115~119" />
      <Function ID="15" Name="Chromatic White Off" Display="'Chromatic White Off'" Dmx="120~124" />
      <Function ID="16" Name="Light Output Stability On" Display="'Light Output Stability On'" Dmx="125~129" />
      <Function ID="17" Name="Light Output Stability Off" Display="'Light Output Stability Off'" Dmx="130~134" />
      <Function ID="18" Name="Uniformity On" Display="'Uniformity On'" Dmx="135~139" />
      <Function ID="19" Name="Uniformity Off" Display="'Uniformity Off'" Dmx="140~144" />
    </Attribute>
    <Attribute ID="CRI" Name="CRI" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CRI" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Virtual_Col" Name="Virtual Col" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Filter 4 Med Bastard Amb" Display="'Filter 4 Med Bastard Amb'" Dmx="1~2" Colour="0,0,0" />
      <Function ID="3" Name="Filter 10 Med Yellow" Display="'Filter 10 Med Yellow'" Dmx="3~4" Colour="0,0,0" />
      <Function ID="4" Name="Filter 19 Fire" Display="'Filter 19 Fire'" Dmx="5~6" Colour="0,0,0" />
      <Function ID="5" Name="Filter 26 Bright Red" Display="'Filter 26 Bright Red'" Dmx="7~8" Colour="0,0,0" />
      <Function ID="6" Name="Filter 58 Lavender" Display="'Filter 58 Lavender'" Dmx="9~10" Colour="0,0,0" />
      <Function ID="7" Name="Filter 68 Sky Blue" Display="'Filter 68 Sky Blue'" Dmx="11~12" Colour="0,0,0" />
      <Function ID="8" Name="Filter 71 Tokyo Blue" Display="'Filter 71 Tokyo Blue'" Dmx="13~14" Colour="0,0,0" />
      <Function ID="9" Name="Filter 79 Just Blue" Display="'Filter 79 Just Blue'" Dmx="15~16" Colour="0,0,0" />
      <Function ID="10" Name="Filter 88 Lime Green" Display="'Filter 88 Lime Green'" Dmx="17~18" Colour="0,0,0" />
      <Function ID="11" Name="Filter 90 Dk Yellow Green" Display="'Filter 90 Dk Yellow Green'" Dmx="19~20" Colour="0,0,0" />
      <Function ID="12" Name="Filter 100 Spring Yellow" Display="'Filter 100 Spring Yellow'" Dmx="21~22" Colour="0,0,0" />
      <Function ID="13" Name="Filter 101 Yellow" Display="'Filter 101 Yellow'" Dmx="23~24" Colour="0,0,0" />
      <Function ID="14" Name="Filter 102 Light Amber" Display="'Filter 102 Light Amber'" Dmx="25~26" Colour="0,0,0" />
      <Function ID="15" Name="Filter 103 Straw" Display="'Filter 103 Straw'" Dmx="27~28" Colour="0,0,0" />
      <Function ID="16" Name="Filter 104 Deep Amber" Display="'Filter 104 Deep Amber'" Dmx="29~30" Colour="0,0,0" />
      <Function ID="17" Name="Filter 105 Orange" Display="'Filter 105 Orange'" Dmx="31~32" Colour="0,0,0" />
      <Function ID="18" Name="Filter 106 Primary Red" Display="'Filter 106 Primary Red'" Dmx="33~34" Colour="0,0,0" />
      <Function ID="19" Name="Filter 111 Dark Pink" Display="'Filter 111 Dark Pink'" Dmx="35~36" Colour="0,0,0" />
      <Function ID="20" Name="Filter 115 Peacock Blue" Display="'Filter 115 Peacock Blue'" Dmx="37~38" Colour="0,0,0" />
      <Function ID="21" Name="Filter 116 Med Blue Green" Display="'Filter 116 Med Blue Green'" Dmx="39~40" Colour="0,0,0" />
      <Function ID="22" Name="Filter 117 Steel Blue" Display="'Filter 117 Steel Blue'" Dmx="41~42" Colour="0,0,0" />
      <Function ID="23" Name="Filter 118 Light Blue" Display="'Filter 118 Light Blue'" Dmx="43~44" Colour="0,0,0" />
      <Function ID="24" Name="Filter 119 Dark Blue" Display="'Filter 119 Dark Blue'" Dmx="45~46" Colour="0,0,0" />
      <Function ID="25" Name="Filter 120 Deep Blue" Display="'Filter 120 Deep Blue'" Dmx="47~48" Colour="0,0,0" />
      <Function ID="26" Name="Filter 121 Filter Green" Display="'Filter 121 Filter Green'" Dmx="49~50" Colour="0,0,0" />
      <Function ID="27" Name="Filter 128 Bright Pink" Display="'Filter 128 Bright Pink'" Dmx="51~52" Colour="0,0,0" />
      <Function ID="28" Name="Filter 131 Marine Blue" Display="'Filter 131 Marine Blue'" Dmx="53~54" Colour="0,0,0" />
      <Function ID="29" Name="Filter 132 Medium Blue" Display="'Filter 132 Medium Blue'" Dmx="55~56" Colour="0,0,0" />
      <Function ID="30" Name="Filter 134 Golden Amber" Display="'Filter 134 Golden Amber'" Dmx="57~58" Colour="0,0,0" />
      <Function ID="31" Name="Filter 135 Deep Golden Amber" Display="'Filter 135 Deep Golden Amber'" Dmx="59~60" Colour="0,0,0" />
      <Function ID="32" Name="Filter 136 Pale Lavender" Display="'Filter 136 Pale Lavender'" Dmx="61~62" Colour="0,0,0" />
      <Function ID="33" Name="Filter 137 Special Lavender" Display="'Filter 137 Special Lavender'" Dmx="63~64" Colour="0,0,0" />
      <Function ID="34" Name="Filter 138 Pale Green" Display="'Filter 138 Pale Green'" Dmx="65~66" Colour="0,0,0" />
      <Function ID="35" Name="Filter 139 Primary Green" Display="'Filter 139 Primary Green'" Dmx="67~68" Colour="0,0,0" />
      <Function ID="36" Name="Filter 141 Bright Blue" Display="'Filter 141 Bright Blue'" Dmx="69~70" Colour="0,0,0" />
      <Function ID="37" Name="Filter 147 Apricot" Display="'Filter 147 Apricot'" Dmx="71~72" Colour="0,0,0" />
      <Function ID="38" Name="Filter 148 Bright Rose" Display="'Filter 148 Bright Rose'" Dmx="73~74" Colour="0,0,0" />
      <Function ID="39" Name="Filter 152 Pale Gold" Display="'Filter 152 Pale Gold'" Dmx="75~76" Colour="0,0,0" />
      <Function ID="40" Name="Filter 154 Pale Rose" Display="'Filter 154 Pale Rose'" Dmx="77~78" Colour="0,0,0" />
      <Function ID="41" Name="Filter 157 Pink" Display="'Filter 157 Pink'" Dmx="79~80" Colour="0,0,0" />
      <Function ID="42" Name="Filter 158 Deep Orange" Display="'Filter 158 Deep Orange'" Dmx="81~82" Colour="0,0,0" />
      <Function ID="43" Name="Filter 162 Bastard Amber" Display="'Filter 162 Bastard Amber'" Dmx="83~84" Colour="0,0,0" />
      <Function ID="44" Name="Filter 164 Flame Red" Display="'Filter 164 Flame Red'" Dmx="85~86" Colour="0,0,0" />
      <Function ID="45" Name="Filter 165 Daylight Blue" Display="'Filter 165 Daylight Blue'" Dmx="87~88" Colour="0,0,0" />
      <Function ID="46" Name="Filter 169 Lilac Tint" Display="'Filter 169 Lilac Tint'" Dmx="89~90" Colour="0,0,0" />
      <Function ID="47" Name="Filter 170 Deep Lavender" Display="'Filter 170 Deep Lavender'" Dmx="91~92" Colour="0,0,0" />
      <Function ID="48" Name="Filter 172 Lagoon Blue" Display="'Filter 172 Lagoon Blue'" Dmx="93~94" Colour="0,0,0" />
      <Function ID="49" Name="Filter 179 Chrome Orange" Display="'Filter 179 Chrome Orange'" Dmx="95~96" Colour="0,0,0" />
      <Function ID="50" Name="Filter 180 Dark Lavender" Display="'Filter 180 Dark Lavender'" Dmx="97~98" Colour="0,0,0" />
      <Function ID="51" Name="Filter 181 Congo Blue" Display="'Filter 181 Congo Blue'" Dmx="99~100" Colour="0,0,0" />
      <Function ID="52" Name="Filter 197 Alice Blue" Display="'Filter 197 Alice Blue'" Dmx="101~102" Colour="0,0,0" />
      <Function ID="53" Name="Filter 201 Full CT Blue" Display="'Filter 201 Full CT Blue'" Dmx="103~104" Colour="0,0,0" />
      <Function ID="54" Name="Filter 202 Half CT Blue" Display="'Filter 202 Half CT Blue'" Dmx="105~106" Colour="0,0,0" />
      <Function ID="55" Name="Filter 203 Quarter CT Blue" Display="'Filter 203 Quarter CT Blue'" Dmx="107~108" Colour="0,0,0" />
      <Function ID="56" Name="Filter 204 Full CT Orange" Display="'Filter 204 Full CT Orange'" Dmx="109~110" Colour="0,0,0" />
      <Function ID="57" Name="Filter 205 Half CT Orange" Display="'Filter 205 Half CT Orange'" Dmx="111~112" Colour="0,0,0" />
      <Function ID="58" Name="Filter 206 Quarter CT Orange" Display="'Filter 206 Quarter CT Orange'" Dmx="113~114" Colour="0,0,0" />
      <Function ID="59" Name="Filter 247 Filter Minus Green" Display="'Filter 247 Filter Minus Green'" Dmx="115~116" Colour="0,0,0" />
      <Function ID="60" Name="Filter 248 Half Minus Green" Display="'Filter 248 Half Minus Green'" Dmx="117~118" Colour="0,0,0" />
      <Function ID="61" Name="Filter 281 Three Quarter CT Blue" Display="'Filter 281 Three Quarter CT Blue'" Dmx="119~120" Colour="0,0,0" />
      <Function ID="62" Name="Filter 285 Three Quarter CT Orange" Display="'Filter 285 Three Quarter CT Orange'" Dmx="121~122" Colour="0,0,0" />
      <Function ID="63" Name="Filter 352 Glacier Blue" Display="'Filter 352 Glacier Blue'" Dmx="123~124" Colour="0,0,0" />
      <Function ID="64" Name="Filter 353 Lighter Blue" Display="'Filter 353 Lighter Blue'" Dmx="125~126" Colour="0,0,0" />
      <Function ID="65" Name="Filter 715 Cabana Blue" Display="'Filter 715 Cabana Blue'" Dmx="127~128" Colour="0,0,0" />
      <Function ID="66" Name="Filter 778 Millennium Gold" Display="'Filter 778 Millennium Gold'" Dmx="129~130" Colour="0,0,0" />
      <Function ID="67" Name="Filter 793 Vanity Fair" Display="'Filter 793 Vanity Fair'" Dmx="131~132" Colour="0,0,0" />
      <Function ID="68" Name="Multicolour 1/101 Purple Peony" Display="'Multicolour 1/101 Purple Peony'" Dmx="133~133" Colour="0,0,0" />
      <Function ID="69" Name="Multicolour 2/104 Magenta" Display="'Multicolour 2/104 Magenta'" Dmx="134~134" Colour="0,0,0" />
      <Function ID="70" Name="Multicolour 3/105 Peach Pink" Display="'Multicolour 3/105 Peach Pink'" Dmx="135~135" Colour="0,0,0" />
      <Function ID="71" Name="Multicolour 4/106 Purple rose" Display="'Multicolour 4/106 Purple rose'" Dmx="136~136" Colour="0,0,0" />
      <Function ID="72" Name="Multicolour 5/107 Bright Crape Myrtle" Display="'Multicolour 5/107 Bright Crape Myrtle'" Dmx="137~137" Colour="0,0,0" />
      <Function ID="73" Name="Multicolour 6/109 Cherry Purple" Display="'Multicolour 6/109 Cherry Purple'" Dmx="138~138" Colour="0,0,0" />
      <Function ID="74" Name="Multicolour 7/110 Azalea Purple" Display="'Multicolour 7/110 Azalea Purple'" Dmx="139~139" Colour="0,0,0" />
      <Function ID="75" Name="Multicolour 8/111 Pomegranate Skirt" Display="'Multicolour 8/111 Pomegranate Skirt'" Dmx="140~140" Colour="0,0,0" />
      <Function ID="76" Name="Multicolour 9/112 Lotus Red" Display="'Multicolour 9/112 Lotus Red'" Dmx="141~141" Colour="0,0,0" />
      <Function ID="77" Name="Multicolour 10/113 Wild Rose Pink" Display="'Multicolour 10/113 Wild Rose Pink'" Dmx="142~142" Colour="0,0,0" />
      <Function ID="78" Name="Multicolour 11/114 Ravishing Red" Display="'Multicolour 11/114 Ravishing Red'" Dmx="143~143" Colour="0,0,0" />
      <Function ID="79" Name="Multicolour 12/115 Pink Coral" Display="'Multicolour 12/115 Pink Coral'" Dmx="144~144" Colour="0,0,0" />
      <Function ID="80" Name="Multicolour 13/116 Crape Myrtle" Display="'Multicolour 13/116 Crape Myrtle'" Dmx="145~145" Colour="0,0,0" />
      <Function ID="81" Name="Multicolour 14/118 Redbud Purple" Display="'Multicolour 14/118 Redbud Purple'" Dmx="146~146" Colour="0,0,0" />
      <Function ID="82" Name="Multicolour 15/119 Light Pink" Display="'Multicolour 15/119 Light Pink'" Dmx="147~147" Colour="0,0,0" />
      <Function ID="83" Name="Multicolour 16/120 Elegant pink" Display="'Multicolour 16/120 Elegant pink'" Dmx="148~148" Colour="0,0,0" />
      <Function ID="84" Name="Multicolour 17/121 Light Lilac" Display="'Multicolour 17/121 Light Lilac'" Dmx="149~149" Colour="0,0,0" />
      <Function ID="85" Name="Multicolour 18/123 Light Hibiscus" Display="'Multicolour 18/123 Light Hibiscus'" Dmx="150~150" Colour="0,0,0" />
      <Function ID="86" Name="Multicolour 19/124 Root White" Display="'Multicolour 19/124 Root White'" Dmx="151~151" Colour="0,0,0" />
      <Function ID="87" Name="Multicolour 20/203 Red Rose" Display="'Multicolour 20/203 Red Rose'" Dmx="152~152" Colour="0,0,0" />
      <Function ID="88" Name="Multicolour 21/208 Dawn Red" Display="'Multicolour 21/208 Dawn Red'" Dmx="153~153" Colour="0,0,0" />
