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Ayrton Huracan Profile TC (Ayrton_Huracan Profile TC.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Huracan Profile TC" ShortName="Hrcn Pr TC" Company="Ayrton" Version="10"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>ec2a458c-ead6-49f9-9378-5731631f0d2c</Thumbnail> <History Date="19-10-19" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="22-10-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <History Date="11-12-20" Author="Nic Morris" Comment="Updated in line with software v201 charts (adds/revises control functions and macros and minor changes to scroll wheel display directions)" Version="3" /> <History Date="21-08-22" Author="Nic Morris" Comment="Created from Ayrton Huracan-X" Version="4" /> <History Date="23-08-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="7" /> <History Date="03-06-23" Author="Nic Morris" Comment="Created from Ayrton Huracan LT (effectively identical except for gobo images. it is not clear which gobo wheel the gobo images relate to)" Version="8" /> <History Date="07-06-23" Author="Nic Morris" Comment="Split into two fixtures for Capture. Added Atlabase ID's. Added product thumbnail." Version="9" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="3ee656b4-2b39-4c24-b9ca-9d8751a3d0ce" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="21~117" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~245" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="127~180" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="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="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="5m" Display="'5m'" Dmx="51~100" /> <Function ID="3" Name="7.5m" Display="'7.5m'" Dmx="101~150" /> <Function ID="4" Name="10m" Display="'10m'" Dmx="151~200" /> <Function ID="5" Name="15m" Display="'15m'" Dmx="201~255" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==3" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="CTB1/4" Display="'CTB1/4'" Dmx="1028~1799" Colour="200,200,255" /> <Function ID="3" Name="Congo Blue" Display="'Congo Blue'" Dmx="2056~2827" Colour="50,0,200" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="3084~3855" Colour="0,255,0" /> <Function ID="5" Name="Orange" Display="'Orange'" Dmx="4112~4883" Colour="255,150,0" /> <Function ID="6" Name="Blue" Display="'Blue'" Dmx="5140~5911" Colour="0,0,255" /> <Function ID="7" Name="Red" Display="'Red'" Dmx="6168~6939" Colour="255,0,0" /> <Function ID="8" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="7196~32639" Colour="0,0,0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="65535~49858" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="48573~32896" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" 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="CTO" Name="CTO" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </Attribute> <Attribute ID="CTB" Name="CTB" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTB C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </Attribute> <Attribute ID="CTP" Name="CTP" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTP C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </Attribute> <Attribute ID="Colour_Preset" Name="Colour Preset" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="EC003 (Lavender Tint)" Display="'EC003 (Lavender Tint)'" Dmx="3~3" Colour="255,128,255" /> <Function ID="3" Name="EC004 (Medium Bastard Amber)" Display="'EC004 (Medium Bastard Amber)'" Dmx="4~4" Colour="255,100,0" /> <Function ID="4" Name="EC007 (Pale Yellow)" Display="'EC007 (Pale Yellow)'" Dmx="7~7" Colour="255,255,0" /> <Function ID="5" Name="EC008 (Dark Salmon)" Display="'EC008 (Dark Salmon)'" Dmx="8~8" Colour="255,150,150" /> <Function ID="6" Name="EC009 (Pale Amber Gold)" Display="'EC009 (Pale Amber Gold)'" Dmx="9~9" Colour="255,128,0" /> <Function ID="7" Name="EC010 (Medium Yellow)" Display="'EC010 (Medium Yellow)'" Dmx="10~10" Colour="255,255,0" /> <Function ID="8" Name="EC013 (Straw Tint)" Display="'EC013 (Straw Tint)'" Dmx="13~13" Colour="255,250,230" /> <Function ID="9" Name="EC015 (Deep Straw)" Display="'EC015 (Deep Straw)'" Dmx="15~15" Colour="255,250,230" /> <Function ID="10" Name="EC017 (Surprise Peach)" Display="'EC017 (Surprise Peach)'" Dmx="17~17" Colour="255,128,0" /> <Function ID="11" Name="EC020 (Medium Amber)" Display="'EC020 (Medium Amber)'" Dmx="20~20" Colour="255,100,0" /> <Function ID="12" Name="EC021 (Gold Amber)" Display="'EC021 (Gold Amber)'" Dmx="21~21" Colour="255,100,0" /> <Function ID="13" Name="EC022 (Dark Amber)" Display="'EC022 (Dark Amber)'" Dmx="22~22" Colour="255,100,0" /> <Function ID="14" Name="EC024 (Scarlet)" Display="'EC024 (Scarlet)'" Dmx="24~24" Colour="255,0,0" /> <Function ID="15" Name="EC025 (Sunset Red)" Display="'EC025 (Sunset Red)'" Dmx="25~25" Colour="255,0,0" /> <Function ID="16" Name="EC026 (Bright Red)" Display="'EC026 (Bright Red)'" Dmx="26~26" Colour="255,0,0" /> <Function ID="17" Name="EC029 (Plasa Red)" Display="'EC029 (Plasa Red)'" Dmx="29~29" Colour="255,0,0" /> <Function ID="18" Name="EC035 (Light Pink)" Display="'EC035 (Light Pink)'" Dmx="35~35" Colour="255,200,200" /> <Function ID="19" Name="EC036 (Medium Pink)" Display="'EC036 (Medium Pink)'" Dmx="36~36" Colour="255,150,150" /> <Function ID="20" Name="EC046 (Dark Magenta)" Display="'EC046 (Dark Magenta)'" Dmx="46~46" Colour="180,0,180" /> <Function ID="21" Name="EC048 (Dark Purple)" Display="'EC048 (Dark Purple)'" Dmx="48~48" Colour="128,0,255" /> <Function ID="22" Name="EC052 (Light Lavender)" Display="'EC052 (Light Lavender)'" Dmx="52~52" Colour="255,128,255" /> <Function ID="23" Name="EC053 (Pale Lavender)" Display="'EC053 (Pale Lavender)'" Dmx="53~53" Colour="255,128,255" /> <Function ID="24" Name="EC058 (Lavender)" Display="'EC058 (Lavender)'" Dmx="58~48" Colour="255,128,255" /> <Function ID="25" Name="EC063 (Pale Blue)" Display="'EC063 (Pale Blue)'" Dmx="63~63" Colour="0,128,255" /> <Function ID="26" Name="EC068 (Sky Blue)" Display="'EC068 (Sky Blue)'" Dmx="68~68" Colour="0,128,255" /> <Function ID="27" Name="EC071 (Tokyo Blue)" Display="'EC071 (Tokyo Blue)'" Dmx="71~71" Colour="0,0,255" /> <Function ID="28" Name="EC075 (Evening Blue)" Display="'EC075 (Evening Blue)'" Dmx="75~75" Colour="0,0,255" /> <Function ID="29" Name="EC079 (Just Blue)" Display="'EC079 (Just Blue)'" Dmx="79~79" Colour="0,0,255" /> <Function ID="30" Name="EC085 (Deeper Blue)" Display="'EC085 (Deeper Blue)'" Dmx="85~85" Colour="0,0,180" /> <Function ID="31" Name="EC088 (Lime Green)" Display="'EC088 (Lime Green)'" Dmx="88~88" Colour="0,180,0" /> <Function ID="32" Name="EC089 (Moss Green)" Display="'EC089 (Moss Green)'" Dmx="89~89" Colour="0,180,0" /> <Function ID="33" Name="EC090 (Dark Yellow Green)" Display="'EC090 (Dark Yellow Green)'" Dmx="90~90" Colour="180,180,0" /> <Function ID="34" Name="EC100 (Spring Yellow)" Display="'EC100 (Spring Yellow)'" Dmx="100~100" Colour="255,255,128" /> <Function ID="35" Name="EC101 (Yellow)" Display="'EC101 (Yellow)'" Dmx="101~101" Colour="255,255,0" /> <Function ID="36" Name="EC102 (Light Amber)" Display="'EC102 (Light Amber)'" Dmx="102~102" Colour="255,255,0" /> <Function ID="37" Name="EC103 (Straw)" Display="'EC103 (Straw)'" Dmx="103~103" Colour="255,250,230" /> <Function ID="38" Name="EC104 (Deep Amber)" Display="'EC104 (Deep Amber)'" Dmx="104~104" Colour="255,100,0" /> <Function ID="39" Name="EC105 (Orange)" Display="'EC105 (Orange)'" Dmx="105~105" Colour="255,128,0" /> <Function ID="40" Name="EC106 (Primary Red)" Display="'EC106 (Primary Red)'" Dmx="106~106" Colour="255,0,0" /> <Function ID="41" Name="EC107 (Light Rose)" Display="'EC107 (Light Rose)'" Dmx="107~107" Colour="255,0,127" /> <Function ID="42" Name="EC108 (English Rose)" Display="'EC108 (English Rose)'" Dmx="108~108" Colour="255,0,127" /> <Function ID="43" Name="EC109 (Light Salmon)" Display="'EC109 (Light Salmon)'" Dmx="109~109" Colour="255,150,150" /> <Function ID="44" Name="EC110 (Middle Rose)" Display="'EC110 (Middle Rose)'" Dmx="110~110" Colour="255,0,127" /> <Function ID="45" Name="EC111 (Dark Pink)" Display="'EC111 (Dark Pink)'" Dmx="111~111" Colour="255,150,150" /> <Function ID="46" Name="EC113 (Magenta)" Display="'EC113 (Magenta)'" Dmx="113~113" Colour="255,0,255" /> <Function ID="47" Name="EC116 (Medium Blue Green)" Display="'EC116 (Medium Blue Green)'" Dmx="116~116" Colour="0,255,200" /> <Function ID="48" Name="EC118 (Light Blue)" Display="'EC118 (Light Blue)'" Dmx="118~118" Colour="0,128,255" /> <Function ID="49" Name="EC119 (Dark Blue)" Display="'EC119 (Dark Blue)'" Dmx="119~119" Colour="0,0,180" /> <Function ID="50" Name="EC120 (Deep Blue)" Display="'EC120 (Deep Blue)'" Dmx="120~120" Colour="0,0,180" /> <Function ID="51" Name="EC124 (Dark Green)" Display="'EC124 (Dark Green)'" Dmx="124~124" Colour="0,180,0" /> <Function ID="52" Name="EC126 (Mauve)" Display="'EC126 (Mauve)'" Dmx="126~126" Colour="180,0,255" /> <Function ID="53" Name="EC127 (Smokey Pink)" Display="'EC127 (Smokey Pink)'" Dmx="127~127" Colour="255,150,150" /> <Function ID="54" Name="EC128 (Bright Pink)" Display="'EC128 (Bright Pink)'" Dmx="128~128" Colour="255,150,150" /> <Function ID="55" Name="EC132 (Medium Blue)" Display="'EC132 (Medium Blue)'" Dmx="132~132" Colour="0,128,255" /> <Function ID="56" Name="EC134 (Golden Amber)" Display="'EC134 (Golden Amber)'" Dmx="134~134" Colour="255,100,0" /> <Function ID="57" Name="EC136 (Pale Lavender)" Display="'EC136 (Pale Lavender)'" Dmx="136~136" Colour="255,128,255" /> <Function ID="58" Name="EC137 (Special Lavender)" Display="'EC137 (Special Lavender)'" Dmx="137~137" Colour="255,128,255" /> <Function ID="59" Name="EC138 (Pale Green)" Display="'EC138 (Pale Green)'" Dmx="138~138" Colour="128,255,0" /> <Function ID="60" Name="EC139 (Primary Green)" Display="'EC139 (Primary Green)'" Dmx="139~139" Colour="0,180,0" /> <Function ID="61" Name="EC140 (Summer Blue)" Display="'EC140 (Summer Blue)'" Dmx="140~140" Colour="0,0,255" /> <Function ID="62" Name="EC141 (Bright Blue)" Display="'EC141 (Bright Blue)'" Dmx="141~141" Colour="0,0,255" /> <Function ID="63" Name="EC142 (Pale Violet)" Display="'EC142 (Pale Violet)'" Dmx="142~142" Colour="180,0,255" /> <Function ID="64" Name="EC143 (Pale Navy Blue)" Display="'EC143 (Pale Navy Blue)'" Dmx="143~143" Colour="0,0,255" /> <Function ID="65" Name="EC147 (Apricot)" Display="'EC147 (Apricot)'" Dmx="147~147" Colour="255,128,0" /> <Function ID="66" Name="EC148 (Bright Rose)" Display="'EC148 (Bright Rose)'" Dmx="148~148" Colour="255,0,127" /> <Function ID="67" Name="EC151 (Gold Tint)" Display="'EC151 (Gold Tint)'" Dmx="151~151" Colour="255,128,0" /> <Function ID="68" Name="EC152 (Pale Gold)" Display="'EC152 (Pale Gold)'" Dmx="152~152" Colour="255,128,0" /> <Function ID="69" Name="EC153 (Pale Salmon)" Display="'EC153 (Pale Salmon)'" Dmx="153~153" Colour="255,150,150" /> <Function ID="70" Name="EC154 (Pale Rose)" Display="'EC154 (Pale Rose)'" Dmx="154~154" Colour="255,0,127" /> <Function ID="71" Name="EC156 (Chocolate)" Display="'EC156 (Chocolate)'" Dmx="156~156" Colour="255,240,200" /> <Function ID="72" Name="EC158 (Deep Orange)" Display="'EC158 (Deep Orange)'" Dmx="158~158" Colour="255,128,0" /> <Function ID="73" Name="EC159 (No Colour Straw)" Display="'EC159 (No Colour Straw)'" Dmx="159~159" Colour="255,250,230" /> <Function ID="74" Name="EC161 (Slate Blue)" Display="'EC161 (Slate Blue)'" Dmx="161~161" Colour="220,240,255" /> <Function ID="75" Name="EC162 (Bastard Amber)" Display="'EC162 (Bastard Amber)'" Dmx="162~162" Colour="255,100,0" /> <Function ID="76" Name="EC164 (Flame Red)" Display="'EC164 (Flame Red)'" Dmx="164~164" Colour="255,0,0" /> <Function ID="77" Name="EC165 (Daylight Blue)" Display="'EC165 (Daylight Blue)'" Dmx="165~165" Colour="0,0,255" /> <Function ID="78" Name="EC169 (Lilac Tint)" Display="'EC169 (Lilac Tint)'" Dmx="169~169" Colour="180,0,255" /> <Function ID="79" Name="EC170 (Deep Lavender)" Display="'EC170 (Deep Lavender)'" Dmx="170~170" Colour="255,128,255" /> <Function ID="80" Name="EC172 (Lagoon Blue)" Display="'EC172 (Lagoon Blue)'" Dmx="172~172" Colour="0,0,180" /> <Function ID="81" Name="EC174 (Dark Steel Blue)" Display="'EC174 (Dark Steel Blue)'" Dmx="174~174" Colour="220,240,255" /> <Function ID="82" Name="EC176 (Loving Amber)" Display="'EC176 (Loving Amber)'" Dmx="176~176" Colour="255,100,0" /> <Function ID="83" Name="EC179 (Chrome Orange)" Display="'EC179 (Chrome Orange)'" Dmx="179~179" Colour="255,128,0" /> <Function ID="84" Name="EC180 (Dark Lavender)" Display="'EC180 (Dark Lavender)'" Dmx="180~180" Colour="255,128,255" /> <Function ID="85" Name="EC181 (Congo Blue)" Display="'EC181 (Congo Blue)'" Dmx="181~181" Colour="180,0,255" /> <Function ID="86" Name="EC182 (Light Red)" Display="'EC182 (Light Red)'" Dmx="182~182" Colour="255,100,100" /> <Function ID="87" Name="EC183 (Moonlight Blue)" Display="'EC183 (Moonlight Blue)'" Dmx="183~183" Colour="0,0,255" /> <Function ID="88" Name="EC192 (Flesh Pink)" Display="'EC192 (Flesh Pink)'" Dmx="192~192" Colour="255,150,150" /> <Function ID="89" Name="EC193 (Rosy Amber)" Display="'EC193 (Rosy Amber)'" Dmx="193~193" Colour="255,100,0" /> <Function ID="90" Name="EC194 (Surprise Pink)" Display="'EC194 (Surprise Pink)'" Dmx="194~194" Colour="255,150,150" /> <Function ID="91" Name="EC195 (Zenith Blue)" Display="'EC195 (Zenith Blue)'" Dmx="195~195" Colour="0,0,255" /> <Function ID="92" Name="EC196 (True Blue)" Display="'EC196 (True Blue)'" Dmx="196~196" Colour="0,0,255" /> <Function ID="93" Name="EC197 (Alice Blue)" Display="'EC197 (Alice Blue)'" Dmx="197~197" Colour="0,0,255" /> <Function ID="94" Name="EC198 (Palace Blue)" Display="'EC198 (Palace Blue)'" Dmx="198~198" Colour="0,0,255" /> </Attribute> <Attribute