      <Function ID="89" Name="Multicolour 22/210 Bright Rose" Display="'Multicolour 22/210 Bright Rose'" Dmx="154~154" Colour="0,0,0" />
      <Function ID="90" Name="Multicolour 23/211 Carmine Red" Display="'Multicolour 23/211 Carmine Red'" Dmx="155~155" Colour="0,0,0" />
      <Function ID="91" Name="Multicolour 24/212 Sunset Red" Display="'Multicolour 24/212 Sunset Red'" Dmx="156~156" Colour="0,0,0" />
      <Function ID="92" Name="Multicolour 25/213 Light Peach Pink" Display="'Multicolour 25/213 Light Peach Pink'" Dmx="157~157" Colour="0,0,0" />
      <Function ID="93" Name="Multicolour 26/214 Ling Xiao" Display="'Multicolour 26/214 Ling Xiao'" Dmx="158~158" Colour="0,0,0" />
      <Function ID="94" Name="Multicolour 27/215 Light Crimson" Display="'Multicolour 27/215 Light Crimson'" Dmx="159~159" Colour="0,0,0" />
      <Function ID="95" Name="Multicolour 28/216 Cherry Red" Display="'Multicolour 28/216 Cherry Red'" Dmx="160~160" Colour="0,0,0" />
      <Function ID="96" Name="Multicolour 29/218 Orange Pink" Display="'Multicolour 29/218 Orange Pink'" Dmx="161~161" Colour="0,0,0" />
      <Function ID="97" Name="Multicolour 30/220 Begonia Red" Display="'Multicolour 30/220 Begonia Red'" Dmx="162~162" Colour="0,0,0" />
      <Function ID="98" Name="Multicolour 31/221 Yang Fei Red" Display="'Multicolour 31/221 Yang Fei Red'" Dmx="163~163" Colour="0,0,0" />
      <Function ID="99" Name="Multicolour 32/222 Apricot White" Display="'Multicolour 32/222 Apricot White'" Dmx="164~164" Colour="0,0,0" />
      <Function ID="100" Name="Multicolour 33/305 Amber" Display="'Multicolour 33/305 Amber'" Dmx="165~165" Colour="0,0,0" />
      <Function ID="101" Name="Multicolour 34/308 Realgar" Display="'Multicolour 34/308 Realgar'" Dmx="166~166" Colour="0,0,0" />
      <Function ID="102" Name="Multicolour 35/309 Sea Breeze Pink" Display="'Multicolour 35/309 Sea Breeze Pink'" Dmx="167~167" Colour="0,0,0" />
      <Function ID="103" Name="Multicolour 36/311 Light Vermilion" Display="'Multicolour 36/311 Light Vermilion'" Dmx="168~168" Colour="0,0,0" />
      <Function ID="104" Name="Multicolour 37/312 Light Wheat Yellow" Display="'Multicolour 37/312 Light Wheat Yellow'" Dmx="169~169" Colour="0,0,0" />
      <Function ID="105" Name="Multicolour 38/405 Bright Amber" Display="'Multicolour 38/405 Bright Amber'" Dmx="170~170" Colour="0,0,0" />
      <Function ID="106" Name="Multicolour 39/406 Wheat Yellow" Display="'Multicolour 39/406 Wheat Yellow'" Dmx="171~171" Colour="0,0,0" />
      <Function ID="107" Name="Multicolour 40/407 Tangerine Yellow" Display="'Multicolour 40/407 Tangerine Yellow'" Dmx="172~172" Colour="0,0,0" />
      <Function ID="108" Name="Multicolour 41/408 Light Yellow" Display="'Multicolour 41/408 Light Yellow'" Dmx="173~173" Colour="0,0,0" />
      <Function ID="109" Name="Multicolour 42/409 Moon White" Display="'Multicolour 42/409 Moon White'" Dmx="174~174" Colour="0,0,0" />
      <Function ID="110" Name="Multicolour 43/410 Bright Yellow" Display="'Multicolour 43/410 Bright Yellow'" Dmx="175~175" Colour="0,0,0" />
      <Function ID="111" Name="Multicolour 44/411 Pear Yellow" Display="'Multicolour 44/411 Pear Yellow'" Dmx="176~176" Colour="0,0,0" />
      <Function ID="112" Name="Multicolour 45/412 Ivory White" Display="'Multicolour 45/412 Ivory White'" Dmx="177~177" Colour="0,0,0" />
      <Function ID="113" Name="Multicolour 46/503 Vivid Green" Display="'Multicolour 46/503 Vivid Green'" Dmx="178~178" Colour="0,0,0" />
      <Function ID="114" Name="Multicolour 47/505 Green Mustard" Display="'Multicolour 47/505 Green Mustard'" Dmx="179~179" Colour="0,0,0" />
      <Function ID="115" Name="Multicolour 48/506 Chive Yellow" Display="'Multicolour 48/506 Chive Yellow'" Dmx="180~180" Colour="0,0,0" />
      <Function ID="116" Name="Multicolour 49/507 Bright Yellow-Green" Display="'Multicolour 49/507 Bright Yellow-Green'" Dmx="181~181" Colour="0,0,0" />
      <Function ID="117" Name="Multicolour 50/508 Pine Pollen Yellow" Display="'Multicolour 50/508 Pine Pollen Yellow'" Dmx="182~182" Colour="0,0,0" />
      <Function ID="118" Name="Multicolour 51/509 Pale White" Display="'Multicolour 51/509 Pale White'" Dmx="183~183" Colour="0,0,0" />
      <Function ID="119" Name="Multicolour 52/510 Pale Cyan" Display="'Multicolour 52/510 Pale Cyan'" Dmx="184~184" Colour="0,0,0" />
      <Function ID="120" Name="Multicolour 53/601 Emerald Green" Display="'Multicolour 53/601 Emerald Green'" Dmx="185~185" Colour="0,0,0" />
      <Function ID="121" Name="Multicolour 54/609 Verdant" Display="'Multicolour 54/609 Verdant'" Dmx="186~186" Colour="0,0,0" />
      <Function ID="122" Name="Multicolour 55/610 Light Emerald Blue" Display="'Multicolour 55/610 Light Emerald Blue'" Dmx="187~187" Colour="0,0,0" />
      <Function ID="123" Name="Multicolour 56/611 Jade Green" Display="'Multicolour 56/611 Jade Green'" Dmx="188~188" Colour="0,0,0" />
      <Function ID="124" Name="Multicolour 57/612 lotus Green" Display="'Multicolour 57/612 lotus Green'" Dmx="189~189" Colour="0,0,0" />
      <Function ID="125" Name="Multicolour 58/613 Apple Green" Display="'Multicolour 58/613 Apple Green'" Dmx="190~190" Colour="0,0,0" />
      <Function ID="126" Name="Multicolour 59/614 Emerald-Tinted Green" Display="'Multicolour 59/614 Emerald-Tinted Green'" Dmx="191~191" Colour="0,0,0" />
      <Function ID="127" Name="Multicolour 60/615 Cerulean Blue" Display="'Multicolour 60/615 Cerulean Blue'" Dmx="192~192" Colour="0,0,0" />
      <Function ID="128" Name="Multicolour 61/616 Mint Green" Display="'Multicolour 61/616 Mint Green'" Dmx="193~193" Colour="0,0,0" />
      <Function ID="129" Name="Multicolour 62/707 Indigo Blue" Display="'Multicolour 62/707 Indigo Blue'" Dmx="194~194" Colour="0,0,0" />
      <Function ID="130" Name="Multicolour 63/708 Light Green" Display="'Multicolour 63/708 Light Green'" Dmx="195~195" Colour="0,0,0" />
      <Function ID="131" Name="Multicolour 64/710 Turquoise Green" Display="'Multicolour 64/710 Turquoise Green'" Dmx="196~196" Colour="0,0,0" />
      <Function ID="132" Name="Multicolour 65/711 Sinomenium Ccutum" Display="'Multicolour 65/711 Sinomenium Ccutum'" Dmx="197~197" Colour="0,0,0" />
      <Function ID="133" Name="Multicolour 66/713 Blue-Green" Display="'Multicolour 66/713 Blue-Green'" Dmx="198~198" Colour="0,0,0" />
      <Function ID="134" Name="Multicolour 67/714 Sky Blue" Display="'Multicolour 67/714 Sky Blue'" Dmx="199~199" Colour="0,0,0" />
      <Function ID="135" Name="Multicolour 68/715 Cloudy Water Blue" Display="'Multicolour 68/715 Cloudy Water Blue'" Dmx="200~200" Colour="0,0,0" />
      <Function ID="136" Name="Multicolour 69/716 Light Ink Blue" Display="'Multicolour 69/716 Light Ink Blue'" Dmx="201~201" Colour="0,0,0" />
      <Function ID="137" Name="Multicolour 70/717 Light Blue" Display="'Multicolour 70/717 Light Blue'" Dmx="202~202" Colour="0,0,0" />
      <Function ID="138" Name="719 Azure" Display="'719 Azure'" Dmx="203~203" Colour="0,0,0" />
      <Function ID="139" Name="720 Smoke Cyan" Display="'720 Smoke Cyan'" Dmx="204~204" Colour="0,0,0" />
      <Function ID="140" Name="721 Cyan Grey" Display="'721 Cyan Grey'" Dmx="205~205" Colour="0,0,0" />
      <Function ID="141" Name="801 Deep Blue" Display="'801 Deep Blue'" Dmx="206~206" Colour="0,0,0" />
      <Function ID="142" Name="807 Ink Blue" Display="'807 Ink Blue'" Dmx="207~207" Colour="0,0,0" />
      <Function ID="143" Name="808 Pale Cyan" Display="'808 Pale Cyan'" Dmx="208~208" Colour="0,0,0" />
      <Function ID="144" Name="813 Steel Blue" Display="'813 Steel Blue'" Dmx="209~209" Colour="0,0,0" />
      <Function ID="145" Name="814 Bright Blue" Display="'814 Bright Blue'" Dmx="210~210" Colour="0,0,0" />
      <Function ID="146" Name="815 Cyan Cloud" Display="'815 Cyan Cloud'" Dmx="211~211" Colour="0,0,0" />
      <Function ID="147" Name="902 Peacock Blue" Display="'902 Peacock Blue'" Dmx="212~212" Colour="0,0,0" />
      <Function ID="148" Name="903 Dark Lavender" Display="'903 Dark Lavender'" Dmx="213~213" Colour="0,0,0" />
      <Function ID="149" Name="904 Violet" Display="'904 Violet'" Dmx="214~214" Colour="0,0,0" />
      <Function ID="150" Name="906 February Orchid" Display="'906 February Orchid'" Dmx="215~215" Colour="0,0,0" />
      <Function ID="151" Name="907 Lapis Lazuli Blue" Display="'907 Lapis Lazuli Blue'" Dmx="216~216" Colour="0,0,0" />
      <Function ID="152" Name="908 Dusk Purple" Display="'908 Dusk Purple'" Dmx="217~217" Colour="0,0,0" />
      <Function ID="153" Name="909 Foggy Slate" Display="'909 Foggy Slate'" Dmx="218~218" Colour="0,0,0" />
      <Function ID="154" Name="910 Medium Lavender" Display="'910 Medium Lavender'" Dmx="219~219" Colour="0,0,0" />
      <Function ID="155" Name="911 Lavender" Display="'911 Lavender'" Dmx="220~220" Colour="0,0,0" />
      <Function ID="156" Name="912 Light Lavender" Display="'912 Light Lavender'" Dmx="221~221" Colour="0,0,0" />
      <Function ID="157" Name="1004 Datura Purple" Display="'1004 Datura Purple'" Dmx="222~222" Colour="0,0,0" />
      <Function ID="158" Name="1005 Cherry Blossom Purple" Display="'1005 Cherry Blossom Purple'" Dmx="223~223" Colour="0,0,0" />
      <Function ID="159" Name="1006 Luxury Purple" Display="'1006 Luxury Purple'" Dmx="224~224" Colour="0,0,0" />
      <Function ID="160" Name="1007 Imperial Purple" Display="'1007 Imperial Purple'" Dmx="225~225" Colour="0,0,0" />
      <Function ID="161" Name="1010 Bellflower Purple" Display="'1010 Bellflower Purple'" Dmx="226~226" Colour="0,0,0" />
      <Function ID="162" Name="1011 Lotus Purple" Display="'1011 Lotus Purple'" Dmx="227~227" Colour="0,0,0" />
      <Function ID="163" Name="1012 NI SHANG Purple" Display="'1012 NI SHANG Purple'" Dmx="228~228" Colour="0,0,0" />
      <Function ID="164" Name="1013 Strong Purple" Display="'1013 Strong Purple'" Dmx="229~229" Colour="0,0,0" />
      <Function ID="165" Name="1015 Fei Purple" Display="'1015 Fei Purple'" Dmx="230~230" Colour="0,0,0" />
      <Function ID="166" Name="1017 Silver Pink" Display="'1017 Silver Pink'" Dmx="231~231" Colour="0,0,0" />
      <Function ID="167" Name="User colour 9" Display="'User colour 9'" Dmx="232~233" Colour="0,0,0" />
      <Function ID="168" Name="User colour 10" Display="'User colour 10'" Dmx="234~235" Colour="0,0,0" />
      <Function ID="169" Name="Rainbow (w/fade)" Display="'Rainbow (w/fade) %.f%%',0~100" Dmx="236~245" Colour="0,0,0" />
      <Function ID="170" Name="Rainbow (no fade)" Display="'Rainbow (no fade) %.f%%',0~100" Dmx="246~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Lime" Name="Light Green" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lt Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,255,100" />
    </Attribute>
    <Attribute ID="CTC" Name="CTC" Description="" Group="C">
      <Locate Locate="11" PowerOn="11" />
      <Function ID="1" Name="2700K" Display="'2700K'" Dmx="255~255" Colour="255,255,255" />
      <Function ID="2" Name="2720-3180K" Display="'2720-3180K %.fK',2720~3180" Dmx="254~231" Colour="255,240,200" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="230~230" Colour="255,255,255" />
      <Function ID="4" Name="3220-4180K" Display="'3220-4180K %.fK',3220~4180" Dmx="229~181" Colour="255,240,200" />
      <Function ID="5" Name="4200K" Display="'4200K'" Dmx="180~180" Colour="255,255,255" />
      <Function ID="6" Name="4220-5580K" Display="'4220-5580K %.fK',4220~5580" Dmx="179~11" Colour="255,240,200" />
      <Function ID="7" Name="5600K" Display="'5600K'" Dmx="110~110" Colour="255,255,255" />
      <Function ID="8" Name="5622-6578K" Display="'5622-6578K %.fK',5622~6578" Dmx="109~66" Colour="255,240,200" />