ID="Reserved" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Reserved1" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Reserved2" Name="Reserved" Description="" Group="S"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <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="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>2d3c9dae-15e1-4f2c-b807-f1413c67802a</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>75f63c68-781b-46d4-b15e-efd030740551</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>59d97971-ad2c-495a-9688-c9714dddb6ab</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>d714ee0d-d622-4b0d-8059-693915e477cc</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>f6b5c065-e9c5-4c1e-a289-6fa015671331</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>ae7487a2-ee68-4999-beeb-5c5457fd717a</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>58f9f41d-4cac-4388-81f9-3bd0dd3ed632</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~77" WheelPosition="7"> <Swatch>37a7d97a-143d-4d14-8725-090282b4432e</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>2d3c9dae-15e1-4f2c-b807-f1413c67802a</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="78~93" WheelPosition="1"> <Swatch>75f63c68-781b-46d4-b15e-efd030740551</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="94~109" WheelPosition="2"> <Swatch>59d97971-ad2c-495a-9688-c9714dddb6ab</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~125" WheelPosition="3"> <Swatch>d714ee0d-d622-4b0d-8059-693915e477cc</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="126~141" WheelPosition="4"> <Swatch>f6b5c065-e9c5-4c1e-a289-6fa015671331</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="142~157" WheelPosition="5"> <Swatch>ae7487a2-ee68-4999-beeb-5c5457fd717a</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="158~173" WheelPosition="6"> <Swatch>58f9f41d-4cac-4388-81f9-3bd0dd3ed632</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="174~189" WheelPosition="7"> <Swatch>37a7d97a-143d-4d14-8725-090282b4432e</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~224" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="221~190" /> <Function ID="21" 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="1:0" PowerOn="1:0" /> <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="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <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="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>2d3c9dae-15e1-4f2c-b807-f1413c67802a</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>779a7169-ee12-4909-aea6-f5b20cb1021e</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>e897754d-4245-4a84-a053-f031a6b899b7</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>b4d26c00-158c-4f2f-9f64-b546ee792b02</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>b9b8924a-c261-40f6-9f11-a165a3b95072</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>02bdc1e0-8f87-435c-a342-8b2ad5952572</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>282fd2b4-5334-4048-8c85-dc79fb1ee2ee</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~77" WheelPosition="7"> <Swatch>998f4251-4a8a-46d6-acf8-3c821e359bc3</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>2d3c9dae-15e1-4f2c-b807-f1413c67802a</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="78~93" WheelPosition="1"> <Swatch>779a7169-ee12-4909-aea6-f5b20cb1021e</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="94~109" WheelPosition="2"> <Swatch>e897754d-4245-4a84-a053-f031a6b899b7</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~125" WheelPosition="3"> <Swatch>b4d26c00-158c-4f2f-9f64-b546ee792b02</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="126~141" WheelPosition="4"> <Swatch>b9b8924a-c261-40f6-9f11-a165a3b95072</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="142~157" WheelPosition="5"> <Swatch>02bdc1e0-8f87-435c-a342-8b2ad5952572</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="158~173" WheelPosition="6"> <Swatch>282fd2b4-5334-4048-8c85-dc79fb1ee2ee</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="174~189" WheelPosition="7"> <Swatch>998f4251-4a8a-46d6-acf8-3c821e359bc3</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~224" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="221~190" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Anim_1" Name="Anim 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="136~255" /> </Attribute> <Attribute ID="Anim_2" Name="Anim 2" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Anim_2_Rot" Name="Anim 2 Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="136~255" /> </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="Close Pulse" Display="'Close Pulse %.2f%%',100.00~0.00" Dmx="49344~57311" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.2f%%',0.00~100.00" Dmx="57568~65535" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="5-Facet Prism" Display="'5-Facet Prism'" Dmx="128~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Linear Prism" Display="'Linear Prism'" Dmx="128~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Frost_1" Name="Frost 1" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Frost_2" Name="Frost 2" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade 1A" 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_TR" Name="Blade 1B" 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_RT" Name="Blade 2A" 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_RB" Name="Blade 2B" 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_BR" Name="Blade 3A" 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_BL" Name="Blade 3B" 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_LB" Name="Blade 4A" 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_LT" Name="Blade 4B" 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_All_Rot" Name="Blade All 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="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="Display Off" Display="'Display Off'" Dmx="5~9" /> <Function ID="3" Name="Display On" Display="'Display On'" Dmx="10~14" /> <Function ID="4" Name="Display Normal" Display="'Display Normal'" Dmx="15~19" /> <Function ID="5" Name="Display Invert" Display="'Display Invert'" Dmx="20~24" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="25~26" /> <Function ID="7" Name="Fan Stage" Display="'Fan Stage'" Dmx="27~28" /> <Function ID="8" Name="Fan Silence" Display="'Fan Silence'" Dmx="29~30" /> <Function ID="9" Name="Fan Super Silence" Display="'Fan Super Silence'" Dmx="31~32" /> <Function ID="10" Name="Fan Constant Off" Display="'Fan Constant Off'" Dmx="33~34" /> <Function ID="11" Name="Fan Constant On" Display="'Fan Constant On'" Dmx="35~36" /> <Function ID="12" Name="Dim Square" Display="'Dim Square'" Dmx="45~49" /> <Function ID="13" Name="Dim Linear" Display="'Dim Linear'" Dmx="50~54" /> <Function ID="14" Name="1.2K" Display="'1.2K'" Dmx="55~57" /> <Function ID="15" Name="2.4K" Display="'2.4K'" Dmx="58~60" /> <Function ID="16" Name="16K" Display="'16K'" Dmx="61~63" /> <Function ID="17" Name="25K" Display="'25K'" Dmx="64~69" /> <Function ID="18" Name="Gobo Correction Off" Display="'Gobo Correction Off'" Dmx="70~74" /> <Function ID="19" Name="Gobo Correction On" Display="'Gobo Correction On'" Dmx="75~79" /> <Function ID="20" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="21" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="22" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" /> <Function ID="23" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="24" Name="Reset P/T Fade Off" Display="'Reset P/T Fade Off'" Dmx="95~95" /> <Function ID="25" Name="Reset P/T Fade On" Display="'Reset P/T Fade On'" Dmx="96~96" /> <Function ID="26" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="27" Name="Frost Progressive Off" Display="'Frost Progressive Off'" Dmx="100~102" /> <Function ID="28" Name="Frost Progressive On" Display="'Frost Progressive On'" Dmx="103~105" /> <Function ID="29" Name="CMY Spd Fast" Display="'CMY Spd Fast'" Dmx="106~108" /> <Function ID="30" Name="CMY Spd Slow" Display="'CMY Spd Slow'" Dmx="109~111" /> <Function ID="31" Name="P/T Spd Fast" Display="'P/T Spd Fast'" Dmx="112~114" /> <Function ID="32" Name="P/T Spd Med" Display="'P/T Spd Med'" Dmx="115~117" /> <Function ID="33" Name="P/T Spd Slow" Display="'P/T Spd Slow'" Dmx="118~120" /> <Function ID="34" Name="P/T Spd Follow Spot Mode" Display="'P/T Spd Follow Spot