      <Function ID="9" Name="6600K" Display="'6600K'" Dmx="65~65" Colour="255,255,255" />
      <Function ID="10" Name="6622-7978K" Display="'6622-7978K %.fK',7978~6622" Dmx="64~2" Colour="255,240,200" />
      <Function ID="11" Name="8000K" Display="'8000K'" Dmx="0~0" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Green_Shift" Name="Green Shift" Description="" Group="C">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="Neutral" Display="'Neutral'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="- Green" Display="'- Green %.1f%%',100.0~0.0" Dmx="1~127" Colour="0,0,0" />
      <Function ID="3" Name="Neutral" Display="'Neutral'" Dmx="128~128" Colour="0,0,0" />
      <Function ID="4" Name="+ Green" Display="'+ Green %.1f%%',0.0~100.0" Dmx="129~254" Colour="0,0,0" />
      <Function ID="5" Name="Neutral" Display="'Neutral'" Dmx="255~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CMix_Control" Name="CMix Control" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Virtual" Display="'Virtual'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Max" Display="'Max'" Dmx="10~19" Colour="0,0,0" />
      <Function ID="3" Name="Min" Display="'Min'" Dmx="20~29" Colour="0,0,0" />
      <Function ID="4" Name="Multiply" Display="'Multiply'" Dmx="30~39" Colour="0,0,0" />
      <Function ID="5" Name="Addition" Display="'Addition'" Dmx="40~49" Colour="0,0,0" />
      <Function ID="6" Name="Subtraction" Display="'Subtraction'" Dmx="50~59" Colour="0,0,0" />
      <Function ID="7" Name="Inv Subtraction" Display="'Inv Subtraction'" Dmx="60~69" Colour="0,0,0" />
      <Function ID="8" Name="White Point Off" Display="'White Point Off'" Dmx="70~79" Colour="0,0,0" />
      <Function ID="9" Name="Virtual" Display="'Virtual'" Dmx="129~129" Colour="0,0,0" />
      <Function ID="10" Name="Virtual->C-Mix" Display="'Virtual->C-Mix %.1f%%',0.0~100.0" Dmx="130~254" Colour="0,0,0" />
      <Function ID="11" Name="CMix" Display="'CMix'" Dmx="255~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo_Speed" Name="Gobo Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Beam_Speed" Name="Beam Speed" Description="" Group="S">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="255~1" />
      <Function ID="2" Name="Off" Display="'Off'" Dmx="0~0" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Index" Display="'Index %.f%%',0~100" Dmx="20~127" />
      <Function ID="3" Name="Ramp Open->Full" Display="'Ramp Open->Full %.f%%',0~100" Dmx="170~128" />
      <Function ID="4" Name="Ramp Open->Half" Display="'Ramp Open->Half %.f%%',0~100" Dmx="213~171" />
      <Function ID="5" Name="Ramp Half->Full" Display="'Ramp Half->Full %.f%%',0~100" Dmx="255~214" />
    </Attribute>
    <Attribute ID="Effect_Rot" Name="Effect Rot" Description="" Group="E">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="FWD" Display="'FWD %.1f%%',0.0~100.0" Dmx="1~127" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~128" />
      <Function ID="4" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Effect_Anim" Name="Effect Anim" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="8~9" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="10~11" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="12~13" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="14~15" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="16~17" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="18~19" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="20~21" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="22~23" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="24~25" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="26~27" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="28~29" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="30~31" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="32~33" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="34~35" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="36~37" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="38~39" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="40~41" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="42~43" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="44~45" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="46~47" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G">
      <Locate Locate="9" PowerOn="9" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" />
      <Condition Name="Fixed Spin" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" />
      <Condition Name="Shake" ID="17,18,19,20,21,22,23,24" If="'Gobo1Func'==3" />
      <Condition Name="Shake Spin" ID="25,26,27,28,29,30,31,32" If="'Gobo1Func'==4" />
      <Condition Name="Scroll" ID="33,34,35,36,37,38" If="'Gobo1Func'==5||'Gobo1Func'==6" />
      <Else ID="39" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~7" WheelPosition="1">
        <Swatch>ca244419-9ddf-4321-854e-580584cf1a4f</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~11" WheelPosition="2">
        <Swatch>52afa954-1d6d-4379-b2a6-a0a0740e4eba</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="12~15" WheelPosition="3">
        <Swatch>c07d9e5c-2d86-477b-b511-7cd584482280</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="16~19" WheelPosition="4">
        <Swatch>167f0713-0397-4c4f-a419-af832a4b9626</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="20~23" WheelPosition="5">
        <Swatch>8d1e2bd8-c485-4b6a-8dd3-d4945647346e</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="24~27" WheelPosition="6">
        <Swatch>4511930c-45e7-4341-9845-9ebda63c126e</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="28~31" WheelPosition="7">
        <Swatch>c3b68379-f5f9-4a7a-b6f1-05a656f0534f</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~35" WheelPosition="1">
        <Swatch>ca244419-9ddf-4321-854e-580584cf1a4f</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2" Display="'Gobo 2'" Dmx="36~39" WheelPosition="2">
        <Swatch>52afa954-1d6d-4379-b2a6-a0a0740e4eba</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3" Display="'Gobo 3'" Dmx="40~43" WheelPosition="3">
        <Swatch>c07d9e5c-2d86-477b-b511-7cd584482280</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4" Display="'Gobo 4'" Dmx="44~47" WheelPosition="4">
        <Swatch>167f0713-0397-4c4f-a419-af832a4b9626</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5" Display="'Gobo 5'" Dmx="48~51" WheelPosition="5">
        <Swatch>8d1e2bd8-c485-4b6a-8dd3-d4945647346e</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6" Display="'Gobo 6'" Dmx="52~55" WheelPosition="6">
        <Swatch>4511930c-45e7-4341-9845-9ebda63c126e</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~59" WheelPosition="7">
        <Swatch>c3b68379-f5f9-4a7a-b6f1-05a656f0534f</Swatch>
      </Function>
      <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~69" WheelPosition="1">
        <Swatch>ca244419-9ddf-4321-854e-580584cf1a4f</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="70~79" WheelPosition="2">
        <Swatch>52afa954-1d6d-4379-b2a6-a0a0740e4eba</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="80~89" WheelPosition="3">
        <Swatch>c07d9e5c-2d86-477b-b511-7cd584482280</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="90~99" WheelPosition="4">
        <Swatch>167f0713-0397-4c4f-a419-af832a4b9626</Swatch>
      </Function>
      <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="100~109" WheelPosition="5">
        <Swatch>8d1e2bd8-c485-4b6a-8dd3-d4945647346e</Swatch>
      </Function>
      <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="110~119" WheelPosition="6">
        <Swatch>4511930c-45e7-4341-9845-9ebda63c126e</Swatch>
      </Function>
      <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="120~129" WheelPosition="7">
        <Swatch>c3b68379-f5f9-4a7a-b6f1-05a656f0534f</Swatch>
      </Function>
      <Function ID="25" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="26" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~139" WheelPosition="1">
        <Swatch>ca244419-9ddf-4321-854e-580584cf1a4f</Swatch>
      </Function>
      <Function ID="27" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="140~149" WheelPosition="2">
        <Swatch>52afa954-1d6d-4379-b2a6-a0a0740e4eba</Swatch>
      </Function>
      <Function ID="28" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="150~159" WheelPosition="3">
        <Swatch>c07d9e5c-2d86-477b-b511-7cd584482280</Swatch>
      </Function>
      <Function ID="29" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="160~169" WheelPosition="4">
        <Swatch>167f0713-0397-4c4f-a419-af832a4b9626</Swatch>
      </Function>
      <Function ID="30" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="170~179" WheelPosition="5">
        <Swatch>8d1e2bd8-c485-4b6a-8dd3-d4945647346e</Swatch>
      </Function>
      <Function ID="31" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="180~189" WheelPosition="6">
        <Swatch>4511930c-45e7-4341-9845-9ebda63c126e</Swatch>
      </Function>
      <Function ID="32" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="190~199" WheelPosition="7">
        <Swatch>c3b68379-f5f9-4a7a-b6f1-05a656f0534f</Swatch>
      </Function>
      <Function ID="33" Name="Open" Display="'Open'" Dmx="200~201" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="34" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~222" />
      <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="244~249" />
      <Function ID="36" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="223~243" />
      <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="244~249" />
      <Function ID="38" Name="Auto Rand" Display="'Auto Rand %.f%%',0~100" Dmx="255~250" />
      <Function ID="39" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2">
      <Locate Locate="4" PowerOn="4" />
      <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" />
      <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" />
      <Else ID="6" />
      <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="257~32639" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32896~32896" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="33153~65535" />
      <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0">
      <Locate Locate="2" PowerOn="2" />
      <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="9" PowerOn="9" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1" />
      <Condition Name="Fixed Spin" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==2" />
      <Condition Name="Shake" ID="17,18,19,20,21,22,23,24" If="'Gobo2Func'==3" />
      <Condition Name="Shake Spin" ID="25,26,27,28,29,30,31,32" If="'Gobo2Func'==4" />
      <Condition Name="Scroll" ID="33,34,35,36,37,38" If="'Gobo2Func'==5||'Gobo2Func'==6" />
      <Else ID="39" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~7" WheelPosition="1">
        <Swatch>4881f1c0-6d61-45ef-8223-1003a679ff44</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="8~11" WheelPosition="2">
        <Swatch>7f89c1ee-54c9-4f03-b703-fd34f0d6cddb</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="12~15" WheelPosition="3">
        <Swatch>1182a532-b22d-49ab-a9d9-e9a533fe0811</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="16~19" WheelPosition="4">
        <Swatch>27aff4b2-449b-4899-ac5f-3c370c2c13c2</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="20~23" WheelPosition="5">