Mode'" Dmx="121~123" /> </Attribute> <Attribute ID="CTB/CRI" Name="CTB/CRI" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="CTB" Display="'CTB'" Dmx="64~127" Colour="255,255,255" /> </Attribute> <Attribute ID="Anim_11" Name="Anim 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="1~239" /> <Function ID="3" Name="Shake" Display="'Shake %.f%%',0~100" Dmx="240~255" /> </Attribute> <Attribute ID="Anim_1_Rot" Name="Anim 1 Rot" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="136~255" /> </Attribute> <Attribute ID="Anim_21" Name="Anim 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="136~255" /> </Attribute> </Control> <Mode Name="Standard, 46 DMX" Channels="46" Id="ee85d03a-da0c-4903-a981-941e82035959"> <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="8d67563b-6dec-4882-842b-9c5f6f9b9a2b" /> <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="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="9" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="10" Wheel="139" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="11" Wheel="140" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="13" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="14" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="15" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="16" Wheel="37" /> <Attribute ID="CTB" ChannelOffset="17" Wheel="38" /> <Attribute ID="CTP" ChannelOffset="18" Wheel="39" /> <Attribute ID="Colour_Preset" ChannelOffset="19" Wheel="9" /> <Attribute ID="Reserved" ChannelOffset="20" Wheel="29" /> <Attribute ID="Reserved1" ChannelOffset="21" Wheel="30" /> <Attribute ID="Reserved2" ChannelOffset="22" Wheel="58" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="23" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="24" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="25" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="26" Wheel="18" /> <Attribute ID="Anim_1" ChannelOffset="27" Wheel="82" /> <Attribute ID="Anim_2" ChannelOffset="28" Wheel="83" /> <Attribute ID="Anim_2_Rot" ChannelOffset="29" Wheel="84" /> <Attribute ID="Iris" ChannelOffset="30" Wheel="21" /> <Attribute ID="Prism_1" ChannelOffset="31" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="32" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="33" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="34" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="35" Wheel="141" /> <Attribute ID="Frost_2" ChannelOffset="36" Wheel="169" /> <Attribute ID="Blade_TL" ChannelOffset="37" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="38" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="39" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="40" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="41" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="42" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="43" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="44" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="45" Wheel="111" /> <Attribute ID="Control" ChannelOffset="46" Wheel="28" /> </Include> </Mode> <Mode Name="Basic, 44 DMX" Channels="44" Id="4274aeb1-0f30-44fa-93b8-ae4f20a3e797"> <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="3eb03e82-6cb5-4205-bbb8-f221a7232047" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="7" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="8" Wheel="139" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="9" Wheel="140" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="11" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="12" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="13" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="14" Wheel="37" /> <Attribute ID="CTB" ChannelOffset="15" Wheel="38" /> <Attribute ID="CTP" ChannelOffset="16" Wheel="39" /> <Attribute ID="Colour_Preset" ChannelOffset="17" Wheel="9" /> <Attribute ID="Reserved" ChannelOffset="18" Wheel="29" /> <Attribute ID="Reserved1" ChannelOffset="19" Wheel="30" /> <Attribute ID="Reserved2" ChannelOffset="20" Wheel="58" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="21" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="22" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="23" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="24" Wheel="18" /> <Attribute ID="Anim_1" ChannelOffset="25" Wheel="82" /> <Attribute ID="Anim_2" ChannelOffset="26" Wheel="83" /> <Attribute ID="Anim_2_Rot" ChannelOffset="27" Wheel="84" /> <Attribute ID="Iris" ChannelOffset="28" Wheel="21" /> <Attribute ID="Prism_1" ChannelOffset="29" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="30" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="31" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="32" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="33" Wheel="141" /> <Attribute ID="Frost_2" ChannelOffset="34" Wheel="169" /> <Attribute ID="Blade_TL" ChannelOffset="35" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="36" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="37" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="38" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="39" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="40" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="41" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="42" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="43" Wheel="111" /> <Attribute ID="Control" ChannelOffset="44" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 70 DMX" Channels="70" Id="0c35543c-3d82-4587-8231-e44acb706d27"> <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="dd5780a0-ce21-4171-86e2-15ebd3307240" /> <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="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Zoom" ChannelOffset="9,10" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="11,12" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="13" Wheel="139" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="14" Wheel="140" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="15,16" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="17,18" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="19,20" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="21,22" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="23,24" Wheel="37" /> <Attribute ID="CTB" ChannelOffset="25,26" Wheel="38" /> <Attribute ID="CTP" ChannelOffset="27,28" Wheel="39" /> <Attribute ID="Colour_Preset" ChannelOffset="29" Wheel="9" /> <Attribute ID="Reserved" ChannelOffset="30" Wheel="29" /> <Attribute ID="Reserved1" ChannelOffset="31" Wheel="30" /> <Attribute ID="Reserved2" ChannelOffset="32" Wheel="58" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="33" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="34,35" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="36" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="37,38" Wheel="18" /> <Attribute ID="Anim_1" ChannelOffset="39" Wheel="82" /> <Attribute ID="Anim_2" ChannelOffset="40" Wheel="83" /> <Attribute ID="Anim_2_Rot" ChannelOffset="41" Wheel="84" /> <Attribute ID="Iris" ChannelOffset="42,43" Wheel="21" /> <Attribute ID="Prism_1" ChannelOffset="44" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="45,46" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="47" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="48,49" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="50" Wheel="141" /> <Attribute