        <Swatch>6826badc-c627-4cec-8bfe-4dde4876eb9b</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="24~27" WheelPosition="6">
        <Swatch>07d602ac-a876-44be-813f-0c4edaefbb89</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="28~31" WheelPosition="7">
        <Swatch>8e534ae8-48db-46b7-a0bf-a1c16025ed6f</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~35" WheelPosition="1">
        <Swatch>4881f1c0-6d61-45ef-8223-1003a679ff44</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2" Display="'Gobo 2'" Dmx="36~39" WheelPosition="2">
        <Swatch>7f89c1ee-54c9-4f03-b703-fd34f0d6cddb</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3" Display="'Gobo 3'" Dmx="40~43" WheelPosition="3">
        <Swatch>1182a532-b22d-49ab-a9d9-e9a533fe0811</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4" Display="'Gobo 4'" Dmx="44~47" WheelPosition="4">
        <Swatch>27aff4b2-449b-4899-ac5f-3c370c2c13c2</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5" Display="'Gobo 5'" Dmx="48~51" WheelPosition="5">
        <Swatch>6826badc-c627-4cec-8bfe-4dde4876eb9b</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6" Display="'Gobo 6'" Dmx="52~55" WheelPosition="6">
        <Swatch>07d602ac-a876-44be-813f-0c4edaefbb89</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7" Display="'Gobo 7'" Dmx="56~59" WheelPosition="7">
        <Swatch>8e534ae8-48db-46b7-a0bf-a1c16025ed6f</Swatch>
      </Function>
      <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~69" WheelPosition="1">
        <Swatch>4881f1c0-6d61-45ef-8223-1003a679ff44</Swatch>
      </Function>
      <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="70~79" WheelPosition="2">
        <Swatch>7f89c1ee-54c9-4f03-b703-fd34f0d6cddb</Swatch>
      </Function>
      <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="80~89" WheelPosition="3">
        <Swatch>1182a532-b22d-49ab-a9d9-e9a533fe0811</Swatch>
      </Function>
      <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="90~99" WheelPosition="4">
        <Swatch>27aff4b2-449b-4899-ac5f-3c370c2c13c2</Swatch>
      </Function>
      <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="100~109" WheelPosition="5">
        <Swatch>6826badc-c627-4cec-8bfe-4dde4876eb9b</Swatch>
      </Function>
      <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="110~119" WheelPosition="6">
        <Swatch>07d602ac-a876-44be-813f-0c4edaefbb89</Swatch>
      </Function>
      <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="120~129" WheelPosition="7">
        <Swatch>8e534ae8-48db-46b7-a0bf-a1c16025ed6f</Swatch>
      </Function>
      <Function ID="25" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="26" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="130~139" WheelPosition="1">
        <Swatch>4881f1c0-6d61-45ef-8223-1003a679ff44</Swatch>
      </Function>
      <Function ID="27" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="140~149" WheelPosition="2">
        <Swatch>7f89c1ee-54c9-4f03-b703-fd34f0d6cddb</Swatch>
      </Function>
      <Function ID="28" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="150~159" WheelPosition="3">
        <Swatch>1182a532-b22d-49ab-a9d9-e9a533fe0811</Swatch>
      </Function>
      <Function ID="29" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="160~169" WheelPosition="4">
        <Swatch>27aff4b2-449b-4899-ac5f-3c370c2c13c2</Swatch>
      </Function>
      <Function ID="30" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="170~179" WheelPosition="5">
        <Swatch>6826badc-c627-4cec-8bfe-4dde4876eb9b</Swatch>
      </Function>
      <Function ID="31" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="180~189" WheelPosition="6">
        <Swatch>07d602ac-a876-44be-813f-0c4edaefbb89</Swatch>
      </Function>
      <Function ID="32" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="190~199" WheelPosition="7">
        <Swatch>8e534ae8-48db-46b7-a0bf-a1c16025ed6f</Swatch>
      </Function>
      <Function ID="33" Name="Open" Display="'Open'" Dmx="200~201" WheelPosition="0">
        <Swatch>b2e9ef33-11b9-4efe-8d9d-843a9253e81c</Swatch>
      </Function>
      <Function ID="34" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="202~222" />
      <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="36" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="223~243" />
      <Function ID="37" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="38" Name="Auto Rand" Display="'Auto Rand %.f%%',0~100" Dmx="255~250" />
      <Function ID="39" 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="4" PowerOn="4" />
      <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="0~65535" WheelPosition="0" />
      <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="257~32639" />
      <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="32896~32896" WheelPosition="0" />
      <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="33153~65535" />
      <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="20~127" />
      <Function ID="3" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" />
      <Function ID="4" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" />
      <Function ID="5" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" />
      <Function ID="6" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" />
      <Function ID="7" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" />
      <Function ID="8" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" />
      <Function ID="9" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" />
      <Function ID="10" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" />
      <Function ID="11" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" />
      <Function ID="12" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" />
      <Function ID="13" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" />
      <Function ID="14" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" />
      <Function ID="15" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" />
      <Function ID="16" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" />
      <Function ID="17" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" />
      <Function ID="18" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="1~127" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~128" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Frost" Name="Frost" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Light" Display="'Light %.f%%',0~100" Dmx="1~50" />
      <Function ID="3" Name="Light Full" Display="'Light Full'" Dmx="51~53" />
      <Function ID="4" Name="Light Cl Pls" Display="'Light Cl Pls %.f%%',0~100" Dmx="54~63" />
      <Function ID="5" Name="Light Op Pls" Display="'Light Op Pls %.f%%',100~0" Dmx="64~73" />
      <Function ID="6" Name="Light Ramp" Display="'Light Ramp %.f%%',0~100" Dmx="83~74" />
      <Function ID="7" Name="Open" Display="'Open'" Dmx="84~86" />
      <Function ID="8" Name="Medium" Display="'Medium %.f%%',0~100" Dmx="87~136" />
      <Function ID="9" Name="Medium Full" Display="'Medium Full'" Dmx="137~139" />
      <Function ID="10" Name="Med Cl Pls" Display="'Med Cl Pls %.f%%',0~100" Dmx="140~149" />
      <Function ID="11" Name="Med Op Pls" Display="'Med Op Pls %.f%%',100~0" Dmx="150~159" />
      <Function ID="12" Name="Med Ramp" Display="'Med Ramp %.f%%',0~100" Dmx="169~160" />
      <Function ID="13" Name="Open" Display="'Open'" Dmx="170~172" />
      <Function ID="14" Name="Combined" Display="'Combined %.f%%',0~100" Dmx="173~222" />
      <Function ID="15" Name="Combined Full" Display="'Combined Full'" Dmx="223~225" />
      <Function ID="16" Name="Combined Cl Pls" Display="'Combined Cl Pls %.f%%',0~100" Dmx="226~235" />
      <Function ID="17" Name="Combined Op Pls" Display="'Combined Op Pls %.f%%',100~0" Dmx="236~245" />
      <Function ID="18" Name="Combined Ramp" Display="'Combined Ramp %.f%%',0~100" Dmx="255~246" />
    </Attribute>
    <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Iris" Display="'Iris %.2f%%',0.00~100.00" Dmx="49087~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse %.2f%%',0.00~100.00" Dmx="49344~56283" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.2f%%',100.00~0.00" Dmx="56540~63479" />
      <Function ID="4" Name="Rnd Op Pls Fast" Display="'Rnd Op Pls Fast'" Dmx="63736~63993" />
      <Function ID="5" Name="Rnd Op Pls Slow" Display="'Rnd Op Pls Slow'" Dmx="64250~64507" />
      <Function ID="6" Name="Rnd Cls Pls Fast" Display="'Rnd Cls Pls Fast'" Dmx="64764~65021" />
      <Function ID="7" Name="Rnd Cls Pls Slow" Display="'Rnd Cls Pls Slow'" Dmx="65278~65535" />
    </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="65535~0" />
    </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="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="Blade_1" Name="Frame 1 Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_1_Rot" Name="Frame 1 Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_2" Name="Frame 2 Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_2_Rot" Name="Frame 2 Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_3" Name="Frame 3 Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_3_Rot" Name="Frame 3 Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_4" Name="Frame 4 Pos" Description="" Group="B" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Blade_4_Rot" Name="Frame 4 Rot" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="32~32" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse    %.f%%',0~100" Dmx="128~143" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse   %.f%%',100~0" Dmx="144~159" />
    </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>
  </Control>
  <Mode Name="60 DMX (CMY)" Channels="60" Id="e2687183-989b-4603-9bde-9e379694b015">
    <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="71f1abc0-137a-4afc-8f0f-4b41f3313715" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="58" />
      <Attribute ID="LED_Freq_Sel" ChannelOffset="7" Wheel="29" />
      <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="30" />
      <Attribute ID="Col_Functions" ChannelOffset="9" Wheel="28" />
      <Attribute ID="CRI" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Virtual_Col" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Cyan" ChannelOffset="12,13" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="14,15" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="16,17" Wheel="12" />
      <Attribute ID="CTC" ChannelOffset="18" Wheel="9" />
      <Attribute ID="Green_Shift" ChannelOffset="19" Wheel="37" />
      <Attribute ID="CMix_Control" ChannelOffset="20" Wheel="38" />
      <Attribute ID="Gobo_Speed" ChannelOffset="21" Wheel="26" />
      <Attribute ID="Beam_Speed" ChannelOffset="22" Wheel="27" />
      <Attribute ID="Effect" ChannelOffset="23" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="24" Wheel="53" />
      <Attribute ID="Effect_Anim" ChannelOffset="25" Wheel="54" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="26" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="27,28" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="29" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="30,31" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="32" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="33" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="34" Wheel="139" />
      <Attribute ID="Iris" ChannelOffset="35,36" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="37,38" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="39,40" Wheel="20" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="41" Wheel="111" />