ID="Frost_2" ChannelOffset="51" Wheel="169" /> <Attribute ID="Blade_TL" ChannelOffset="52,53" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="54,55" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="56,57" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="58,59" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="60,61" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="62,63" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="64,65" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="66,67" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="68,69" Wheel="111" /> <Attribute ID="Control" ChannelOffset="70" Wheel="28" /> </Include> </Mode> <Mode Name="Domino, 66 DMX" Channels="66" Id="55aac464-17fb-4ef9-98ef-18b39e90f519"> <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="f406b188-6dfb-4faa-afbf-9ab5d51c7df1" /> <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="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Reserved" ChannelOffset="9" Wheel="29" /> <Attribute ID="Reserved1" ChannelOffset="10" Wheel="30" /> <Attribute ID="Reserved2" ChannelOffset="11" Wheel="58" /> <Attribute ID="Zoom" ChannelOffset="12,13" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="14,15" Wheel="20" /> <Attribute ID="AutoFocus" ChannelOffset="16" Wheel="139" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="17" Wheel="140" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="18,19" Wheel="8" /> <Attribute ID="CTB/CRI" ChannelOffset="20" Wheel="67" /> <Attribute ID="Cyan" ChannelOffset="21,22" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="23,24" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="25,26" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="27,28" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="29" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="30,31" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="32" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="33,34" Wheel="18" /> <Attribute ID="Anim_11" ChannelOffset="35" Wheel="82" /> <Attribute ID="Anim_1_Rot" ChannelOffset="36" Wheel="83" /> <Attribute ID="Anim_21" ChannelOffset="37" Wheel="84" /> <Attribute ID="Iris" ChannelOffset="38,39" Wheel="21" /> <Attribute ID="Prism_1" ChannelOffset="40" Wheel="23" /> <Attribute ID="Prism_1_Rot" ChannelOffset="41,42" Wheel="24" /> <Attribute ID="Prism_2" ChannelOffset="43" Wheel="53" /> <Attribute ID="Prism_2_Rot" ChannelOffset="44,45" Wheel="54" /> <Attribute ID="Frost_1" ChannelOffset="46" Wheel="141" /> <Attribute ID="Frost_2" ChannelOffset="47" Wheel="169" /> <Attribute ID="Blade_TL" ChannelOffset="48,49" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="50,51" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="52,53" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="54,55" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="56,57" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="58,59" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="60,61" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="62,63" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="64,65" Wheel="111" /> <Attribute ID="Control" ChannelOffset="66" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Normal"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Invert"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Stage"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silence"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Super Silence"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Constant Off"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Constant On"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1.2K"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="2.4K"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="16K"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="25K"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Correction Off"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Correction On"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Frost Progressive Off"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Frost Progressive On"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T Fade Off"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T Fade On"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CMY Spd Fast"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CMY Spd Slow"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Spd Fast"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Spd Med"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Spd Slow"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Spd Follow Spot Mode"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control: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="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,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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YznlE2ssC12i4hCv9LaQkjKDiMKDrw/MTXjjnmmCX3k9f/d5HyXaB9BVQjEU4iuj/XWmeddZbMppoU2uwtb3lLKelblqEixR7UtPp1mwQbu5pRvEjV5rQg32cESvu0Ra6ljaR+xIp0hgkcXgUyo3OQpzq76elPf3pZc2WqmVQRSaAk2UhWyh2SjgQnqUkJg0kd/SiLsMTqiRBSJeJizmPwxrQ3MTKfI7GBQhuECnZdM6N8jwnSJzz74x//+FJQtABXtq37oJZgg00Otpz89qYDNVE6xySRmPdnVOts5PP6rGc9q6z1lyMUfUcWEXuBS+op1KMORZB8riRV6Hek7rAF5JCX1OoCEo+6QnTl0/e///3HTtbnUsrfyMYeFldTJSFHSUVTz7IA2ox6NjgMzHi+LlA6PgRb4kzdZhFNEswOGp3jXkYW8WyE58niacGIyqExNRh7IvC5z32uVHeqPU2DiyWeIqhJ/DPG1bgb/Tl8T+K7K9hqKkWQhVokbQIGALuMEY3cd77zncv3dTQjX4Ja7VdApYgBoZ4+h/N6Rq/OqfyH9EUS9fzsKOrf+3VLiJJEU4SGx5llbPZlCDbY+2fHUc7OjlGq0kQujWsShxGlFknOTAOGwQsS1hqa7eM96sHI06jUiM+rMGp1kEZVOsyoB/adTqC2XJN9pf6JrRdrWZhpw6Nzvbz8GfzO9RjyptO5vk5zLwh72GGHlSqNRDS4Pv3pT5fv+b4lzpkIUXIU0k3ZOGkpMa7igT3Hm64Dle1c1L97IZ1JvaYiBvc1B9gx8eC11b2V6iSYoGrt3j8e1AjkBUpfaKjddtutlBA5zFJmC1AfbAUi2axqhHIOnes3SIRwkr377rtvSZQoTOR9qudXU6WuqQqzbjS485EG7sX3dVo+LZ9k4VW6jo4PgskXknjCBbHOQw7eLomD7Ijo3nm7voscCKgkRsI8D7mEgV/Fu9/97vLoitx5illF04SBGO1MGhIaBIZqDc/HkRgy5Q1ncOez+Zt1BHtq0xmMKkYn9WFKGInArjBaP/axjy35nhDEox71qNLI5i4jD7uHrcMQlf0PtcBmMi3MdzgGVJZrIAYJZeKth+PpIUkU9oVaQzBSSOxGkZ3P86U067zKHXbYoVRjpu+/613vWiY84t5OOOGEJd5mrGPfYZ2HuYK2rVYS6xuDQhsb6AFkMsD1pd9pcxNYEI3J0GE+JeBOM8EG+y1u1vRr4t4NSuya0q8zqb5qwyOeg9pif7CFzMsjZcTM8mJAD0Z9eBDekelWCITMJBGviRFbN7ULSCUGu4OaYgdRa9Ql6RkqOIf5AdQeAvUVOugb7s+ApL4jtKKNmBYGE4nq1cFuQwoORD5/U1tUZyZRu6961avKSg39aZ4k+0xbCUmQYmJfYmmkKHMDSFGS21zNFk95MxzK97usSjAFR437Lbqwm0YyxiY0dTwILpIWiMMJYH8YUcjDlgmQJiaGiCmpZfJQyBWTGqr2F5uOGiYV4z5UlWo4caCwqTQEghmVRqBr6gjnQ3YNiOwaUydW5yv2Bc+M8Do/yEH1GKgg4BxrXShrRiZepu95PuraAApbNuZj5vAbA53p4Lza2uCL2UvsNINevRiyUINUv+dnrjB9qpmFagBW22q7lspk3MGhJaO2SrBl5/UP4OFIJJ2GxVXPi5qL3SxiwQ/QiQgWRi7pUQUCfOQjHymPLjBipV3YREgFCGIKfdgrBoHORKiA0ey3yKnTPYOZPbxQ6nIcgjEDZClA3T1vFVkMjFgliNQ2VU1nksavfe1ry9hVTEYmSXSyNkYEzkOdJ6htedDCG56TqYJYpBK1nttq5jMYaNpWuzMjvBdb3hhUgsWjLiYj/DOk9B2HliXYYPGSjZp+RQJU65bAzT/72c8uG06lqIckfkkhehzjTfhw1EFHGz3snDrRa/RJzxjJOgsEPx1UBqkn7kOVkqakppGvs9oK/+QKDRj2iE5lA+Zg2z3/+c8vzxFSsg4kZKS/EBaJ3Qup7Pm1CztV6CEHVYTcpAricWZiwyzPxQbkxPCkY00Nr65hQq12kXoyY8u1DWrtg/Daow7a1334DrKNSi4k5kgNwUa4FIun5BLMohcj73Ft9NR5RzFd6pWvfGXZ4b5HmjgYj4KZPDqfcfWlX+rSTjoKEV7+8peXklNIgLGPzN7zmkNcSOOzR3xObagGpXJF6JFZObJBwRGhWoGnibTAFCCReVacC+ekWqK0moFMIpAEOlgcCgkNLGqHswGIQ40bnIhq8HnmfOVB10DI/D3E4ghpO86O3zPAhSp8F3HdC3VKamtbA819xDocdUDMWFrAQCC1m1bwqYOBjvCILc7YABzCpTKSnRNs2YLvCWBUaQQP8dSnPrUU7YxvEuspT3lKGevRYDohbCxqwo2TZkY0lUDVIIdcm5Edi8IhA8JRq8hBbVB/7BhqQyfFnEPXiGU1nVtpM4mqU5HRSBYsVTmQq9QcsYEVtUSakD5RRw/CMhyUHM7tvvzWM1Dp7k+7UJue1SD0nN7zfYl5REFehOR1dwHbTHuG+kKg6qo+2s7AQMKuC91Vof/Y1S0EA1xahmCN6nESkExCAY4cyKB8B/F4S1SJeJh0BxD5jE6/19BstzxtI3iqo3mhQiQ6lwoJkHxSScikwxi9Ea9ig5FmdktrIlQVOtz9OkaB+6guP0UC8dwMNMY724/0RnAERjZLZvIYhW6QR+lMBG/rYBBJCwWQiB1HLZJuJLUB10civGlRmAy49Ep/lARLI5FvO9VcQhVUhYP9EtDZscyk0RZeVh00KPuHtEJAvyEhYkIHqSZ1hXjVFf6oPEt4Wg5JQJdUCfsuXH0eFMeEJKAedRgvirQjVdmY1FU1C8A7ZT8hMc+Y9EIy0gWREMhzGiyuny/TydMmdZgMJJcEM4lksLkuohiA7okqDkM+4Hs+I2Wch9NFtYZE7APaukM8cG2cSlrjHyHB1i3moOaeNOq6FZ+OrCKfLdRl5w+qWTyvDjqZU0MNIiECcmj8ryOpPMTRobkTQEqGs6Kjfdfv8vebINvBjADriyEZEpL2CDbq8gvOFefrCgPXtXJCqmmzHm2krjpsH41LOHV6TrBrkIGaqm5OqoFJtojwR7ggnIMqoiO6LhlQZ0robCaE11gygcSN+ZOxcHH+fSVFVmvMbUQgudl+7iuWJQ0gljALp4Rkdg6EZguTomPsSb4UwYaqRx6XxmwLrLZBx4SqCBgNM1gdZiQIKQgEUy11NVD5/Y47v3IUaKNIVXVdfj0Wu/McvHnOA3NE7K0LhCPUw02IklNBsPrASYZJtsrjYbGHuLlsDqqQwcqL22+//Xqpzxd+YHcZlYziSIRLUSG3sEhODtJA3rNac65zlgdo2w4bMUwTJadWSGJUQXkv+zY2gdSq1iMR9cTupORiMFvkl51EpDsf75G7HyrE6K3aP+FkTAJSgqoJ4nIOkJqnJlLuEOcT2ASGvViUmNgs6uYWGGvgFglm4c/prQ/egI7Z+SVgW0ht8KR0Di9NZ1JlYm0hedgSkTLx2lQ+0/WaDp4tMoWLz3AWsJT+YZcZQOydrrElM8DF5HiUDGiB3zoHgKEtdGOgTGG1nBIGpXufwiwvnFoTwVZr+oYosw7L40uzgBydgCARL7YjlcOwZRso/ZUodowKZLFmPO8sQhxAXSOL3GWQiBepc5tm3ASECUaNLZF0sZyU5xDjqtsswf3og2nZerSIhVW0q8DzFKTqaq0EEwRFLiNIo1Ap4j86JNZu74pY+ZntgzBtxr34F9WHYFER6rqmv3UBciAkaRebbCGXYsF8a5px4J4mWcEadCQHQuCzLdannaZZrUqLTHOFxWIYweT51AvlN+RALtWebTN6kFJgku0lki23F9upSLPUVVUEnL+NwLwiRrxoPnWFUCSCAcHFdp2qiz4JDCh5TdKTKlFSZOQ3QcorPDaDktNh4oRoPdXo3ud11zcDU3WJ9ouSnwlQEqxxG4q8ZguMJjEX0oD3xQ6RXWc/5BMdiF4dz7jVoOwkAUO/JYqrEyoiVSQ1osogPxfkE0WdW/mPDpp036JhoEaVhrOT1GxZ+x6EbET3xYiiXJzDEpN3EXGBPbhWGPwcI+ZCFCgKgRg8Yn8xQ52UrVaBjIhVEaw2/S75qyw6B+kg+m06WEA+rwo1Wjw5UqhaNxbn4X2J8QgjxATceYG4k4nDUZqt8gKRIkWiCrYakxJvCkOZ/ShdlEfeSTRzK/swpnmm7i+KEoFJMWxOpDb3TF5VgeSOBalFWOTLzvcwSFZqlGCYzQuLlAF1SMKIXgNycLmNYsaov8Ptp/7qlhNQEUHnx1YniteUfowC6kq0mfGrA9kzvDjSUSyM3dUm2TxTkENqhiqI2UEBNhaj3yBDCGGFSLSTXtVgs99S+wafcxlAPFuSFpBT+/TlqSkC6CpZ1JhJqCsIiMpe92VbmRnMRiolWK2bpBOpqkimahydQ+15QGquWqRXBQ+MelGBoO6IZLDiNIKJU8kDKrnhqXatS3I/SnRIiKgXz4HsyEHMG9Gm+nsO4Qo1Vu47bEfhh7DhDCSfOafOE1eL2ioDK3bKqAs4I5UOA+qetMrnOvYN98Y5oOLcLwLVkRexDXrBbeSK52b6VJP0U8KKCNa4LCYDr2rksUvyia861M0a4bFmKelHuiASne5vel/kXIdSFb6DbI5RoNPNAnI9xXjyZKoezF7ScGwlZDE/UW7NRAWdLomel3IDqRLbrQRMUOFtkszsR4NqlLVY27zCvsCsIDHDVhLisI5GV+TLiU4ZK4+1OwI1aZRSL+wxBENEnpZX06GkhTgBOktHUWFhECNcPKAOjPdJx7wiUxKZM0H1kHLIYBQ6L/vDdZDduRAN8cwsyqHDR+l0VaSOeYZKC8diwFgEy0tlhCuqyGenUD+kTZektkQztYWA4mVsJeSgahmlDFlE5Vgox4nlihC9bub38gRZArlW4R4Ffwom2woQ5wVtyzeVhvSoa4XGLh4hmUZZf74t0dy0unOAYU89iuOE3VFX4z9voM4NKtmFutgdErElSWZen9gU+7jjNskLjkaCeSjTsUgKf9thNdaJEA0nlZCPccmdJaHyEdWl4A+QMaaOBUgps36qcbjFiJgNFBDy4IR4biEQ5CKZhQ/E+KrlyGxe7xm487Aq5KhoJBgX3ajh1pII7K6oHgj3uw1GG6OaJGE7GXWIE0esDsPbispREXqST9CyapDnQPh8BjNJJQ7FZqtuIbPQqDpJBmosS66NtIFnZxaEZ8yu1UacC6p/Grt3aD/tyBHT3mzqtul546KRYKQSFccDi8QsImggo5K0YpAbkXajCJA6jHUjjno0+0QjShuJU4nYi5MJxkbVQwT88mLEJvi9kANDP2qeEN696CidovYstsMLaDxTrkaVip5DTAv5qSeLq9RJZwPQVsc6qm3xvZjClwegtY/fe1/cyr1PmuA2ySNm4lfBk5dmi9WIQCWt2jyxSf2t7dTQxVzNcdFIMA1FYvFWIqhn+pkRFka8+BLV5iYY4ojixol8sZrYfFPn+h1JaKQig+/6m7plf1C3pkMZ8T4XqNXQyKr8l4QinZAwpmNpPKNdSEGsKnaKlUM1OiOP6nPX0YGknJCF5xpGaHXo1DeScTqEV7SB8zungKp785xiUuypmB4XgWa/FcoxwHjUDHXSOVd3OlObSjEJ6pr7CZ6fBtCebC7xP4OrTboDEnMCTPaIWrRhUEjAzDEROMydPtJdCCZGsEwsTE7QQ1NlwgHCAHlqgRRTZmJEix25IY2OSGJfpl2BgCoJYxZPRMslwJGWxMknF0Q+rwuQFom6lHBHBQWvU3WGOZl1agchEUDna3DPH4PJ80gRGVRRz0XqqNaI2eyIILA7rOqDHZsvlmegaJ8qqpM2EJRqC4dH2/G8Batzh0bbGBiuY8Dpu1iWk+BAWiZQXlni+9qS9M8X/fW8JKF2G2N1oYv1pvjBMgRjxMcuXoKYRHauckgaEwPcuACqQB+xT0rp+Fi52fR7doQRrXE0rFFdV2fl+76rHtzfGtDvq1OuEECsijQySrvLtTsAABsgSURBVI1Y5FCEOAyu31TJkC/jJJ9IWpk9LcJvAMnNIqn70SYhhQycOoL0DU5W7k1r76ZFj0F7k0ZMEvadZyH9CAwSVX+SksweK+s0nUNfVwsQADeGSNPLEUxp6TIrvLmwKDsyVI1u79HXJJMRT30gjO8JNUS6BdFUUZjNEusmIKAItBGPoOwaI4ZN5VyMThIGCXhQliVAOiotpBsVJ0GOVMpmnDvsxGFgJ5nwqtGcX5zN6Ffe7Dqm4nuNhUNUTZC01GHTJu3joGsZjGsitfbPV+NmP2mzMBdizQoD2b1KvUXAmLDwvvYTw2T/+sxv6tagJVFpIVpM25Ci/qapDFD9DdpuyETk8/XYsgm9ATwA5hs5ypWJUBeLGdNVeIB8cQy/RRh5OklpqtEDUSMx1UrHMr6JeSSVn5T64WDoZE4EeyJXnaSpzz0sSdNU+2WEknJsIOog5jS6TsxyoioCGitmlgMJFVmAYfZarOYIYcOEhIhVhyKkAxygYbYUIBfCIGReccrms7okezVyslQjIsXa+Lmj4LckvWckqdvmaNIE2h252dc0WS718YCGqtu1uILLQoLVgmehI9gZVq0xghjTw8qIAwKfDgj1mtsQoOE0IpuIDcfWYfdpAI3n4Ri46siMLCpZIxLPvDVVAkjv++5TDpKdwTbk3Ubtv5GukXQCR0QQOYAECFGNjLvusFWmJ4V7IW1ch1YwcDgrOhlRDQ6OFGKqyw/Ck6yOaYCUY/b0gFKCndf0qWSy6e9EInuE7SFUoaO9Fx4KG0Qnt2XoEYKqjAVQAkZC3exqjYeIMTfR9SwDoJqBNxmrxEA0OuKxJZCsSpZ8ksm0OqYJBpBnrq61ygEihUggf8dg1OZKm+rAtGBLGZAkIgkzo8T1ODivlWC8hvAcJLKJ9KZAJtIZbUadeBcXnyHsbxKPLmdsUjVEuA6PTQxyjwrYErnRSR3T/13r6YUuiPGqGogVDXOE9GLrjTF7uRE8L1LIwEAWKguxFWGyn2KyiBIm6osJ0qXWHyEdAcn+prXXmkCaKywUM6SZukBfxRogsg/aqsNS7+0Ey9HFBomZPhHshHw3CypqnE7k9sc2waQmJ4H9RPrpSGpGyCBsMY2hMLAN6tRUanA6SMBJyEXdIlDu7QoFkNjsp1i1sFr2w3Am2WLJJWpJKAIpo1KVCaGmHxE9r9URxRaB5IupcgijCMD5DKyYrZRH50PSu26sJilFRSjoX9814AkFZM8HfuyOElkH9xOl6y0oCWbajqE+sovUJPpzkHp1xiy7QkMavby5tqCeBwtpxPPRobFDmAeUhiItu9qGqjRikRX3EF4RhDeKLLmdFvfsfeQxkn0X2TkydY4G0no/NoGg1hyxKIpz6TgeN+msgJPNyRaNNvNM/o71L9S4cYgMKoMoign8Nl+Mz8BTdz8MFvdrQ8TOPAvCKdrkPLjHIeTSYeeskL50RWoEU3galw8Qboj0hgYj8nlGRmZTYNQECb8zUmLLEv+HJKT2qLLY34eKIuq7VEAY1bEoCPvPw2rgUZLBiF0XKmBse0afVe+F8xHgBVd/H2VGeeLfIAxblYSgJg0GEjlq3/ytbXUeO5MnzjvW5vLBSMfbDeeHeSHu6FwkMJKJh/murAgJJz44bGYVweC3jHp9FIM8r5+j0kcpuMxwNm4FO7RcLcHEpohbo0jMikEZIprkoWokbxnYRiO7w03zQP2vw4hutfcaMGZas7PEwXh7OkHDdVFT4e35/SSzthcSsfozNx8ho7JCR8oFkk4IBvkkDKRmi4ak5lFH9YVQjhniBj/JYuCxiYWGEJoqFQUgAWNOgvvo4iCwGREaaSPuZm7FkA2yytEYBGPJ17otRg9VwcMhMXiWHgBxNIyco4PhiVAuTHohmEaSWzP6jI48BZFv3MD2cL46o9FnMbt5GAGJ8IjUjxpeIH3YbrkjoWFjnmU0bMTPAjqubUMr6pTk4vkZqBH112FhZ7lX3iCbqm3SCqegughvbHvDbood4WgFg1BGpLpydlv03fPq53g+/U39y7dWI/kdsialdxgEa90dUzyIpAIrEhLDRgvRbwSKqHOfA9RfLEobhq/vaWDiHZGIc2pq2Pr01AJ13EQudogoPyLoaARAdCNdQ1o1UI6wGuknfSMf6XOdl1cXdEUkn5vCCgHRc8a68AqpEc9jwoYOJMWFgEgyAdsImlK3VFbcPwlEnTEHPK/n4AlzDvKZUZ4tL/Zk2EumC2wjMpUaeVZVyfqMpKum5QxW56rmiTssBVVyKicYA2boKoceJuyoeLjq1LMQ71XwTBwMS9F8INl0UlTAamBeVezQQQU0PYzqCx3BVTfSjCojl1rQ4DqOWlZ2ouRGIJZEcW4eUDUSTUoivjiUuF8XIEwT+T2Ta8XubUIkOiuXUMhm+hz1pSojZi81wcA16Kr2H4+xDQaytJrfe26DMKSZdB7zRxDde0gfUxDdO9Vs4BpE2sZ7Q7b4w6X/J5i1NJMaINJqVzoUk4pV9ohQryQaT4zorJt82xUIV63rj10rjGoqkgQTJ9JBErVsQPlExHF9KiIvQMxBFRkAUZVgVIuIkw7ykiQygmtQC63ouPBK2ZbIbUCwF0kN7YAkBoa/SXESnpdHurh3EkenqBvre+GYSYLE7rmu9Nw9IkwbaUhS7RHFkkPwXZzyR+4COnstwTRyrMUQ3hGRagJCW2hAp7EJdBZSUJFiTzHijW5Si1GLpBEvEwIIRwLYF4jAW/S+e4m8n/uh2pxTAFBAmNvvc0TwOamlcZHQ9wwSEg+JXYuq8YxBBjEe1QYBzyD+dA06YwlTc4JZgGrvum+rj3fkCPGKFJLVyFYFu4t3E2Ds58lliC2Ou4ABLvJMAon5sEUQJpbvJsmoIt+J/RVJP1H9Lonla9AblixmlhNM5Z6pKp12+4hNrYBuJgVUIjD2SQLqjJc0bAbxqCUwJA/V5gBSTXkwNUjScUDYgOHZsVfYHySt+yIxudekl79H2WP7GnQCDi2pAl1CMHvLJDuMaGt1hwQHFaiJFPtbpzFQBQjVgjGSY+YwcgmuioDz9hiRdXVbVBkjVadHXEY5it+xZahAXhCDP7wc9lCsCCMY2OTaO0c+Ywk4ByA8wH5iS5o7EKXMjHNhg+pGq9egE06JfYqgGoa3zE0rwagd3hajVkewqfKOyJPJyBKziJq2D26CuFEVjH7eHzLlM8V5Nrw5DoPQSNekOJvMb9h0DrYWFUsqIt5iJRhb1KDtuul7z1hqqaQqwehO1WuNOyrxJqr22Kyg0eoWphPWiIQx8lGTiGh5AXM7xYe6rCUmjCFzcdxxx5UHGzLmfgq28pydm6QT9uB9ztsy7BD7cnYFu1j1MnOiqXS6I3BnqcVkl7oLO5WmhjyhGCLF5hk6P1ZIjNk54mMmaghpCHtEBL0K1QpsMqpXolghoJiQdA3JLTQiUCliruqW1JTZmDe417q8rEHCbpZCYrpEnpS3P8riKS04Id/tFupoLmQ/NYIxtqVKqCcdKRmuipX00PHsIrEadpHwhgdHGvGfmI8oak+l+T4VHeu4NoGqiClsjH/EcA7pH4RTRkytknJUpuBsgO0nKBwzsGUfkM49zvMqhlVwfLR12KO8axkQIZxJl3PP8NHqG3UEo2usJLJKX1fNQaVIU/D6wiMUg1LzxeYxqiJyj4DiWlWwj6ioOnAExLHYf7HzLJWRL21eF6xEvFghELEFVjkyVG11P8yItkfNvhp3Ts48hkLE87Sz+zRAhXBUiXDUuu4c0hE4s8xWuMsQLIm4/yRRelj6c58+r55DLqzr9smjIhLmEuQi8GwRdpU5jXUL1gUQL0hIMnFK2CU8WOkVaoUKBakocT9SWIYAqdlm1DJ7z1Q7IO3Yq3XLiPYBIR5rheXT7aoQA4y5o/mspBykc3WdtDFwGO5U32yyBA9NB9Gx4DuwjQvSUMJ7UvCK61bEpuqRmOORqxikkp81kTU2npoW2It9rG/bA7kYfIfWfVBLsMTEC5IUs5Fjqy2mkUXU6fHw7pQux/ph4l4i+ewc74m4Sw+xB9gzUkfiT201SUaXLYojqBuI8h6daCJIVFeGndQFjHdxNdJq1IkTVG/VgyQpJd+VydRtJuUZ2HjjbCLRhDlZDv1TOFP3QZsvy9JtJZgGNlrzXWPzxemQrq5sVwAWEaVzhnWs0TXKMpuj7FbRdW/KrhjmbLB95mHNMpI9Fowh6dmSMeFEDJBKVxTA8RGaadquMMP+TR80Eiwx8ltJiqkB2aDuc4V9ot1iRSQTKSIFk69ew1hmk8TEBN9lE7FhSD6/M+o9jO+KWVE30k1+V43lcKm52uJPAq0+1wCIruixuigb4ksfSXj7rMkW8iy8VbG0Hj2quYUBjmAGhOwLotUtbqxdq/uQ1+BUXGn6cFg0br+igWBYT/2JDekU/+cFe7xEhnVs5C5K7m9xJPEoXhvC8NRUN5BkPBseoBCEev26PCWbCGl4olScYKowBANWqsl1TIrg0fEExbJINYFT3+M5VcMLiM8QntHKywsOgzEHgpFq1YJL5kuHbMZ+bR+2Eiwx88ttUoz9gwi8K+U0qiq4xCSQNVURyg2qM2ev8eKQQi4waqvEmRCJLaHjPRRCmgiBuN5HxqiOcI6oRBV55inGeu+KDCP36LuRtnJ96SRhCKGLqtfVtmaYe/N8CDvLCa5icggf1aTaMq958z+JH/uUqxQWimD4j1ourk1V3I4B0qt1Kcsu+YRGKeZB2FJqtMSxkEYnCppGaoan1WUzUyQilYwkkobUYQ8wwmPOo/gYVcpRYEyrWAUN5F6iekMjh0rU+KpThRNUVbSFRzgjIvOCqNS3QWEAeT7X979BZM0Nz+k91bSMd+SzZkeUX+eORx2Q1nPl5eKuwxaiFcSv/B273SF63Qo3kBdsenYDld1Kg0wZrdILhhJsIMUE0Dav+5wUy3f1QCyGPfUnaKqh6HsSiNenqqJtCU6/Z5fV3EcZfdcxGjsvdCTiSRh2GZKbdJLvZCvXRl2SACQr24IqRiIkId0YtA73Se26BzXspvS3IQYPtW1VoFCzpKb7YdQL9AbxOC0IijTVuQjxP0dJfIt0j9V/DDQDyHVoCWo9JG8sRKLtfJdXrP6/Kzosw1SH44dJL+iaEd09HRsXHeJiDOrqWvWgo0gnywZJ22gsDaThEUZHqWytltYEECECnZyGcBxIKbabI1SiDmAfyheSbKSXa0eJMxLla5SRQlaTqcLyBya3cGZIBnYlVWRyRgDpY/c3KSYkEnhFKo6KTARy+L1yYxKwCSRY1NNxYLRRPDOQlKQeMsXEGdI8Cjs5Tp7Rc7kvbcrkaJuVL10mGOyZ2u6tAnGv3bt8sRPBUuOdmzrYFJRdm75DfFMtVrSpjkyfaQCSQl4vaviRSx4SsaKAMIeRrPHy2TJVxCp/jjZEtcUocF+OKsIBQeQcvDIkQH4dTyK6LoKTnlQ0oiGO+46JLTmYBUyMGEB10hyQuGklRcl9h/hhTEomoWia6oqQBoxMxYg4BCe6fHGUjRhsTKQwv3brGZLLKKjLbxHbiJKLYcFWjd9GHvYbNTtvaFrsThuo4DBwODekGnJRxQx1Hck+MnGFUS1pzqPTBnKEBqaq4FhatLqTLpuMlCJZm+yxKpA8n6jheqRa3WZlHcGtbN+kKkNngqXGuiQ9uH38GnMTTca8hq7q+Fjjy0wcnlAekqDq2B6xw66G9cp+8X2jWweyvagDo5TnKV+YgyqRIxQa0YnI6prhZcUmWAz26go/TeB8hBfL0RCHs+QBSRCeLpBYZj3FWrVUHpXNGaAGJdCFUJCIOq22FzvRM+Xwv+e3jhjpKcvBTkN4k3CQV7gm8qd1E3IsbaXmy71qj3huM4rcXwe8ABc6NVYx+lYyknLHpWOLpi8Q/8gQte5I4EE8UF7/rgGNVl6hwKnfkHQkYNtE2zYw3MdBOA5dgCBdDGKdyz5k0MdqjiYBC9EgCIJRcRLj7MK2hHUVrq+N8vCKsA517jlIfjFBkjRWVYyJs56V9sgHlAFTnTHeAH3fvFVxDUYiWGLulUmK7Zz+tPpb7e6XsVyQEaTOnqTSgAikQUgNwVX5ODYJUhmZdbGbqE7VQNUUkIY0ekmnqKsfNy83jU3vZSfqtigkLWOgaat8j4FJYC6nowsQnerWhkIZHdNrPIWdrxyxkUfeDCud/6JEMtOyLS7RuHwLA91ojXQPSRZT1nhlJFXsDU26WduCrYKQIeKt6my0IYBRn4cM2BL+j6U3lc+07apGfQuP+F6skqOhzaoGxq8OotpIAOpWbC6i/32hy2YT04a6sK5b/QyAVLvo+1GvNdZua+lCRyViWO9x2ZWAByB9xKPyNbZIsahJokqRy3vKYcR3YjVkhqn/dTiJR9RXN/ikYkhInlvkGKmlWPWYusx3YFO9uccee5S5NRNK2BvCE4xrzgYnxPWEAWQH3BvJ2GENhqsDDtfn4/xwLIINIC7Ah69dZoXdwePhKcW0fVLMrJ8csR0NMNwt7CukQcohUV5JERFzUosr7xp5Aptd1zR7iXcXNfrAMBcyqa7linBdl5XsE1SnjAObSfaB+RCrQ7KfaKbIjrDBfF8Qm7ol+UepIhkRwhHtMaAWjE2w9MCXplGunEfQq3b9IgTg3QjkhToEqszyTT6nMhBLNSlpRS1pSN5VeGABv6e6xKEEEtlxgp/jLJA2xQ4ZC54NmbQBU8IzyZuS5tQ7j9qgMsBIWoHWiMMJBnOYxMao87YVJ0eEE22jr8c9wSQSDMnOSg1jWs2RTd8hDRQeUnOixl5Jp0mme3G1hS6ca5KNSKlFZOZZVWNObahb3ZB6N1Co6SiOFAKJOF++XFQO3yXFDSxGP9MBUZgWQh/sS3YibcDZQUTVJ8wDkswyCgoNgBPV85Z/O+njSU4wEcFgYI9Zr2mPtu+RGH1JDeQcd1IpAlC7EtOjzB3sglgkd9jSlVVQ08IGTdPp2sCRMkvL/E1k65FgbxvX7srRVwsrMCKvt+7pfFOD9Ik5ktPAKOtskGaxErScokoSTseoEGMk0ZgcPapGa5PuNfRbHdALwQbxse3Tn9aZXGfY9zUKsU/kh9rwOovNRE13M9p1SE4IKo7XSz3JmVK9+RJSXSEFxARQKZpnFthMJmhQdT4TOQ9CUJGkslgee4raZLOysUg3ROQBN0lcjhP7TGI9VkTknUs95fund4Rk5fajxrua0JuOGCyeskn6U6H7vdq+q2PZUQoEAzEjW5kJo5adE7u2UT1GN2IKYwjOClvEZk5sF8FaDoNOENHWPryrqt3DdmNEV9svNl91Hwg26uYGAbac6D3Hxnq1AYUAVhKM3dEQSIoMgRjtZiHlq3BXISVlFSG1YtVtXqIoEqGFXGRG8jVwR4Cc1Sb54iWTolcjZJCvVDcmVrB60/cYyOJQ0iRqrxjbgquxu24sdgfV2q82IFpsAwgkBK9KSiZKbNiB0iI6HGlJj9iMgf2i4BARfI8D4L5IBfeADAguWYzgiO5/HUtNkXiWFZD+ovZcV1xOTtR2Ob5rkHg+2QxOimswzqV6YtNU9qViSoPHdcTu5GEd8piuE5sl1GUhxpxxLs+2+Sh5xi7o18otSpJdmEgm2NVKMp1mhOejvA4IFjOuGcJUjHoyLrz3xYgEVY1YZKDiYkMCnhk1g8zUEgIhYaSz8rqugGTyqJAWqlvIuE6KkJ5II4uA2J6JJK4ShYSvAwkrtujoEci1vr7r86TQO8GgK8m6gHrMp3pRFQ6Sjh2nY0kDWwayVaR8qDejncrNJy2QNMi4kHMJ3WN10sUCY2rkgqkQDDKSqfRrtcnGAZUWuUd19l2WIqiWvwA7kKpkr8VcQJH0uulrsSXMnEx27QNsrs2nRS6YGsFgQDJbVajFHepdLgSoxK5qkYfIIGfE5xC/MsNHXdewybdzBN7iJn3bXFVMlWAwMPyRTH3v3MfJ2tA0CZVN18caETOEONf2fXqLTZg6wWAQwrBAl7xOa8T/GlyFWBVI2IM33KNRz7PZq6841zDMhGAweKA9E9HU61iJpXmDn6sZeMq8SiXQPF9BWWGICJJqOhWv3hc749Dk+z51hKjuTn2kf0bBzAgWGOQuGSp0ytAdleYBnABxLgTgDIiDKUmuroVRB1Uf6svUmYltibtJYMdaZew3hZBRN4dMZgHJOHA2BGAVSQqycjJMsq1zVoZA4nabSRPX42DmBINBFYZasgPTYU3x0bLDI4BXGHskqUuTimnrIB0u9cJblC4ywUS9mu33QA2WWBtyIYrAZ125EFKJ8fl+PjPK/E2B3KbF4HIIqajkdYwJWuPwdOw6ScnNJFgQgsHggZ8+WHTYepi1Nf6TAgkcASqIRGjal0fEnrRRjFg3NUy+EqmUVpMouSkj0EvakTzib1QZgsaaEkjJIZjRGhdyTrvMWiVWsWAECwxUpvwlg6NxtlIbBF2tqMMolsPUidIvJl1UZwCJmNtYSxC2WoYN0ixq/akzkf+YPyjXx/4hlcxORyZlOb6jxl+iGbFMVfO+e4iUjWxDz3Vaw2D2z87j1ND3jQUnGAwmkqhV2Sod5k/VTu5tgoCrSSLSLuwkrwr8kIttE1vbII7iR5WyeWomtpmRehJsZfcgq3yiYj7VETHriaoN0jpnXYmMdJCEeQCR5SWnuZzmANIW5q4eOysvcRjmgmAwaJBjEtFOLq5atcX0uJHWiCUlGN858spZtozLVPN+8R0Jbh6dmJYiPpKOHYRggS6JZMtJxZJSMwLxSAPsO+3A6aiYG4IFBg20WyIau+yAomFVn67IJUzTulkqKGIl6aissLIONM3ZnCNIxe3eda2IWWPuCBYYNNhjEtHWK65aC6F2jbI+EKvzLDJYGHC/LksoLSTmlmCBQQNuOAuiLRIsCmIF5p5ggYxoZtbumQ4bhS/adfxHBBvL1KH92xbcnUcsGoIFBg28bSKaSS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</Swatch> 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WAZRVt6VtesVkZl24NAFcMLVy3VhNwf7C9NP785z/3LdUBgQwhS3FxqBawHZv4NWwObra2hzbZZJM48FjXc2EpocOzBtXZWYla/nbBBRfEdo9g2rRpsVcpDoEFDxpBFKy33npxxDutCQt7GHFoENjN6kINd5+lXleFkxnBZq3bzI7l11ZSofWpymoIXPwIAQu6PGqgIRAESsoEUmFT5yLxtjQISxQJFrLcwajQGobv0g9X8LKXvSzm1VswYRj/H//4x77zfKctTcPm0hPMBzQb4yKcInYS34UQ17FZueeW3Ei0vuE+a8hSHAiN77BbM3FhNs36RB2wlGDrLFiwoHeOGkBqGpm1VYDWEb69AK/w17/+de5npbGvrtwRbahL2MSj83W7QaOxPGPTaaB16JGhwXVaQfSB/hOkinRVOPYe2lB69JcF3rUdP9q34fjfpsiUs8MelClMLKFRzj0ZejL1W265Ze8cmgFPCaO8DLAprP1A/s4GNLNAdTdlbdqw5hy72tIPAqA5qEZKAwLJMv/zn/88/r/YTRqEZHSj4DywnPG7OtKOiUGeFw1dBoyd0IwGWlf3zmgIyBIydakWsEaBW4+2+tnPfta3BHDzyu67yDJobQq0RBmPizgZGkiHAvhOlhPsEzhRjC0LZA3g0L/mNa+Jx88yqG01gGFfpqcqCXgmis6V4pEStihjszI2tJeupBJK+YDQJ2CNLY8asAXwlLRhXnbfRYldaVx33XXxxghlwWeI7utGKCybUJdpWGIrfghIolle+9rX9s696lWvim0nNBVCoIEzUYIZ2gPLN9pd26x4gXSvJg5XBNxj2+AF7/f3v/996fFURPzjImAbZ7wxKFgCSOvo0AKzlYdXJF2BnaUT12gOBK4KU0PqFnVVON/ti9Fh21HYS5qFJV0HUAmUWhASqVqdjVOALafTWGhGQiX77rtv7ufJVlhzARswr+gkMGKZGuVuLPzYgfX5oi8Dto6+WJYAblxeKZnkDzUIRtbJ2/FZ7C6EPgskiFnqOJgQeX1i8UrL2pYaaHQa/kqyHlCChxOCxs4CS7VtpMJEGvAOJGORLTQY+wUvn/fukEBVQ03RvbAwjrl5ab1MYUCgvXSqgxxiiCpoPFy6JWrNqMFSp5dw7C7GrxuuaLCM1d3tQ2xWYnOy6RY2K86NjuFZMFlt8Q2V5RVo0HXBgxqHgI0Z9C8TwceYJigqELVud9sQEJj12RQhqoP4DsIRNuUEhApux8/yRzTfBxyOmtyqGPDVmHRcuwCblaU6jQViwyrSHGYQZE8PxrQiYAAeFMlju+8i2gFPUwPh0wRGQO4wpE2BYc1vaK8LEGLwxdYYOxMEB0WDsn9NU6oLhJ7lW+8oginhY4GghSdN6mdbnXzyyakZigGgPQEDaAEuXmYcyx9sWJLhGthsxJg0EAZCDaHgizGRr8vqfEiekOXKlnmFpNkQ38OD1DuHkKpCK2l6NUwVtJeeIMTzfFp5gIgFLL9StSGQsiDXpqP5MBb0vouwPjVREMBKCE2/hrZitRc0nqzYGqEJYlPaW6TeksR5lbBJGkg9EQLRxbtMMPKXUrgCc8PWIiCYLRfyrouABSEYVgWuNxF17fWw9NG7iyWAJYrZKcCmwOMMqSXQjpa18Mtf/rIQH4vxk7bSDVewJbGRQnXJIeTBNbMsyiQgXIIAwZiF7aF35AXwzKq2ZA+I1VrVYABjGLdad5Uhog6fi4S0ttEAs9baaHXBg9A98yW2ViQ1wzKEJ6uTx2yiheBVzbP6gCeLgFGxJUBTYmIQurFFHGjkDjRSiTXYqrlvaxjQq1HxmgiIVrDgYfraHtUB1T42BkZIgm3zigJDmtCA9nJZ0jD2Q1YusRQz4SRsQTrIl+fEu62SQWgAqyJgrTdDYKYRCuDGWDtIgwAnhnco8IAsjZhAatnCFFm2YfDK+BECjG7CCqGAN4u3mzU+tC7Zkha2nfFhrUY3hS8D2AKELqzbL8Cg9u2dXQfE3F75ylf2nUPgquTr6PVKMBO+vgBtw5K2aNGi2mMVYHcR5E1r3oJzQc63K+iMgAFyemkCxo0rU/2TB5wK20sfj6sOjRjNQhxK51m5JiLpoQx+QjOYFGlU6q5tdVhZwKDY2CKCOmBpyVpOCMISbAxhuGIQEw3Xe20DqCzCBasC2YBBCy6MDASMoKyuJqoKYoZZeVNCGvxeSEAGyGugl4bKAgYni42nBgVybBxNATZpiNgaAsYGDJrq8+IXv7ixgmMLJmlIuw/Q1G/gAsYsLeNpdR2EFEIYxrIBg688bRiB01AnJVdZwFCbvlzcMAIefMj9GNkChl3gYLoOO4hPEo+silpGvsRl7MaeEAfhLBUpdMAeoiuOrYBOAzYSPKuyKRB6YxCnsgUQ9C6r2bZoBKSRG0FQXbkEsCG5N2XHzzJFuV/ats0WfD8xuCJ2H9/NvbH9wsiD2gxBWXD17MxUKRZGOgKj0m4jDC3a5g+zQCSa1JAGQop6puOMBl5eVU+P2kRbR0laB+M8NEg12YYrgKyBvV9FQXZDU3cAZX+wXa0gQ/nOIyZqEIO0WZOydQ4e3MWooDlWDrbygCQfJqDUiosuOjifV0SXmSVLlsSzUBMBaW2EIV22woa4kWXDwgPLK+yoA2wxrkMXgvB/GBplQy58h95CGhB0puEe99vuGEcmpKiAUeegq70A9z5vv4ECuB8Bg7G3XtVvQIiIyZAuEZA8xmuyHC4fSNXAntBgP27pm4Uw2apwAqSwMMoA2oqt+GGMIUIHaSDPijNkG66gwcpugMpnbIdEronf4N6TmtJhI+jV3KMibUthjdg6B5b4spPYg9sQsOqBnwS496R6dB8skq0sSSyjaSBVA6dJp4dYGjWDlL+jIWlyIoAfhpdWVENCbbY0YvjuTfcGA3DzefiaSoPtysMvulUyhbx662hAG1CdYOd+UxUu91L2/9bJcR/QXLbhHc5boP5k94kGqwUknhmjA3wY/ggHjU/SgBqn7EuDdJDuxSBGuN53EYcAznuRChuAFrQ2Chqh6e6GgAkD20LbmET6GZMvoe8Dy7jWMLL5vB4/fS+Y6MTgBGQVslJVvpZOLN0Bd6GLNdjSEN/EBeLu601AsXlgfEI1sYDPZI11DFZfry4qhxBgWxWOMGZpSECVtC2SQPWXKYatCyaJBe0BYELkRd0JZtveFOQ8fftcMhGZ0NoxQoDI8/oyILQ9sO0XQtU5JFgaTMAARi1CJbNNKNAEZG07Jd5radBQcWhlZMFMZVYRq5LZBluB5Scras17fLk5tBnl/oPQYMC6/wIeJnZTWoA3rZGKLTwWsOQyQXVVOCxYgsiacg2oc7C5WD4fuHYyrIAtXbo09ir1wDHKmSm6Ew5pFNtZD49H98eygGQoldgC3Go8K5wCH7BbbHW2RtqDHxSkpWXanuE4M7Y0jgmTFUNjOcVmJT0lQLPNnz+/r/8+E9zmYnlfyDqHKBGwJe5gKge529gWCJTPKBdGAe/RNOii1dl4Xtbt54ayBFuPB4+rbpBwEODe0HXIerNcI3/TgEaUFwPE5mMl0DYfzBFoPhJDQ6tZ+zVULlYBmVoyyj3ch5znQQlykPYBGIl4SbpVExRiHjYahYqhXXbp36UG262I14IKRzi1ncbNQjjtBgbYa7bzYRcBPZy+ZPb6WeZsdoOwhM+es8ALpP2Brs6CQ0aBClwx7qGuhGqizsHhRmRLXCuSTcH6U2CEwu7Umw9Aiebm6N5XgNRPmVSN9ODXPbj4PCERXRVOOwAenO3C4wPRfZtTlXHlpbsIP+DRCo1ZAF26CNEQJ8W2GIA1YiP2hCBwdooAQWEyk02QfQMwB9BqROyJ8mtQwZXVfbEi4gSmCBgh36AdplHTCJmEB7hQX5k/tOIye2fjLBBiQIAE8MRYPnXTXZZbcoFFik59PcAQrqLbG5MlsARA6YFfBdwTHVaRNgJlnBJphKy3lCbIa1NX9KtoqHYyTiPIVQQXX9xvXy5OA6fAejdFQIDUVoXzOzgB0gyuKGiRZHvH41CUyRSgwQhWaruTZZsHXJbASEjCBke5riqVVFIVnkUkwNzgOTSAWKa0gBFHCNrlELuLNFCaLYQmKmJT+MADRJhkpkszu7Lbw6At7PjKtoNCC5AW0+kynAzOlUlsE96xHYZopFK1aRxpJAQorT6SlSN0nUMCZOl/AkYvTWfoo9KCdjokGUtcxXpDgOpseFNVccMNN8QzWzfopb0Tgcai30trJF2kAbBTSCOVBWEADGVdRELsDi2WFwwWkM7SHYcA969Oo2SKh7lHvh3oENyQdQ4K1yFT/EPnT9gpPXgrTW68T8BI/dT1WlgC6EGqG4PwQDCu8zQjNqFdnol2F00/WaA1SRBrYxnuVl66TJDW37WuhiFswaSx9i8ausFc7EXyDy1gtDE+ZOR760G3m9RgL56iRnQamNkImS4+ZfNPhCQvXkQQ09el+g9/+EPl8UiXaJ0uo7iEbENaqycBwWm9jxIgGF03pUXy21ecwwTzhUcCodcSWwsYnGEiocF2+yDWktaIjXAFtkHdGj6McVxyHbnG9iErkBbxhkVrx4WhW2TPojxgv8HP0juaYefBNEmz6xB02xcNSnpahqIMGIvdhU5A1kUaGAcEMtTjn/cEjL1lnLSj2oKFKwgb0GrIB22U17lAIvgsTboqHCYHwmLZqwKcD92sBGCPVHU4NGSLFp0PJN3DGG1eEUi+VqetCMVU3Du7DyzRCHcaYLJwj4ghBsRFsk8RsJx8wu9BBAwOfN7uFhMmTIjd6DrGPoAtwEYFuvkatBXynzaAiBFtuWEsbSGrgCi2JWyid4BDqFk+rcGOk8F90CBIW2RDiTyg2XXLJx9kbwAfyaAiFuj/WAFj7SRwU7ulEzaF7fhC0JPZrPOQzHZSG3ULarmZLAV630USw9iAWkOyLPhaTIZkVqAJCbzqiUO6DCNeJ/nRtNZWpElyESZwHsg/2vAGBE0EV3PwUAS8L1DhC7LTtyVJn4CxU6l7MOxOWUuLYTySztFgCUPDIAiaBw/bgYdR1/7B48Jp0M3gMG6JwwlZUXrya5DgDVmyJiBdZrtEs+yhneC7A4QNp0QDjVK0F34WEFxLEScfyWSGDas7ATEOwikBeugv1rvdAl/ZGk+jsoChORAgbVNIP3q0BMsHwqdpKKSVCFLW8eAAD4eeWboAhcAl7jh2Db+t6dksCyG6VKcBb5YIvOQD0ZyEHRB0ArFWw5DeCbEJKQ6FneA4DMKwQGOznYzcCxlXgI1iT7UnfAJGhpY6rtGev+WCuJStUCGMIAldhA2Npbv1sZRiFGu6bxXAZSJyro1W4kswO4i22yAms7woL74KSDYTDNY7gJD3RNDxHG09KbZhgEKLWFhEqAHmh14CCXKT4NbEA3h1pN5IwVUEMjMiuz9CwJyKe8Q9+Hnun9kWugdQdS0jEpvChgR83frgp7PE1W3cwZLHDNVLAK66BbRgn1cXGlw7cTFtj1onA7B0Ve3/oMEE1ywWgJCT+dBAc2MuSJpMbFa2L6zY8nwesmNPplV2UxDH2lEqN4lm0vvrAJYtX+siQhgwDsTglgtE+9Xp6S7LMTTtLMYqaZwQYYk8QPfBg8xqq0S6JsTOtjg4lhcnwWgL8pAEljUpkw6TsC/K7A6XgNyjt4jSK2BOEm93D5wFu7At5tv4kkBnGiuBwCbaRgcY8W5gNtTdLJPoNId1/wXQs6tSaaoAoh8aQ9uGGvC8cFLqgt+wE5zlMq03GbYyS6f26vH+WT5L9jM7B5nx/SGrNwURusIChjFtt2LBi8Ho9lFWsBF87ZhYJgmC1tlGGPKfvdEauObYH4NqkksKKItdi8MDFbxOwJkku08Lwvu3CX0B91nbagBuGx695pEVQGo0N1XA3MVe47QY/Zm2zft21nzfRWCTlS0/ZzbpKHgT4MaShO8KMPibaveE/emzQbPAqkKQumAD44uRlbQ/5nXXoTwoU8BI+Vj3/0kMN1gBCEjnVYUnmJP1x0wBc5J5WZ4Ww0Oi/dKTeGKBoDgrE7T3DKC9MslzRR2BzigAAAmKSURBVPqDZWoxDNciG4lmAe2X1vcKu6SMrYRGtXZFGgj82oLg0OC6imp3YmBlPGhtnFtwz+rYdIzDNlvxIFN7gVwBS7QYATSvvsTVrcKr10Al01SY9IoVNGaSr/VAGqgiIvxhg5gW3EA0r40PhQbjL1JdRFyOCHzRNBFCS+WR9dLx/qgaIpjacK/8RXnaCxTtcEitOhUWQTn7ArTIwoUL4xiOTfTqQooiwEO0wkUsiMJW7Vmi5YjyNy1gvvHfcsst8Th1DwmqrPE0iwoYwkNnQgtCRb6+FYGB2vf3LzAoJGDuYm52M4ba/2p84oIgCwA/SdcyUpGMZivSqonAqt0/m2WHHdwQMmJN+qESyae1QVPhCqmo1iDASZaBpiaaUMhyx0pAuKIIIAnYLjjE9wJzu9JwIjJR5I1lerQS8qWRVGNbz5AvlD4KAkIKRKKLbLBOqAQqtgbBRLYNBKRtdCpLuGFNdTmED2dLxmh6RwaBZZMcqRYouPswQCiyzQPa3mrq0LSjFNBytXBPhsIC5iT2HqfFSKItyH1zDRBFJo2keeQIAdH9rE3Wudk2Dwq7FHdbQFQbu8VWhUOvrlO544Nvn0voO5ojRuQde0nK+KVfFzTmLEGBjWHbL5ANwO4aAPZBFoq+uWyXaXYWX+iO2ryONGBbIFBwliSXKNU5tkepBoJibRLybNqmwduFIqP7ZqBhSI/oqvAQQFC0l4dTYTepgn/F+zRliMg7ZkJaugzb0bezbYhcZgHw7EvtLl9KwNzNedxdGDkE+Dhr5r2/KrAl4IdpThPeWBqdBOPd7qRBUa5v72zsORLh2GUC6gaJXIcy+AlQ2iAlWtLHFMFGQ6B0rzQIAmg6X4rNcukAabq6XLoCYKbOeryka1q6T777/judkFGRwJ7HjYXvoRfD15fqHGYsRjA5Nxu7YkbbFpMwKnz3QhqDUM2kG4Ngh4XYggVta6uzEZS0Cm+8W7RvkapwcrvWaWi6U3YCbuTePPuyH6y0EYP7oTPcA6fCoh5DMAMQATHK9cNi5pKE1Z4ilGTbBp28Xha3Ck2FdtNV4WhH7Brbr78sWGrHjRvXd47kse78Y4FTg72ma0hhw8Lj0iwLXzWUOA0N4xSeeZUP1tnpg5AFleBj895YFQgSD0xX5+CZwbGn74K0yNT2CBqhSNGENAbRe4UjzHh3VTMT2HO2kooii7y9s9G40o1I7E4MfzSz1BDgNNhSNox6lvyGQTiicniqsoA5ib7XPVh8bHzq7LB5RRCfYqnTJe5U57BMoMmwXTRzFeBJFilekIbDmggorT2151kGjMsWWmDAFxFYhAU7Tddy4mGK3YkHrLMcOA1V2xyUAG0Xp/Csq35Brb2K3A9f74QMxuDpdb4nCyxZpIp0p2g47sxwSxGC4JhVaGqBYU+7T71XOF4mFKOsJc0Hdtyw1dkIBlToosDuJC6m41uQMglvkErTqNrSqSRm8ozrfEHtHW8Te4wmD/mR0IrAzqDmUdx+lkRf1TbB2DI7d6BZMPgp3BXgVLBUplWF+8B4yArYQgu+u4zTBb0au1NrUGwuO5HIN+YVNQfAMVXtLo1QWyoThCHR56dO1gRGOeVcdrcLDSjSVSrE6WVKkFLvdgFtGy2WQ1XpgYIV2/8Bz67KNngshWhC3WvDgjAGxTQNghsZJLAWRMCS+BjbVhDp3CLv/VXATaWI1tetj7AFwdmqaRKWRbrgaBsHw5y0Ux59RkruNFheq9pxdNPBDjzvvPO8f8dpgOPfIKhCnlY23pWGYJvCJ81TMJSY9huF+l4BXiOen68wFW1TJ0h66623xjWSusIG54GgJrZOFvD+bKNhztXpN08SnF4b1u4CJLgb5LBxE3fQzUvqIpiAgSRfSQj7Enek74BQEQgSrjoMCAHV2XbHiirAOcDgh0YjQGtmMTnoHFR2Q4miIPhK5yHdvRrBy+szVgO0YZxcJs9YBEEFDLgB3uGEjHqx4EIG9QbtoKvCMYpJatcFTA6WSh1Rh6OFMZ22dQtCqT0+2VAiBKNBNjSVqnDprt0QiRDhmsCzC/3FwQUMNClkhCzQKnhWEPdC2iNE1InuayYHgV48RJZRDQqE7QanJNFDdgwkbMF1Ukqm2y8ERmPCBRoRMKCEDL5wUJuMmczyRPgi5K5psk2e3ncRwx8h1slreP/E0HQGgXGEZjRgd+I5QzHy9bkNAGyuyU0JF2hMwEAiZDRKgFQfzLtEm9j+qqHg23cRY5umJRIvI4xBYFWDDEKZDSWKAq3aUA0n3uIOoW0ui0YFDCSGP0LGXWokThYasi2hNCxBUxG2gMkB5dr2MoPRUCaD0AEQ55oW0ltMQ+MCBpIQxtRoWYufxiL+oSApJ90ViHQSmo2W6ZbRQPgEJ2FIQAnYQaHiXHkYiICB5IIOdILG5kH0E2gkQR4KcM+Ig+kOhL72CNJrawhADm1miPRPGQxMwARJ7pIekvCWG6P61IUQAbN6RhTd57IDgHIzpW7iugoGLmAgYWHAJYM5OD1qkBlbB+Q2IQLqfRc1KBFrYBu8kGDVYJfRfetQbuqgFQEDyQXvlTQdZsuPxjj+VYGGIhRCAYreXg+QChoAo6EO4NDvPegl0aI1ARMkSyb5Swp7G6tWqgq4+2gqu0EoVU5Ze2e3DKp/ZlXh0IdG6wIGkkISuMGQ6+nf2FhxbxVgi0EElL2E2D3NFnZ0BHB4qF09a1BeYh46IWAguSFnOkGjLo3sNeVxjfTCKAsIfjAthFtPJqHprjwlwWBYAWY3HTgti84ImCC5Qfs5QcMuox6rUBe0pkFrT/hocPn1ds4dAKm4/Yv2ihg0OidgguSG7eQEja0yIGrltvJsEmgsvQVLB0BjwDlFWii1ic4KmCC5gdt1QdA6YtYMhWAJOi9gAiVom7tX+gTQ/aMTNtoAgI1FRfDRWQ13u4ihETBBcoOnOkGjyIQ6sRlRxW1vhgDkbue5Y25aH/quY+gETJDc8NlO0CBK0cZgWvJaeyvClkHHE4LPsE8W+7ZnGSYMrYAJkgdAYHGhEzbaF1IpQcX5xCjg9tANg201IJuRnz3fbok3zBh6AdNIHgwxhLOdsFGDBskRgUPY6DHQFZsNm+q6aJlQsYHn1YPgZrWBJ5SAaSQP7IrkONQJHP2dxicHwsY+NvQMSN8xKwyoAIFMTxUuQkV2/Co3vgcb/t1O4AkrYBbJA700OWI4oaN3Jb2WxqiD4uHVklc2GMpLW5GegW14W7TMfuJ1qTqWuN8OVzgwZPgvSATiNcfwHZkAAAAASUVORK5CYII=</Swatch> 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</Swatch> 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</Swatch> 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