      <Attribute ID="Blade_1" ChannelOffset="42,43" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="44,45" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="46,47" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="48,49" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="50,51" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="52,53" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="54,55" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="56,57" Wheel="110" />
      <Attribute ID="Shutter" ChannelOffset="58" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="59,60" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="60 DMX (RGB)" Channels="60" Id="29fdc162-4700-4f10-9962-5a90dbafc360">
    <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="ec18c403-648c-4713-aca6-fd2ac76ef9f2" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="58" />
      <Attribute ID="LED_Freq_Sel" ChannelOffset="7" Wheel="29" />
      <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="30" />
      <Attribute ID="Col_Functions" ChannelOffset="9" Wheel="28" />
      <Attribute ID="CRI" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Virtual_Col" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="12,13" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="14,15" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="16,17" Wheel="12" />
      <Attribute ID="CTC" ChannelOffset="18" Wheel="9" />
      <Attribute ID="Green_Shift" ChannelOffset="19" Wheel="37" />
      <Attribute ID="CMix_Control" ChannelOffset="20" Wheel="38" />
      <Attribute ID="Gobo_Speed" ChannelOffset="21" Wheel="26" />
      <Attribute ID="Beam_Speed" ChannelOffset="22" Wheel="27" />
      <Attribute ID="Effect" ChannelOffset="23" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="24" Wheel="53" />
      <Attribute ID="Effect_Anim" ChannelOffset="25" Wheel="54" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="26" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="27,28" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="29" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="30,31" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="32" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="33" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="34" Wheel="139" />
      <Attribute ID="Iris" ChannelOffset="35,36" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="37,38" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="39,40" Wheel="20" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="41" Wheel="111" />
      <Attribute ID="Blade_1" ChannelOffset="42,43" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="44,45" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="46,47" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="48,49" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="50,51" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="52,53" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="54,55" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="56,57" Wheel="110" />
      <Attribute ID="Shutter" ChannelOffset="58" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="59,60" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="35 DMX (CMY)" Channels="35" Id="bac62c96-783e-4ec4-ab9a-49b2925e017c">
    <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="98efb1ce-524b-453a-9b5b-d73c54805ce8" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="58" />
      <Attribute ID="Col_Functions" ChannelOffset="7" Wheel="28" />
      <Attribute ID="CRI" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Cyan" ChannelOffset="9" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="10" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="11" Wheel="12" />
      <Attribute ID="CTC" ChannelOffset="12" Wheel="9" />
      <Attribute ID="Effect" ChannelOffset="13" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="14" Wheel="53" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="16" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="17" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="18" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="19" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="20" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="21" Wheel="139" />
      <Attribute ID="Iris" ChannelOffset="22" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="23" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="24" Wheel="20" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="25" Wheel="111" />
      <Attribute ID="Blade_1" ChannelOffset="26" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="27" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="28" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="29" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="30" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="31" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="32" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="33" Wheel="110" />
      <Attribute ID="Shutter" ChannelOffset="34" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="35" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="35 DMX (RGB)" Channels="35" Id="36bf6df3-b109-4543-8fcb-62b1edccaa56">
    <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="53f448db-ecb1-4498-bfe8-5e9f45fa8aa2" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="58" />
      <Attribute ID="Col_Functions" ChannelOffset="7" Wheel="28" />
      <Attribute ID="CRI" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Red" ChannelOffset="9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="11" Wheel="12" />
      <Attribute ID="CTC" ChannelOffset="12" Wheel="9" />
      <Attribute ID="Effect" ChannelOffset="13" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="14" Wheel="53" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="15" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="16" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="17" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="18" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="19" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="20" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="21" Wheel="139" />
      <Attribute ID="Iris" ChannelOffset="22" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="23" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="24" Wheel="20" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="25" Wheel="111" />
      <Attribute ID="Blade_1" ChannelOffset="26" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="27" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="28" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="29" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="30" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="31" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="32" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="33" Wheel="110" />
      <Attribute ID="Shutter" ChannelOffset="34" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="35" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="64 DMX" Channels="64" Id="68680919-cf3f-4ddb-9352-56f4b4b64824">
    <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="408bf3e3-7c08-4f6c-b286-0c0aca8007d2" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="58" />
      <Attribute ID="LED_Freq_Sel" ChannelOffset="7" Wheel="29" />
      <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="30" />
      <Attribute ID="Col_Functions" ChannelOffset="9" Wheel="28" />
      <Attribute ID="CRI" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Virtual_Col" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="12,13" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="14,15" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="16,17" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="18,19" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="20,21" Wheel="41" />
      <Attribute ID="CTC" ChannelOffset="22" Wheel="9" />
      <Attribute ID="Green_Shift" ChannelOffset="23" Wheel="37" />
      <Attribute ID="CMix_Control" ChannelOffset="24" Wheel="38" />
      <Attribute ID="Gobo_Speed" ChannelOffset="25" Wheel="26" />
      <Attribute ID="Beam_Speed" ChannelOffset="26" Wheel="27" />
      <Attribute ID="Effect" ChannelOffset="27" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="28" Wheel="53" />
      <Attribute ID="Effect_Anim" ChannelOffset="29" Wheel="54" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="30" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="31,32" Wheel="15" />
      <Attribute ID="Gobo2Func" Wheel="16" />
      <Attribute ID="Gobo2" ChannelOffset="33" Wheel="17" />
      <Attribute ID="Gobo2Rot" ChannelOffset="34,35" Wheel="18" />
      <Attribute ID="Prism" ChannelOffset="36" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="37" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="38" Wheel="139" />
      <Attribute ID="Iris" ChannelOffset="39,40" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="41,42" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="43,44" Wheel="20" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="45" Wheel="111" />
      <Attribute ID="Blade_1" ChannelOffset="46,47" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="48,49" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="50,51" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="52,53" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="54,55" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="56,57" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="58,59" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="60,61" Wheel="110" />
      <Attribute ID="Shutter" ChannelOffset="62" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="63,64" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="49 DMX (CMY)" Channels="49" Id="da0c4bb4-0282-448b-94a9-a2097e9e8e24">
    <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="808fe72a-3327-46fd-a3ae-391896015b77" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="58" />
      <Attribute ID="LED_Freq_Sel" ChannelOffset="7" Wheel="29" />
      <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="30" />
      <Attribute ID="Col_Functions" ChannelOffset="9" Wheel="28" />
      <Attribute ID="CRI" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Virtual_Col" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Cyan" ChannelOffset="12,13" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="14,15" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="16,17" Wheel="12" />
      <Attribute ID="CTC" ChannelOffset="18" Wheel="9" />
      <Attribute ID="Green_Shift" ChannelOffset="19" Wheel="37" />
      <Attribute ID="CMix_Control" ChannelOffset="20" Wheel="38" />
      <Attribute ID="Gobo_Speed" ChannelOffset="21" Wheel="26" />
      <Attribute ID="Beam_Speed" ChannelOffset="22" Wheel="27" />
      <Attribute ID="Effect" ChannelOffset="23" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="24" Wheel="53" />
      <Attribute ID="Effect_Anim" ChannelOffset="25" Wheel="54" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="26" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="27,28" Wheel="15" />
      <Attribute ID="Prism" ChannelOffset="29" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="30" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="31" Wheel="139" />
      <Attribute ID="Iris" ChannelOffset="32,33" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="34,35" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="36,37" Wheel="20" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="38" Wheel="111" />
      <Attribute ID="Blade_1" ChannelOffset="39" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="40" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="41" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="42" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="43" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="44" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="45" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="46" Wheel="110" />
      <Attribute ID="Shutter" ChannelOffset="47" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="48,49" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="49 DMX (RGB)" Channels="49" Id="19f6b9e9-f956-447f-ab17-f3dabb6dc049">
    <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="12a99fb1-3735-4bdf-99b1-fc311cfdf964" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="6" Wheel="58" />
      <Attribute ID="LED_Freq_Sel" ChannelOffset="7" Wheel="29" />
      <Attribute ID="LED_Freq_Adj" ChannelOffset="8" Wheel="30" />
      <Attribute ID="Col_Functions" ChannelOffset="9" Wheel="28" />
      <Attribute ID="CRI" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Virtual_Col" ChannelOffset="11" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="12,13" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="14,15" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="16,17" Wheel="12" />
      <Attribute ID="CTC" ChannelOffset="18" Wheel="9" />
      <Attribute ID="Green_Shift" ChannelOffset="19" Wheel="37" />
      <Attribute ID="CMix_Control" ChannelOffset="20" Wheel="38" />
      <Attribute ID="Gobo_Speed" ChannelOffset="21" Wheel="26" />
      <Attribute ID="Beam_Speed" ChannelOffset="22" Wheel="27" />
      <Attribute ID="Effect" ChannelOffset="23" Wheel="52" />
      <Attribute ID="Effect_Rot" ChannelOffset="24" Wheel="53" />
      <Attribute ID="Effect_Anim" ChannelOffset="25" Wheel="54" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="26" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="27,28" Wheel="15" />
      <Attribute ID="Prism" ChannelOffset="29" Wheel="23" />
      <Attribute ID="Prism_Rot" ChannelOffset="30" Wheel="24" />
      <Attribute ID="Frost" ChannelOffset="31" Wheel="139" />
      <Attribute ID="Iris" ChannelOffset="32,33" Wheel="21" />
      <Attribute ID="Zoom" ChannelOffset="34,35" Wheel="19" />
      <Attribute ID="Focus" ChannelOffset="36,37" Wheel="20" />
      <Attribute ID="Blade_All_Rot" ChannelOffset="38" Wheel="111" />
      <Attribute ID="Blade_1" ChannelOffset="39" Wheel="49" />
      <Attribute ID="Blade_1_Rot" ChannelOffset="40" Wheel="50" />
      <Attribute ID="Blade_2" ChannelOffset="41" Wheel="51" />
      <Attribute ID="Blade_2_Rot" ChannelOffset="42" Wheel="79" />
      <Attribute ID="Blade_3" ChannelOffset="43" Wheel="80" />
      <Attribute ID="Blade_3_Rot" ChannelOffset="44" Wheel="81" />
      <Attribute ID="Blade_4" ChannelOffset="45" Wheel="109" />
      <Attribute ID="Blade_4_Rot" ChannelOffset="46" Wheel="110" />
      <Attribute ID="Shutter" ChannelOffset="47" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="48,49" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:21" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All except P/T">
      <Set Channel="Control:22" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Gobo/Effect">
      <Set Channel="Control:23" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom/Focus/Frost/Prism">
      <Set Channel="Control:24" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Iris/Framing">
      <Set Channel="Control:25" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:26" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="DMX Input DMX">
      <Set Channel="Control:2" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="DMX Input Art-Net">
      <Set Channel="Control:3" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Backlight On">
      <Set Channel="Control:4" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Backlight Auto">
      <Set Channel="Control:5" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Zoom Invert">
      <Set Channel="Control:6" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Zoom Forward">
      <Set Channel="Control:7" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Mode Speed">
      <Set Channel="Control:8" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="P/T Mode Time">
      <Set Channel="Control:9" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:10" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:11" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Silent">
      <Set Channel="Control:12" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Standard">
      <Set Channel="Control:13" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan High Output">
      <Set Channel="Control:14" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="DMX State Black">
      <Set Channel="Control:15" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="DMX State Hold">
      <Set Channel="Control:16" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Cal Off">
      <Set Channel="Control:17" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="LED Cal On">
      <Set Channel="Control:18" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Parking Pos On">
      <Set Channel="Control:19" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Parking Pos Off">
      <Set Channel="Control:20" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Green Correction Cal">
      <Set Channel="Control:27" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo Rot to Gobo Index Transition Max Spd+Shortcut">
      <Set Channel="Control:28" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo Rot to Gobo Index Transition Follow Spd+Direction">
      <Set Channel="Control:29" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Gobo Rot to Gobo Index Transition Max Spd+Follow Direction">
      <Set Channel="Control:30" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="RoboSpot Enabled">
      <Set Channel="Control:31" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="RoboSpot Disabled except handle faders+P/T">
      <Set Channel="Control:32" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="RoboSpot Full Disabled">
      <Set Channel="Control:33" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Quiet Mode Disabled">
      <Set Channel="Control:34" Delay="4000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Col Mixing Mode CMY">
      <Set Channel="Col_Functions:2" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Col Mixing Mode RGB">
      <Set Channel="Col_Functions:3" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Col_Functions:4" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Col_Functions:5" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Col_Functions:6" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Col_Functions:7" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation (750W/80V)">
      <Set Channel="Col_Functions:8" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation (1000W/240V)">
      <Set Channel="Col_Functions:9" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation (1200W/240V)">
      <Set Channel="Col_Functions:10" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation (2000W/230V)">
      <Set Channel="Col_Functions:11" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation (2500W/230V)">
      <Set Channel="Col_Functions:12" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Tungsten Effect Simulation Off">
      <Set Channel="Col_Functions:13" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Chromatic White On">
      <Set Channel="Col_Functions:14" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Chromatic White Off">
      <Set Channel="Col_Functions:15" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Light Output Stability On">
      <Set Channel="Col_Functions:16" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Light Output Stability Off">
      <Set Channel="Col_Functions:17" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Uniformity On">
      <Set Channel="Col_Functions:18" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
    <Macro Name="Uniformity Off">
      <Set Channel="Col_Functions:19" Delay="4000" />
      <Set Channel="Col_Functions:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" />
      <Palette ID="3" Name="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" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" />
      <Palette ID="10" Name="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" 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="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:9,Gobo1Func:2,Gobo2:9,Gobo2Func:2" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:10,Gobo1Func:2,Gobo2:9,Gobo2Func:2" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:11,Gobo1Func:2,Gobo2:9,Gobo2Func:2" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:12,Gobo1Func:2,Gobo2:9,Gobo2Func:2" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:13,Gobo1Func:2,Gobo2:9,Gobo2Func:2" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:14,Gobo1Func:2,Gobo2:9,Gobo2Func:2" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:15,Gobo1Func:2,Gobo2:9,Gobo2Func:2" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:16,Gobo1Func:2,Gobo2:9,Gobo2Func:2" />
      <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:10,Gobo2Func:2,Gobo1:9,Gobo1Func:2" />
      <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:11,Gobo2Func:2,Gobo1:9,Gobo1Func:2" />
      <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:12,Gobo2Func:2,Gobo1:9,Gobo1Func:2" />
      <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:13,Gobo2Func:2,Gobo1:9,Gobo1Func:2" />
      <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:14,Gobo2Func:2,Gobo1:9,Gobo1Func:2" />
      <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:15,Gobo2Func:2,Gobo1:9,Gobo1Func:2" />
      <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:16,Gobo2Func:2,Gobo1:9,Gobo1Func:2" />
    </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 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>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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</Swatch>
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fS+k4dID/B7SYgXffYY48hgtkpOilAUnYMODSSYFXzkq27vrp4y21AIKwvKUFjhuPTagvcDKF6mq9MTJfDsWyT8Ag5FixYMPT7kBgoagGeeZyfpPLYakJd1MDOqL3gggtKfx9SmokoVeCoEqJDcg3OLY5oeeW9TDaeS5MFngFbwyVpnmJLMJpeJO9xDVkI/eCtR0m+/PLLi5///OdDf/d1xLGzIVwpOjH4/e9/X9vFxobW9QQXX3xx8da3vrX0rdHDglCLq4IJowW/HFITsiJpGGh8WPyfv0MAn28tNMuUSiosQSS9a5IOEOAQXLqG/9gESy4GRIcghcbOIiVbgl5XAp+jFV1KZiJhERRySIeHWvQkBtgeEAZRBg5CCQG+/e1vB9+zLzUHSRWylGFtpvTtqnOm6mTClH6yPQZcGkGw5OURE1inKOu4XognHwW9Q1N6GLpMfU69vitblUk3Y8aMUje1fWB2uI3fiw8PC11K22gn6sI+++xTbL755sV5551XCohYH50DcOmo8n75x6yZrElukykCrjzyppRmQR8ae5RIDfswoTA6MP9RzJHEkOb8889vDJqDutwvF1772teW2byxoPj2Rz/6kbMr40477VS8853vLOOfSEmiDCeccEJjTLYGG8Ips/I8LBKM2ExS7JHgcog/yNcDy6d3sbyyXLrAbLazQ3kwqWkp3BfFt5wXvxM+MqQAP0MirikNU3CNQCqXFUkjYlozNQEFPKRxsIBsCxrD+DZ88IFw2Gc+85kyBqulpi2x+J5kE5OdEtorxAEeCJy60iZYEnAFuEiiPfe+tBGXNcZDR9kOLYLFbxVb9q/v76ijjqrtSh2KuiYmNghL8UxcFdmuUBXkgLjkj8WCiYNvTUtAV/JkhgzYYQRLXh6ZBa6KZFdinmvGuprI4UyNqbAODe3U3d+WW24ZfQ4NfGgxSx+RAZeH3efAxYhpQzDAUomP0CaVa4x49lIc3BIlp4Rgye2L8a+Q/sIXRwyTp0QhgyvEg7XH32zovHjQ5FDVaLOZgnaoxvYac4EUmpj2pnZkIATnnHNO2WzYF2moAxOZIhP0LYFLgrGk8vybMktqUHJqnDkRIidLny+WBaL1Apa9UIen3RTO/nwMcNaim+jW4HXLlX1/WGaxYR8bKPU4TilisQERWHrR6wiLkaFKMqGAQWxKsrSBJc4k5vmgliBt0IGRgjxHvgf6IfoU+qKkEPFs+Jsmps8XyGcSCLYW3EKCrWOO+KkfAF9zOAZBSzBf2kkMUMBdmazf/OY3S0X8LW95S3mIYcBSbS9lOIdDOlZDJJy57DeEYxUCEyskNdnlSGabP7sghCiFTTDfMsS9oHK4XBlISLHQJRrQlEHrg88XyPMP2R7HAzi1DgQb3/YMbeHyXrtaJrVpY8kM1Q5JrkdMT+J6KLA4Rxk4m2C2xGQAmSDinScawcMWQsXoJk0Ks9RDakgxirgLaMOEki659hwSLeAcbbuO+8JVqREVg/HJBOMhoA8gIfB8hwRlXV/IVX7VhmAh5rvkzGuQyDh58uSSWEikkI0XQqDTbLQBEOJ8BiyLuD84NLhnAtkyATiYEOjATTqeL0KQoe1TOsGIO37hC18of/7sZz87VHFNuAdz2jU7Qx9oDMGwhAhLhboHXGB5YzltAg/e1xJJ53HJ+21oB6zPGf3Tn/50mBulbglE+rrIh6TdZpttan1yvtimy3USiZJgzX2TaqCdqxCOVBsOliCUW+13gZCkAONEFV+Py1mpzWdmKcsCKS9IAcgkQWUS9XqwC0YJSOQzBmhOTBGtADeL9mfp5fWaa64pvyvfCwsU3Y7fIZHsZa/NHpPopU0uE5R8nq02qkLrLmuwOgRLSjB0uRcEKKh0qSE92J61pK2gbEMqPk8LTVcqNRsmsOwi8dBDIGxoloQPzErR99DNfPpPHeokq7YGcQto94m2zHAmc08uf5QN0QdjGsrh0nA1abEBiV16scuyj8TyyRKsyaxH/+A9Ll8LEgdrjMMFdAe7+icV6IukD0kIBLKKfsIEsGc6hP7Wt75Vhp808OOFDnKo26OJXAAiEDMM3duSc55++unDfkeL9ve///1lcJvlVCY246Pv1bchRARKCRYX1FII6Y1AWnDuDoFIBVuh15U06D3oLLYjlQdmx9f0OWzJROgLr/4PfvCDEWZ8HcG0c5hMBo2UohWSHnWf2hBQVnfIIYeUqomA5VsI5iJ4SNfJBiwHwZLaYoZkQbBsUN7vAz6xww8/fMSMsTcHBXavU/xdTUaA1ofqlnMX0J2ITNgZrKDOkNAhL1e9QV1eFzoTy1WGjc6GsOuuu5Zb5mjYk95lMcc6uh1YJXkzrJDdXZvCL6QR0/QtN7ThENLPVIN+X5pgdUozy7DdqDfGl8S1vvzlL5dGAAfSBQsPCcqr6KGSBo1iLlvt1GXGupZUzmM7hV2WbI4qptTNsEZ45F2oczRCAvba7gLa/G5DMGo0kZS2a6Uux41ngi4jzlGXhPflifEcUPbFCAmNZEA2rE56jLmWOjujWCB7QQlc3nxWD18kIRRJBGN2hojRurUc8sUGtUOhJU2bbAsmABLA7l8Wsz+SS1H2ScC2SxKEZCnfZJNNSqLZ4P5J09HQk891T3y2TQKBjSSChRZxUs/na6MtIt/WVRDdqdXbKOIsNzZccUKuLw9bdnljNrPEIYVwY+gs0LpoBd5zWxrEeMNTd3hDgdcEQ2q7ohs6IcC3OT1GXJvtegRJBAtdo6X3lcsdQdiIh2DPFBTcVH+XC/jk6K7DtSA1S0Sba+FoJXMWI4AKbQ4yTfG8S3dCQUzz3Zj6ShdcKoAvAVNLLF85W+q2OkkEY6lg/Q+5CR/BgM/RlxtcB295KiCmXYXd9F4N3z2wJQy1j+uss065OsRKNNeKQvzSBW3J0q6AQDrWvC4gSSnWTSIYhGEJIDOBkBG+IW6OmcTPKKmS/hIq7ZjFmPpaCR2tgDDEZgVMSgbTBToYUs0NxA3Dc5WDZ4tRhdvH5WV3GQW+JVqHnZh8c+fOLU455ZTSsKG1FK+pAX8Ixhla+8LwhPPAXA8NpVWUeNsPhj9q+vTpJRGRfrJ/EAoxRGTpIQsA5TSHZGMwcJxyUMwAiSlsaCIw94dOA9nt3vYEjinGDQHSSpIBYsD3hoxUAnHYwHlLnJBJzD0KAV07quFcpa2nDb63TXp9XZzLHBlwDwRDu0veg4hB1Eo0D8hlcbEh+4c+9KHa8zFLIYO9N6QAgtAri3gmpjneem2K77jjjmW9HzqI9MaywWxtCh5DfLGAbUsMnY3ysTYe9SZwTZY1fGC+pQlXBAZISFkZEogSuj7hQZ46d9nszKoBg03Ali+DhcWBIkyHQZfXOlTssvTaBEMiUpCLd95ecnXfVQLaBHlT002kl7/OksVIYKmyCYYE3muvvcrAMt8diRfijWeykO1KmwImA2E17ltqHEY57oBgcXuxOMAyyENnveeQLtEEU2mdpOHTQTR0ZsJ73vMep8dfL1dEF2LIRcEwywgtnk466aQhsxxXCVauy1GsdRvCMUhFAeRELUBKMgH4zq7Evw9/+MPFxz72sRG/d6V+84zt3/s6HAKW0SZHrd3a0wbuGqq8M4SrHhAJlgRfyq0vjISvKGTTT+0g9GUmkGhoI7ZKHKsNXQYrjuxcSvNRdgHLkItgOldK++04HxKNA+Bvw53xqU99quyILfDFR7UjlGfF9wyJnOQAeXwf//jHU09TSrDbU8/i65jjA8sOfiNX6q8NdDBmrfipXH4ezqWzNUNSaeyAte2rYuZT0iUE432uWJ4mcZPBQMiFap5Zs2YNI5gvV0s7PpHmvSIXIGH0k5/8ZKo/8vYsBPP1d6gLhJOX1UQwBhHLUjzjLo800lDHBmN3eK3L4yc50gVN9tA08NBNu/T5Qs+fCxg37Dlw4YUXppwmD8F8wV98YLYEsoH4ZfZiXrP0IUVYimQXDMDn7AFxpfC69Lk2QW0btoMTPcpVia5jjG0J4Evd6TfBAAUwOQhGN1oY0DqqiZvA1fYbywprz5WWTEaBK0dJagFRonmPnUrtUlp17A3EVsNop6WtG3J+HI5kkhLrY5MufHd6SZTdP2KDw76Ube3/Q4dzWbSpkPI8DQjti7wEAk4tGmcu8IgZVBwurdsH8GBdbb95IPpBQbi6hDu+MIFmrZtAApdR4HIYNin5XMO2kJpSg+kKzQGQqJBMK+HEIPHvUVSLH0s68bSFNpwYcPLFJCMXS1evDDxr/Tkmvh18l03nBbLHUQe4BW7JE2BvvKT+FPiEIBg3jImOxUQ+u52yzIbuiF3il+htzBypDqIqCOXX92WRjjoYjHTT+p+U0NeBe2q75CBVCWq7QMmblL1JgB9L2A6lXXbZZcM+48vMcLk0cKP4umUPIMr9FoVgeCqTOkxTSECmAg/f188AhyxLCFLMFZtEQtHDygXX8shgaV8N+ltq2gvkSOwsU04UPPEcOlRjA9cD+yuhN0pKOC6PUUQkH0rvtxAszPNZA7zzrliYAOnT1A/fVSAhcGVsuApR2/S10r4oHJjcr49gTBIxSpBKWKFU7/hyqurAModvLAe4J0r9uB9xFsseloBlXe6R30lEBUJ30Fi45JRNMKpWO9lhDaT2OdD6BiVvhKdc7/PtFutDqOJMKIf+WvizXIYEO3Z0ASQqLS15RceCHKgGlPTJjiGAeCz+q1jwvPbbb79ShckEuPQUweilaQYEkZbc6dCH1B6sPEzideKqILXFlVfF77H2OJAwEIElk1eWZZYgFzE1XAo6+VJ2lZKNHAUSPhCTRAXRgBj4EsWSRg9uY8kyGdnSJiPBboJT/GA/RcyxzgiWWobOg3M1sHWhbe2gDXSiGENAfz8sU2KnbbJUkc6ke4t/Ufr+a+JADKSpEAyjB8dwTK8xQYZGJzaGTHubYESMZ+a8io1+dZEOQapjFujWofjN0IfaAn31wAMPLH/GV4a+5CKB/h1GQxuCxTYVbsBQ9oFNMPJiiNh2UuITonzr/hRYjgSLWQpQWvE1IVXw62Cl5fLfpPirfPDtZBsKOuLYgDjkuGnosBjNUyTAHoO6vZkiAYeGcqyGnix7yxiRi2jrZEOskGa+ujsOjkufFOC9HBCOA32MzAdIiNdbilRRhvk7/rYYt0NsLpmOYqRuXkUlFlJMqq/xE7oIprsboV/69DB+z/PgWWAsMFFlDyXtn0vApbJPEdBTF4dNJwRr0+egzhJEt+FgYBkIUm7qAMnoNWHvm1QHzulzqLqgU4kgGJmnda6XOvDdiQhINqov60KvDEysI444oiSotLcSIjEJ27hSIjHM6acJxtpJAmL2PSO1jhKCkI4zocCSpLOMJhgDmVou5gLSlZQkUo7agjQhIRiNg9/2treV+qLs/gtck6DNTiCZAHeGZX8OIxg7lZoHvrDoQIrFbjoKcnfkcQH9K6WzdB3IZE0hGC2WBCj6bXvj9xAL7d1ugUu7JZiWnWCIbiRIHXQFcUpFsQs5O9ZouBzJJOwhhVHEqSeQlPJQo4LCktTeED3GiP6jrm9KAhAjG9frqAFU+NDlmUwEqoHQL5qyQvHv4NhEv7IHEB+TnWLDoPF33/bGhFAIrLsUWQle408SAiItXImGdd0QXW4Y9CbK42xAGMgmPe3xn/FZvgPLHz/L/kh47DE2YgjGki+6K6+27itpUIBrk7XiK19rATgzInlsBMHMQ37c3NgC8+PRua4MIA+OUg7CHkAKREhBwcJBZ9GgxxdHV4BUkD1EUuRI+uMauDBS3BjEZdnsQSxISCpWL6pIjE7JMuzKqWuBBXBH/9Inq2kof2TRYWwSYOFQXsbRb4yiZahMRd9///2znCumd0YN8C/Nd/3BSTDDxDuNFDuv6MEm8YMK15Y0gwJ2FGmzpV+HOA/OuP5Qp22yjo1JgqEDidItKTe8ov+gGxFBQJ87+OCDg8v+fR2ZRUKQ6xXS/wujAFWhrpoHaYs+S5ldCtDBfEUtkTjB9wcvwQwjbzBS7HLzo3s30EQwuOzX09YRqYEySzU0+wLpNG2IQ0QAq7Lf0dYAAAhgSURBVEzyt0LSeXBWhsJlXBBLPPnkk4PPISB1Rrft1ID81C6mAAMng2pwOVzx/bHJXmZnzk4INnPmzBEWVipwRFIFpCthkC5YsbkLJprQZrs9ENqffkCW8NrdW2sJZph5VVdSzNe3KhVYpZpghEhIf3HlVOWCy8cWu1ucwC7SkJCYD/wtJBuElJ8ODBmk11V1bwjx+GWXYjgau2rswTLoAnnvbH4eM+i+fRQ1yOqYM2fOiN/TyKQNpGsOeiGhrRzJjNSPNjm6W6Bx7+lGglVSDJHgTuVsAfp0dZUBSiNcZrXOzMCHRTYCekvItal80nWbSEIkFfnr7MzGoOGkJdvWtU9STNq2AOeqBLa531zPqQOL88Im6QVCE6EOMQcJSln8YvZuE7lBSrRvK2ekAV1w2oKUYpy+oe2nWK5RBVz7kbtAvajdCoGoRy6EZpEEgtl0SMgbgwhmmHqbmY3slTwj5a4EOTJIfcC8d7UkyoWYlpKkyMRsDq/hW+7bIJO3XjAPToS8MSaVc5Y5aCCanHrwla98pdTDtPLKMlM3ICxPvq5+zH5ihWRmxvYV5V7oYyZBaGljLqVdKMepbdVjIU3uciGlka8CD3dW6JuDCWYG9z4jxfAr+KtIA0GI6Jhjjkk9TTZQkc7Oaj4gFe3sWe4f0kFqIR7FxsRb0c/4Pe6Suh1BADlq+AH5jLZCCQeFZAGHgLYHVFtlwgFwIfTNscnoBA0vMMdOkZ8baKCvoVv58q2QJgSTcdhyhBRVaKuNz7EjMK0EUNzx8HNOfHM4nHWSYNOuJLLXJRJdiG9v0MoB0QmqI40zpSox9lGB4yiCmZt80kixaeZHemTmmV6JkC7VeOixTpE28+bNG9oPCHJQLKulARsp2FJr9uzZWRP6tJ7Jhu7SolzDZSmypHF/0scDaSik4f/k1HfUtMQHcpWmPRnJ1OhyGnP+uw3Jppsf2eky3g5vCfSj973vfWX1MmEhSd5jcHSBAwqtdJCm/ypdBTXIz7cJhsRhPyK643SBumJYV+YuksdHyD4AUk1n7GM/2Kpey1zoTEMypvvebT7fBhAiNPBsD6Yv1umq+hFnbOoGULHInbnbAU5lzNt8MKUgEJcFleDxVZ4tEFMAYktx3zY3riodSsMIMr/73e+Ov0GF0CgA0C2o0M3Q3/DkI61lEwmWebpSZyzxDwHuiNbuqdYEM4N4v5FipPOwqXZ3jqcKdU3rNGxXhi9FxpdRSgAeoul6wxhgYdIGPBR6r0Z6jFEZ7kIuyzIQtOWZxFi3PUFSSbO58M2GZFPNj2eknCcEvp5jGij5IZ2Rff42JI+kdPcCXM8mGPUGZIX4ELrHQCZMZYxTTpBcM1/pY6RGHJp6rjpgMWEZNlXkkMJSV5whICQzCEAXtHfApRbSlz2BK0LvCdAhTmyrd9nI1ZTh8GJxFdJumc43AhAHk71piQhpD4DTNGSfn15A61918Ufiia6gegegkf/hOU6UhWCVf2yy+ZEaqU1ynNMFSNFEMHuDBeBqWYDn3PYh4eycMGHCUOtNUnpEiuBjs/1UOEjtzASsVF1UjJRlnybqIpugCUabUR/0rmsdgcYlk2P9XT5kaytTNU9hd3e23Vgv13ltYM7rTAz0LQwACiGwDOkTa8OVMqP1LzbhDCFDDEIr2e2u0JCVhsE+JPasDwF6w7Z285JUZO1bVMUryRu7whzxO7A3gA6DSAYJerNsEoyObT2kpZxr0/RUnHFGmN1jW7O4YujXqrcmBDiOXT1pM4Km+BNj4owhyN4Yy9zgXYZkWxYdkCw1/UXgyhXLCUgfau1psh933HEd3FEjINeWjF3uE+fvvFZ0S7JYoENpZCrV8uI73/lO8E69ibtp5EBn5AKdEAxYJENx6EQnC4ErkJzaHK4Jrh73PuvPtxVij4DONbErcoHOCAYqktGDiLbOnVmXsUhtb1kHlkd2ktNg517deRDjJCaklBlYi9vm1rk0OiUYqBR/SHZa0aGfLBSSFGjDdnSmgt13XefDQUohL3n65JMRZ0RP67KlVA3wc03OaS360DnBQOXC2L1Y3OKnU4+/Bk1x99xzz6GiW3QeLTXY6oUd1VKbAZPdWtdZmmsPgM5FZuPhufxcTegJwUD1hQ4zRCPWQSeWzgPkgPx/lizaFBHAdvXDIpvVt7XxGAKB66k5wj8x6BnBBFXskv1PyO3vSaoP9YyuXUGeRsAvMyk1cN0GPScYqLIwyCWjM8iUooeZsU8zsGqcao4ZKSk3KegLwUD1hfepmg7PLQYkx38MgZSS6b1eEjX6RjBBtWQSv6Swd0xVK/URVP9Ma5NDnxt9JxioCkmotqCuny4i3fQVH/ugKJba1XN6ZSU2YSAIBqoHcrYhGluq0bWF8rhOe8SOIRAmYAWY1bXjNBYDQzBB9YAOMkRDLzupyNjVZ4yCUNwhob0ieo2BI5igemA7GKJtUSzuhdBJp8VRDOJRs0NaKPUTA0swQfUAt/p/og1hVBBLMPAEE1hEIxvvMHPsUjx9dDR0LOrgTqhruDuIGDUEE1QPeHdDNGI7lMztW2Te9maAQOx2gTnm+/rQDzpGHcEE1QOfZYh2rHmljcHk6jX7VoQ9Blvi4Xwm+2Sha3uW0YRRSzBBNQA4Fi8wZKP/93bF4g0kKM/pZHvoDkCTMaLwxGcv0lvijWaMeoLZqAaGdNJzDdnoekKSI4SDbDStHxSdDZ3qpmIxqdjA8/pe5Gb1A2OKYDaqAbumOo4yhGM/wE2rA7LRR51yoq5b6dDHgP6VtxaLSUU1yHXm/vqWytpLjFmCaVQDemV1lDCkY59nNvsebx1U6i5fvVJh2xS2IjzDlhuUij9Qvd5uHYvMtUfPVm6Z8X+84EBN09mHJAAAAABJRU5ErkJggg==</Swatch>
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znbN2IkpDJfPWrX71CJQ/IPE844YQ2vmGpaj1g4hyJCFeXa2Z2Gnk9CwNlFhkSBfdbuj61TptZJDld5FKBQC6JCW+h86SGITXSAdgRN6adTzbEgq2OZkdCx4EM8Itf/GL7f3GRDoQxYNI9ZF/cE8W9jGEgAmctND4XycQ7NYIpFAusudkA96xEVbbRAJKLa8RJINay+baEOMz369oUEiiD83DtkpYSLFKf5RLAs+TIBaykjo4+WKRzZpW4sdqMZ+gl2MR6zXyyoOBYvxJCUJjnAZck87IquU6xkUY+LiuASKwRvYylUzg2iITaKGbnqNUpWR4icAmFbPFPnpVS7msEQ3LiZ1fLENCuZJw5QoYogYh95HIdsu0xZLGAbEKRjc6xyWS7aVZsmgWb2XrJoJRWBJpEyqc+9alzpcfqkf5eQC6AVvsTd+k+1ZIsvWexuCBZkwzPNXCvXe3KSCfeiQY/71ezrHq6WAeuMYekgguukVes2EewfKtaoLYbinzTRy6bdsWQYy0RiUe8KKSoCccj0GvFOgk2Oc15ZutlsulCoAyjl94qU26ZBeKTj33sYy0JxDbiDS6IxVJz4xJIGtxoxDZiKXFL1y4i1o24imDeU9xVy+D06NeK67F3skYwk84adrXf1OSFkiTI5Xt2kYuA2rVFrg++o5YoIA5r4DR2M4IVu2bX6dd9FmyubkYTrRQUBWXCI2siPpkWG3TBJCMYiJUkClYhaYB1E+RzyWCytPxI6Ws7fQIIJnDmgsv9iWAS8xitBNlFolBqXmI+1nZMaJDvSGfhWK5axQAIvSSHWSCDjEUhkRFmzEEwwJWqslwl2OQmBzvN84kUcO7RBEQ/u8knXBL8kGEsKOqsQp7dRXmHa8vVbx2o0ZfF+onPBPUlxHJdkoNCMcG3D5oaCb61Nh5uqItguXgbCBdJBCafdJGL1aIT6l1TVRAejIGsPmAh9kk5A7ETztRuFtFlwdxBY+4DeKnpTHF0Q0SaTp9hfbi4MXsATaYMNLpA1efudKc7tbqVZr8AcfUhD3nIir8lqNYIxsqwfqWUQYy0MIZ0mEo+agRDWmJqrccr738D30uzoWsUb4YlzoEMymjiLgvInoHyGIJpYPllwgHZ55gOjg7gCs6sitlXEWxy75895v3EHCwPkrEI0VNPq5IRitXG7GSWwptQ6Th3qyOUcBhlG+0ySFdutujqUlAdQLBcyiAXeO9I+aeBtantKuLm1C91YNQ+NyB7FLN5vfeqkUuMKRgnNitVCTnUUcfC2OQJRt+WupHYI83Bk8t7K9UsGFF1Yff+MWmsgx71cJlxdBGFnntBshAfp0EXAXATMjiBfxAjVngtG+tq5GNJiKx+Ly5xrRTzMe3GEhcTxSWWQIQawcIKIxcyGx+Wq6aws/KSGcQKcsEsPV55lwbBlYC7IOAM7rwz/2GNYHdf1CeCwFxQrx/JKicpUPKZecG3lcy6WcH6wKZBsVZ2SrQ1OIq5AeTtann2mU9/+tNX/VwmKQ4zuWI4utYsHaC+T41g3pPmFeJsQOwY5OLSBfQy7RIsscqAOJH7jOwPhrSN56B95e6R5V/wMQUurptgk/st1hu1ZgT1m2al7kfUIwkgActFr1LXMwFWpixTGWha3EMHo6tp2cl/1lcdcKYqN1Mr/6g7OrSEmDpL8gFIwrWWPWVad8RyZSZqYsWOsjeuLl8oAQRk3cWsQJjNS2RDNiDnQNS8A8Q8sOC+f/TU8Qrc9Iy4JQ7l97ssLZibeS70fouxS4YEgGBiCIhWX1ZFx4SJVwZSHxQn9O2uUZPMyWRjLqmiSwkHbowVqUkWMjpyhoxsVnDPYkP7E0uwGiXBfHd1Si6+FnP5Ljo3qO2BPEmxCMsxQuaofdLQ4t8Wl0Qj71EjI0lkeIHcbfoeiJx3pIyAwcWhDYFdSbCdmwUjdw1l7c2X1l/FPZkA6blsjDVStM1PAQyIUZj2fCVbmXGseB+4vlqHQ9kGNCtYGrpZKdYK9AmreWzIYnQF9BaD78+yKXuxMOSZ/LU8gfHzebpVkM971vZtct3E5rz4LS4k4KpQ5DCuxFe13BmBQ6sJNjm8ZPtZ3lGQLbaqNbLllfvaeaXALYmr9HKpAxosZRiHtckaQ+FmzgXTeSGa1sXVDoEJqxFMDMaykToQXNbLclj5Y+D1Fgv5IAdLonQU57pKKhTUayf9aJZESEmPrFFrOCkBcq1OTEncFbvWdq8HJC2sVC7K0s18Rx6jdpaZuHAOgm2PS3F4Sr7U1HVmuse1L+lsBGZV/TFHftRS385jq9tqpY2pXRo8QbsJZ6FIBrpX853QaoN+Nw2IL97oMvtcC/nEZ1jlNCbxGkHSv8dAolISDLhwBEMuJKy10iAXayQu0y4epyFGqSu3tBInHSp95AJE9F2U6QIIa+HnbeY5ZNNCFS50BuAQLn3Mf3KC3WKWd4NoAhRfmaiuo5MMbh/oUbog4rhxhWgJgpjAswkSf7F2siup+7ROALLFgx/84FZM7LNIapHKL4rnYAJqR5QjIx2JK8q3iNHAyAZqk4jqdQH/Jyz7/jK/GrlcG3JZkPRCUkkAmTQO5kKwxVIeO1BDCLL5jSUkVNyjn3kfCUfMme+A0ENPgewALq0i2EzuUeYhYAUujLJM34rOCXGPeMH/hx5sKzYxCWItATJCiceic1V3rPeclkVxhyoIIMngTgXHtYK2ydLfheDhylUdVB+AW+a6+xaJoNtisBAQGywE2a5r7bJcyGUMWRp10TKjlBCxKlHv9DpZq+SoD0gi1IgsNH6mgO66auWqBQGXHucf7Ugnn6mvdpu+v+hCebwkNyeojPPo1eK6dr30wUqWRUkCHC2gTMRdsgBDmhUNntgsgl4iL5XfZNZqfOIe9T3Wrm+zRh9YNpZWmIBgoXORZJCr7O8HAqvYyvfTTauJ0r/BM+snfMj1K9+BxRFH9WV7MsU4JC/AOk47UmoB2AanklH5ayxlLJlpVGvbs8QPguQZU90NYPW4LBlmxBqyMe5MUG7wTKr/cyGSAW6O22RJ8/NYxRQslxVcI1g0H1LwazXLoWBlkVWcE/suWeQauVhl7kvsFX/bhdwdhvtixfs6PQDR88wyQoAlA5dw6sM5wWaCTRklkMGmB7qX1SK4j3OsAtxpHPwRrkjMhTD+3uvDlXmunQdRgttQLUAybjqHeMPndZVX/E5G1dV1MQ0sDT0u4jIWR1zWRy7XOPRWgPk1Dc1ufZ98Rzf3O+cRAmOwgmAzuUcgG1DfS7AYsjDCI3mgq2luUdBLxQJIOLpabEw4YTPPqAIsoDiH++XiWRXBb94izWLkVQZuXDIQh93lxfE+cploQfxQctGmuPiAzHAIxHK5tdZQuYZoORUEW12nGAgBtxgiuldzUOm5CiIhi7YscKUhV9B8auUgbgVB+lqLZXEWRBTU+0CvU/4KixXWT3ggEegiF3IQUfuqDiUkDnkHRNm63YXcerHsfUdTLQEtpzZLAyOfnumcLwG4fnd6iiJ0uQeP77dquEqxmqB9LPLzFNQKxVeslckU6Pq3z2aZPGqlIJNpUinksZOmtqO7b0d17bWkhyCzzE7JJXSuGrksNmWwsQ2CObmEHEM6PVxHPt4yxzFnjy0AW+MWC6Y/pL5/fgp8CVmXgY1GuBJcJVWYGEvHEUv5ouKVaBE24YriiIA4HpEgWHlDJkQVoGsfIOsWHRLcks+tkWlMyUjd0gISZJt0RWmWr4tcJBKvYe0thDGTnV+XBW3spsHRDPl3VCddY+DU5RFsq1nfIT9Ty0DLnvIOh4DmQhOSp8s1yJRkfmIhVk+ZaAi5tLAoVdVAaCx7nkxw7TrJIGP2CspUxWGsKvW9i1w+Xw+cmNRmXdUK3SBDkZ/BP7S9Oe/oVacd2m+3YGw1F8FKKJKyWOVx36yWfiaD33U7YVkXjSZcjkFRh5sGVqvr3o2Si7z/PODsiRrBuCIEH3NOvTpq1BZr5KJVEUSjBAbadGYl2JATEGlp+XkbFsIa3sY5x2IJZiVbqQa7VMsRgSXLe+cDSCkADXJxATLCskmvBJdrgmv315bZ2RRRG9i+VB3JxhCsL1vUY4bggu0gF+iB01w47V7f+TUFhvTP+7wQi3mAaJHqgrKW6oXvEpUKC817mBOlpRn3tLYEG3bg6UAQWLmBmtpukMUi+SDRyPJDOnwR282GbKPilms3t5IYUNCRy5ascuNtX2uPWmqtTagG2p3aY41cFlKcWZ9LDAHf0Xa3IVAZ8FmI37eZF7j4/OBj4YC/I83Y4mfhIw3NUQxJuM41xxpUT8YsugxbeteFNhgCItF5yv5yK0J9UX+TlcWUI1ecMYFcJmXIRgQ9+TKyEt5DQiGVl10iIF0rX8UEWdaxZvlc27QVD0Gu2KeZw3fI27ORIr+FMrDQQwkWO69ZGISIA1f8Py+A6/GyoHLxm2zCYsYhemMhHp21dJaw+cItGCCPwJugWLaTiCfUFk2AJCEv7MpCa33zJZwRoT2oBgOJxOqKIe4y8XQ67S+sGgvHitWqELVd2iUQk+RQkst7+25lOYb7Z9XzPjZEsQijEM1yhm5lQkO557I8LBRk6jowTwaO8DpMAhIQ5O47k410o+ZJJ5S5mzshBEFZyKMOOrYvLkNrwfobimaEQJqiXqt9CXgNrAGxOomUug3oatOgcJ5vU8uhuBvZkwRBKUas47XeW0eo/ngyhcGsESwSFAo4C2xyicSxOYLOJu6rkUsmi0z61hAEKcSCSCd0KG+oJbEJgtG2LIKue1NOg0yV9ab3BUg3iMfF2iTjOyMPEkWFglyyxATgbAi2kGMxaxDkUsfzTgAQVLJWtBoZjtdwd9N2uFjZSFnTsAwcq+k91SK13Zgs/+aKkEynh5iEy+g6WhMx1CVZHNdNn9OV4drELD4/bmsTCHJ5nYbD8gBfSY/JLgkmCXFtrLjEBmmdE8Gl1xZQwLWwPGJFvWIEZ27d+0e4wbWFqx+zkUV8JuA3RmI5XoDUU9t6NwDnX+pN4aOTUpBd9h7JHK10vxfg563VBhdRuFPWKs6ep4vVrA5zLmgmeGp54UpkdnrBlKnoU9wk68QyIR5RtBYDcUEmmkVFMBZYvKY4j1yllud3trrpJTMJtcN7CazcX1lIJ9/QDlkXMaNrNR7kFYQ1Jmqidvpo62HljAWrU8uw8+CeBxmSKFm05kICYGy57fLcNeL0jARb3k3hA5rwBLi1rVBcpdUVtTVfTAyGXIjAjEd1wHvQ2WpgpQiQYr4IepGULEI5Zx0NIIsquBbI16oOAfGRSeVKxXQsFxdUnl9hkk0IQiARoThaaeKYTOC6uSrkL28Kj1DqmuIcmSc36buOrRu65rw0VDvEzuIRB8pq44BgMee0TuN5Dqmbi2AGQ3A6bcMsCyKbEYvkECwzvwaYFZI6I0CQxI4Z9UcaGnLUoEKAlNxTfhhdgKlHFmIn14WkMkDk6donSTph8bhu6Ttpxb9zuC7vF9v3EXDaLmm/LwmmeiCuNA7cMivkesksQ+USQPBwq8gstkMoFheJWCcErB35WYPgXk++2HFW6wVzEUz3pqBaoM6kd8U1QBdjAViSHNwRV6lwzFUYYBmaCRSPiIcEqbW7dbB8CEOVr0kWASShnHvP/H5C+UEqOZCSa+KiDG5JLpaLBRi78VXzIUuVty5xk2InVYwonksOuHBJkgxwyAEsQoSAxcaVqj9G6/Y0aDVSTmI5yTgzbvhYhbkIFqchW4VWncDaINUGJArCvkSpPxlIK06cocVaXGIV+hsxWK3lOm766XUIGR2pJr/WbVDLlHxWjWAsZtyer4ypWD7X13Vq4jQgeFkm0o0iXkTYyE4tKK1DFiWXSXJg2SUGMlljyBK7Ru08+Z7JOMC472YOcWyT74HcxmLO81qrmItg9trJqMROgkX/N1h+VrspFAVfZ0V52zsDpZ7IVSKVTC/ev7YFTDqu/ScUeatvll0wca+kErJcwXi5jxO5TPg8dy8zmSXBuDChBrdcyh9IwqKwctFijeBgjI1n3rYu62X9LLiyydPCo8pz+RZ61/dfJOYimIYeVmoAABt0SURBVExF3MOCxCZSZLPCuu46JhYTxJe9YYqzVme4MC6o1ikLBnWO8xM2oK+vCsHykhIxkswxtNmvBuQgWTjspbzTiWM6fS/6Xb7lDcSESOP3kgrWTpuUzJVkkSc/khKWiJslZTheFJnEfwg1pqYotGA9EXzoDchWvUd6YMLMWphMyaqj81hZiDGt4i9l51bLdNjA0cW4Xu9XU60Naq1gPgvERF2w5S1OryEvsMpzKNqtS2O9BNvkjpJgqhOSIOMihipPoOYhVC9ILMZPrMRqaxGPkAN5IiCn4NMLh55xloPlRlrxNXnJxuUZCfZLBNP5NpfYaqUIssUNYiKDId7qyi4JgxIDg5ELioJ8f2siamfgG1Ca05w3c9oAIqXYpnakAQ1OkMwtSSJmLPZugGRFQO+9WClkyWt8CIVkYlGJkKyytvNa3OnaZLBxzECAdQyra4zGkovWp47KauW6ZXlX3hH4E4I5kWMhOzKQC2HEUyxAn3whDtANEbUzLsiAsmA1MVVGpwzSdRqiwZEMxA4lk8dNIL2OUBOItJEwILhrELPUCMaKShhIMayKFc1yDj1PSw2W3iZmM/HhjmV7YktxZina+n4IRtW3kLg3WWRZz40bhtERaX0SEu8762FyNiWbB61FZcu5MbB5d0b8AMEWcl+RgFgisp5pcPiGyfMFSR7ca9dt8Hx5FsygRsaEMLHFDZn6yis5ZKtx43eWqdZqLe7hoqncNmr4HJYDCbr61MQsXBbr7TmK2yxlEFPgTegUK5UE83fGL95fNkikFZeWh7ZYQPQ/72Hs1EsRcgwQVVynxBY72AOSLWItazvHMQInhQVbCKzYOGFnyP1wuFbBviyK9aN71SA2k2F1nSI4BuQKCyB29UjP83MgAlphuKrYP4BgSMNt5h0LVryfCxG8T02vkz2HlURar0cwY5RbDJYIWXKtzt8iESJwX+UiUtCX1coyh4YOMta4DWLZiuOaeBEuvOtemyPQWrAT530XoCcphUTjWt7B2Qerw5cS69T6jijJskkreMhJOgH1M1Y0OghiEwmLICvST0ZM1DPWBQQz2DJlrsiAa/3mjgnC4inSSu0+SAFE9hksUw7XJvtGqBysWHlzedYPwZTCLLJSF1RjVVFAQIuxi2iIZV5cdznWrpNFVDEZ4n0G4sSFEMwq5HIiMJcFsThDgJBeW7uFHVKILaTdrFzsrRSHGQTkFLtJGmI7V1gmg1wbaBaEpdSUyPz39f1HqzJiib8E4Sw0N9nnjhGKiBlHhbKA+fmr0bLt9yXBWCtutJaxKrmpH+qSKDtUCKusjmyXlc+tD9duQUkQShg/BX2x3hK2tc1PMCsBoeLsLzGNyRtqrg1Kuc0frFqrOfQ0K7evQD30WlUG4iBdcVscX1Q7miC2i1HUFaVrHbAgZhLI0+YExGK8Enlrd2R6JBdhQh7/IArydG0zi7DC9SB7qZlZBHQvLpNUwWLV7s5rUWr4lIhN2/swB1qCUQ7VCGbaG2nFRarM0ow5916qLRaoQYOgWiFrYIIFvMhhElmysWUN5OLe8gNGuBqWDylqW+ri3DPaU04uDXuyQNfmuhBq2ok1EWuJAUOsVVIzwfkObKA/9e1j5CmiZmjRlUkKyyu00GUSyUTobuI148kKLvmUHRN0wmbJ0vwtsfv4ZsbjA7ip2CltpQwtACtldG03M2kkDL35XKPSCvfgvU2I2qUjC+hoQwrBVrnXOrwuh5iExUCQGsHENlpZTAoLRJ9DRomBspHqBWsoG6Os9y2saJJ0vfkNwXzHkmBab+JmqiVYIotMhiqWEpuqjpBdcmHa9yKHkEnIPwr2ro/Iu4yaYwXH41aUitj0mQgmVmBRopdrCGhV0RhYwqo0WALWaKAzOVwpbYjVk61q0xF4K7CXx3bmQC7uqySQQdbhwaJ0bWOL/qna7e5cE7KFRiXGYslrJTKkiFvH0N1yKAGxaPkGGa+XFJTEA/FUWCwLDhG9VgwstixjWd87DnxZRHltBNo4IQimNWDmE6a5OatyyMoweKxT2bYDmhMF0CxHmYUKhrk4epiMkxxAkGVVkFJ3qhpffg2ITMMqt5WxIlww94JEfW1GLG3t9xIKRBdHIZtJRxYTWh4vzsJFnFWOkf/X7vAhlorKSI785CBKvs/y2bpXWTNia3nfJKGA6xRzsWprtAm3bTcJgs11C/quwnYNGu5q2YyBZsqjJKPTNS+II6YuDMq6nxNpmX0/178loDVRNCpWArn8v9yTKPlALiSn5Fv5iNsFVrTr6E/BtM/mdkgZpBokl7Tkh+/lO6fi9MIc0beVuzjiMwKHIAxIiHgBVtxiQWyJCksm1vJe5IpciuAyLVoLQFNBaUmXgJZTOcFEfHPfYa0PBj7OTC3BCuY3d6J5CaLzHnYTqG+daxTEsoIGk9vkqqxkGZGMVimlvP+jyVBQFuMpyZis6KplCWp3oS2PQSjBvSICqQUZWTyuy3eNndv56do1a4iMMsuyN80Y5ATj5vLTfIQNxNJIIHwP8ojskt5HwytPcyRjxB2Dx96KZgRw6f8J5izNZAmYtJlPOpwGQbLMpdaiTFgsz9jXfWrCrM781neCaStXdd+qFR9xmyYDaeL4pNrNRb3W37I40aUa+yCl7TWC1fS5ElEnpamJm6JWSIRFsvz6u4RdOlS5f1FSIoZUtPa98ljQ9+Cmfa54ViiA5JH0EJElIcKA8r7iitcWKG1PprmEoP8LOOUfeT+YQtZSCKYEIovLN54GxA55W69kQSzBchkwKXuuf3kvwSxXwE2yXko0fsZNWfFl9d9q15NfkgtcE9IjQm2LPy0sJrkPXC+iK+2QAeKm6wiab6qI81hLqCOSP/LzVMVghGZSg3EIzQshYkxqN1INeD/uEPmQN7/dIHfMGwg5tLsvoCy04uvEP3KCOZfxsYv8lIDsMj8hJiBtVsPjpgTpCGLyo54XO4IErfnWewTkLhAMuB1/a0JrmxrEZYLfklygksA1kR7yvvaAa9Pvlt8zqA8mUtuRzJbbFiPm3RpdGauCONW/7GgVbyJYnqhwwWK9oZDlc5nGQMyYgyvnMo3R0GPmB2DDGZ85wXTf/baZ8W4fXaATlXefhRBluTlpes26UbSZeZbBc75riOamKVEbjRjI4JSFZpbLCjbAXl+SKyAuqWlOgSFuMgf5wjWxDMTMvF++T9z0fUqCkT5YUeSL9nH7HsZAlUJQb6HKIiVa+WEn4kxJFW1xAVkmDm3o5NzwKe4tk1Yb07awG2LFbVlqdTtfhtUQY+XkMgF+Jq2m20TZRenDIEe6LyhGUhNAqihLJrEZN+qXYjxSippcuQkYAfpWb+0En2lA2LCwefBeuwsKApA6XEO5lc7YqT4IAbg0WbYYcwhY8+ia4C6Nh+9v3JE53yHPZcoyxaTlzvSR+EDcpwjKnnx3lVoIwQTMyhm1e+lYLVaKfiOuUxYlKPV6wXGt1YcLMVCUb10FXIdSDnKVRw+V5ALkQjLuBlnFfbGPQLxnhUssai521vMiQIAfTQAmuYzBSBi+k8Xi375PuQXPdxFmsIzRh98HhBZzSgrymM6CNS+I7LOU3srqxgIC/hV3JisJxnea3bmOdLLqTGRsJcvBHRowK5WlEniLJ4aYZYPPYiEj9yn7HEKuHIRLf0eqMJFWOAtlYF1Hvv0+ULtD21Bw26FHWSRxJCgrJe7kusO1+04IVBJMSQvJffdaFg7GnMfQ1sOV5sV7nyk29J2jTKXU5fPiWM94/ZC7DvcAd1acsb5idtypNF0o4WUuK8YM15r4tK0QWaNm1ydwdoF7EFeV94yEaeQqXxu7saOQ3XVnEiUtGdiYm9cHcosYIjJlXR02iukBrpCVNuFlGzerK1AvgVjGlEUuD2Wxi8gCppfVvILMl7RCpDYOwhMEnwNH53e7hdq2NbM+M8GkvfnhwIE4uXDIjUP7wOIQa+chV4loV+mrSQqEKek0JcX3oZtAconC3wgZxEA1EVhlgLUhWZSt44RRtdMoHXkfsZLFzMLlkFULQUhDQ1pxQqKp3cx0JFZZjBrBRLvqCOPvYNWcsgm21gsmgBRrSIuJpGPKSwEDXCuoR7YotlB20V2Q3112GqToCsJ9Jzjbt8m9i2t8luTFtcRR7F3It5+5Tu64JBerrMIgMWCRuLOSYBIh+wO4cVk5i1VmtyyR784Kjd15hdhjz+8vgDOrMqVVBEsX9q/0JQ9L/3zCLJ9COGWWc03JirTquU0kU3Mcc3oMC2JF1jbiGhSrm1UgspoEmpF0f1pcxzVytSwBYipBdd3uT2E9uhHETFJ9ZJM4cDNd9xjP65AsZL4djxKPKJR47tK4KdyrKdZKV4hFY3MoTMD1slSuf+gR50vCYbhT/rBrZ7emcLM5U21Seq5XiRnXziN+oMFwXyZPwDqUYMhlRdfujYhA4hYrlxAaYi6SmaS+dmiZo2J3CJhxbqxidE33okWJ0ZyJEW1GCKq7wWe5RqWXsvshv4kC0hgTpEASZRpxj8UXXRJ6wYQB6ojlQcqEZ38rzCC1kBrEa2t4g6suEPcOrf2iSrDExB8mK3ZkM2MsJhU3OMw1MVXmwmxHTa6m6tcg+5KN1m6yILZgCUkWpI2yJccEIl7tqHDujiXNS0qRySFBjWAR51gcujpYnLB04iwaFaKJDwXwkRDkaT8XyMKTEfLd71w7N80N0vlkgaoOJcEQmnu2gICsspHgSJyp/aLvbIoDmzmCfRqX4rYVb/JyPWzIDUr9DddR6jRgFUvluURkqR0jLmDl/hAin2RuxqrP031WK3YsIWXt/ZCOdSE1OJBEyQUB8g0gMkYZm4I8ErKgPs8GFcmBOiUrWR6tQN9i4ckwhE5lMBkhkTmvAgDP0LW9byiMDYlCaEAqmvf9mlO4UkUnwRIjP5sGTj/HdrN8okmN+2nH1q1oMmQ5rP6udmcuyEaS2mYQUoeBiTYWwbnertp+SSRQMWBduFrWsHydmMZgh8Led8sVkx2nVQvwBeII4TMshLBo3BcS07lk1DI98V3frh2ZH8tk25iYUqxGkyrP4eDKkX3sUQYWFBeLoEIWC557HnqUeg+OxZWuX047XeeAZkaClRDoB8G4PpNVOwYp7t5RO38+dLSy8CxQlmbXdmhLDGg8ugXKs+pZWNYij5v6GvHEbd4HEbQGKRJLPlyT7yb2NHlh0ZRixGbETK4TYfr2ENCquEB6F3GXGy8J5r3VX4fsO/VaVtf46H0r+83EcGOy7Q4c0PfLXoIlZn50HiuWo9x+zrWVBCMuIk+NKMjF0tTudIEgtsrJJMuCN8slO+P2WDIuzOsF0qSGMp1HMD+r1U9lhMThqBd6T10TXKY4SkzImsXBdaErmViTieyUdq6/qyTjs/O+MN+J1cqh2tBHMAuBRZXldt2BTlhgccwJ1qu3rWPI+WALsWLlUUllIC3ANZhlbzr0kSt/f2WXPIUP2JDBpZlgGpQJzrtnc7BQ9K7aDRnERchJIZcdyt4E9nmhXIYnPiRrcIvceYjCSmesqetwrXZ2T6v9ee+SYGqoFmgc1Ae6WlkpVlpbdFn8D/husWNrAdlnr/WCqQSbWDEjuPqowREQ6xAlo3Mib0U26SxXeSYWDCFXQNaqizTvWw8Itrlelm4aBPI1goWLkeEhWk2WCBCTxVIsFkvB6oRF4069h0XhPfy7C+JGf5/XFllXyQWCsaIyULpj133NLYg4qWfI0eYDcdQ06wVDTzh0PLRmqpl79pl+AxlBdmRxVrWOy9o9vZGLq2HZhoA1QCCxUe1MK9qS1T/tXtm1lhpAEJJEtOH0AQFYKhZVXMUyC6jzmzFIGLhYUgv3XWsiJPEo7pd1RnEY7czCKW/wAMaCAEtvZCmHHjs1EHSvfae+qhlIsESOb6ZV4+D1YUcWd0A5RPDKZUjxDToXIBAtMZZcwDWQAril2t9xy6xc1yEqrIG/r239D8hMhxyTJAP22tiBzbJqviSuyiwJxLHIJDTkAlbcPs/yPC6WpyQYvUzbOPLkBIszWEk0SzwS4BCcGPLCMWe07p8euzRznIYoS0IC6XqQq9bJOpZcCGtirGgZmMmk7dQ2rhJtxR9514CMVnAuhWcZWNQuiH2GECzf6IFoMkrfX7LDdepKZQlJHSFv6Lh17WqTvkscWyk8qN0djrX2fYQfEhnXPc8BxQOhiLz/0BcPJlhi7O+TFXP72MOnvrgHUeQWWyyCXLJGm0Oih4qEwHpwHSwSN1SC0u53AnrBP50qAnGfbbLKDRiBmiuvIY8xZWzlaTnII+vkGi0OpIsbgIoh9X5JCGS94iYibBzaEnAosWC+dgOKJeKBuDD0xWNPmXbCrDsr3WbaC6dBcGsA88JyBPRDySXo5g5ytVsgz03Qm7hC7qnMqEw+pd2kKgHlrT8sj44Q5a5aq/Qs7dOShq5sUcFbXKoeKWxAIsG6QN710di4Qq62JJjMUfIw670gZ4C5H3Xbj1EES8w9OX1xVWc3hD7XtNf3gZsSh8ShdTJM7mJItgisFKE0t4K2cpENQsyMW8iIR0r4LFbB78WFPp/GFQXyOPCkBHc3ZBtbXg6ryQHqsSQF14HMuiHoVtE1IjFANJ9Fs2Pt1DfzrWfARa4RwRRX9zp5ZB/Q6HPy0/v/JJHMcX06+4YditoBGZQancDXM2szDawNZZwFCutH+Ow63U/myO2VN4FnIcRphEgyibKJXdACZkQTdOcnOAcE1+LHaXf6yBsNIywQh7FIapW5qu61iE03QziyA9eIaKxYXIeW53KHlhBAaap2JMECYVD3Nvdj/3CmGzGkD3pTmiBi0+6z/H2OITeRCiCUQc6zJoGz/8umSig+66kSDFPhy2306n0yNJMezXxioFpBOkftfpU5WNW85ZmL9NkWUHmKcw4KvEDfvkefz3VKPiQriO07lgSzUFhhwu0S8VpzPssfznOnD5KF7TZbT3vhIkBiQMR8A4b4JW61koOVYxFZOUmAIJjLkf6XmybsTpI5qi1q1eEWTXTfuQ35WRM1EIzzUpMCuqQiyCWLRiKlKi4vP5O1PJ9V6YplA1YVWcsWad+BF1jU/QMKkCNmlqdmJlj6Mn9Ig6idx2256mdLLgjcgGA+j4nEV8TMssefpiYWyzfZcpMsFMLJGEvY6m/yEI10gmD6yMRZtZKL98rvx8gSCrZ1K+hwLc89QwoLhNDs/WWpsQkjrwfS4PrKN2JL8kpJMOIxLW3Mbu+BIKTtbK5nfYO57lWUPvgriWRulPPGed6nD2IQBMnLIFqDWa78NGRWi6vQJpOTglUirgJtCTnKTg2tKxIBGpfPEoCzMqSEWnOk14FrkA3nbdEIkFtJTYGyY/FmeVCe14knA2qE0+DAXm6y3PSS624LxJ7meJ43mPuOt5N4zIEH9cNW50C0IufuRleCbCtveyFTRHNhDmRRnonNrpIBNTu9aWUspOFPUO313CWSdpWMWCzkcM5YTi7gtnMNTKmny3WxsmHt4iC6adBew9JFU0DIMfkxTwvCc2aNu3Is6pbKutbk5Xee9sIx4P5YKRNqkuhEansxYZRtxeRcKAUuiWXQMVFOrsKvLM3+gNIKEDy5MRJI3y0CkVMQT9H3WgVv8opNIX6WB9x9DYz5DR28bqgKH3fgIMCKNRdYwA4c0Zwyp3NjIQSb6GPu3KSouFo6nxEmS6uNidc5QPcKaGFh3fKuB6tZCUaK39c9SrSUOZZbw5AKceIU6NpG14B4i9W0EUTsk98aMG8P77otMiuXyyBjzk9VxCarqGB0dXPMAX1Vu47Vu7qwsJvCTw5PsVX5uPS44rTXD4WJy1tsxBqsmJ/lrlOGKK3nPobAa5GXe1Vkpn0hHtfnvVmUvntmC6wF64TiEnnbUdd2Nlv48tpiTQzugvdckrhqh8wO+eEl82JhBINJvVLfGDl+dXPXAqAYrM05yCXGkcYLkIccaR5g4ewMIhOwWBR672FHDyumcMzKdWWStQ6QQL5VrevU6fz+AFx617EFawjC345j6oxDsFCCQbrAH6UBdGb4Ukim1ki2iD2FRMi+O9f2waYUrT2IVSYIcTNP1qKme5WibQB5ciG2Jthy6zkJ9eqv0dn1XXCRNzF3i37jhRMMlk0yZZrylsxDgQCkCkkAmaGmrKtLqlMCwbXWP8ZF1g5E8f7R7Mi61u45lN8CWagz54Ej82Jp5IKlEAwykmm3XlhMNisQSWylrFS74al+qzjDVUkmXHDXob1aa8RaffVTrrd02xKA/HY2MsBZ74e9AIi5dlwWuWBpBIMJyaiaUqSFZZdDgQREUcQSVJexFDVdX7xsNLo4NEQSRMV6LFffti6VhZJg+bHrNVXe9eQVib67lCwZssUdFh1zlVgqwWAS+CMZjWGhOtk0UOFrNUWCJksl9snPzSIV5Jt9xUrhKmuIG7znyElc6/3PlXsK/7x3kJsRUt9dF5ktdmHpBIOJhEF0sqt14Yp/F2ym0Moi1tIlimzcX5dVihsoBATiapKSiFoHBS2ORpcjlyhq52IgoF44mh6rGbvf1xDPSY+HL0rnmoY1IRhMvtB+iWh8ipaBpRbIA7JAWeKQOh+R1saUOGgYgZSXVBRqBKtll3lLtQJ6CW3O6wSF6z0XUf4ZgzUjWGBSuySV6+1fk1afoSBLEGCVnpAn+vKVcGpHGdSgjhmnFa5j8F5Cy83O8xauZ8GaEwwmXRiEpxemh/uczNUZu0hQ5kt1XveCPq0I4AXvSFRztQ4lWcMe+WngNZzqu888LTfzYF0IBpMvfI/JocMHN3P2+C8TBF3a27Q26Y0MBLq919olllg3ggUmLlP9Ugff3LuV/ocWdv/sNUsP/aKx7gSDyUYS0rzNjY6WmXlz7385FD7pIG9ZqyxxGjYKgsFkQI5IRHP4l9zf9ril3r/yVARnRfAA+y9bOB2LjYZggckAPTgRTVym13muU33+C6AUt+/QsyLWGhsdwQ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</Swatch>
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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>