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High End x.Spot Xtreme (High End_x.Spot Xtreme.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="x.Spot Xtreme" ShortName="xSp Xtreme" Company="High End"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>f89e2d38-461a-4794-9fe4-3e45ae11802a</Thumbnail> <History Date="08-12-19" Author="Nic Morris" Comment="Created (very complicated. documentation is vague and conflicting, particularly regarding some of the conditions)" /> <History Date="10-12-19" Author="Nic Morris" Comment="Fixed standard mode gobo func scroll/random conditions." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="83d1caea-aa66-46bb-b093-2050434fd2bc" /> <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="Shutter_Func" Name="Shutter Func" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" Update="Shutter" /> <Function ID="2" Name="Lamp Assisted Strobes" Display="'Lamp Assisted Strobes'" Dmx="32~63" Update="Shutter" /> <Function ID="3" Name="Lamp Effects" Display="'Lamp Effects'" Dmx="64~95" Update="Shutter" /> <Function ID="4" Name="Dual Dimming" Display="'Dual Dimming'" Dmx="96~127" Update="Shutter" /> <Function ID="5" Name="Electronic Dimming Only" Display="'Electronic Dimming Only'" Dmx="128~159" Update="Shutter" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Condition Name="Lamp Effects" ID="11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'Shutter_Func'==3" /> <Else ID="1,2,3,4,5,6,7,8,9,10" /> <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="24~49" /> <Function ID="4" Name="Rnd Sync" Display="'Rnd Sync %.f%%',0~100" Dmx="76~101" /> <Function ID="5" Name="Rnd ASync" Display="'Rnd ASync %.f%%',0~100" Dmx="50~75" /> <Function ID="6" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="102~127" /> <Function ID="7" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~153" /> <Function ID="8" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="154~179" /> <Function ID="9" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="180~205" /> <Function ID="10" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="206~231" /> <Function ID="11" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="12" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="13" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="24~49" /> <Function ID="14" Name="Rnd Sync" Display="'Rnd Sync %.f%%',0~100" Dmx="76~101" /> <Function ID="15" Name="Rnd ASync" Display="'Rnd ASync %.f%%',0~100" Dmx="50~75" /> <Function ID="16" Name="Boost 1s, Black" Display="'Boost 1s, Black'" Dmx="102~105" /> <Function ID="17" Name="Boost 0.75s, Black" Display="'Boost 0.75s, Black'" Dmx="106~109" /> <Function ID="18" Name="Boost 0.66s, Black" Display="'Boost 0.66s, Black'" Dmx="110~113" /> <Function ID="19" Name="Boost 0.5s, Black" Display="'Boost 0.5s, Black'" Dmx="114~117" /> <Function ID="20" Name="Boost 0.33s, Black" Display="'Boost 0.33s, Black'" Dmx="118~121" /> <Function ID="21" Name="Boost 0.25s, Black" Display="'Boost 0.25s, Black'" Dmx="122~127" /> <Function ID="22" Name="Boost 1s, White" Display="'Boost 1s, White'" Dmx="128~131" /> <Function ID="23" Name="Boost 0.75s, White" Display="'Boost 0.75s, White'" Dmx="132~135" /> <Function ID="24" Name="Boost 0.66s, White" Display="'Boost 0.66s, White'" Dmx="136~139" /> <Function ID="25" Name="Boost 0.5s, White" Display="'Boost 0.5s, White'" Dmx="140~143" /> <Function ID="26" Name="Boost 0.33s, White" Display="'Boost 0.33s, White'" Dmx="144~147" /> <Function ID="27" Name="Boost 0.25s, White" Display="'Boost 0.25s, White'" Dmx="148~153" /> <Function ID="28" Name="Lightning Strike 1" Display="'Lightning Strike 1'" Dmx="154~157" /> <Function ID="29" Name="Lightning Strike 2" Display="'Lightning Strike 2'" Dmx="158~161" /> <Function ID="30" Name="Lightning Strike 3" Display="'Lightning Strike 3'" Dmx="162~165" /> <Function ID="31" Name="Lightning Strike 4" Display="'Lightning Strike 4'" Dmx="166~169" /> <Function ID="32" Name="Lightning Strike 5" Display="'Lightning Strike 5'" Dmx="170~173" /> <Function ID="33" Name="Lightning Strike 6" Display="'Lightning Strike 6'" Dmx="174~179" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="Frost" Display="'Frost %.1f%%',0.0~100.0" Dmx="1~127" /> <Function ID="3" Name="Full Frost" Display="'Full Frost'" Dmx="128~135" /> <Function ID="4" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="136~151" /> <Function ID="5" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="152~167" /> <Function ID="6" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="168~183" /> <Function ID="7" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="184~199" /> <Function ID="8" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="200~215" /> <Function ID="9" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="216~231" /> <Function ID="10" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="232~247" /> </Attribute> <Attribute ID="Focus_Func" Name="Focus Func" Description="" Group="B"> <Locate Locate="1:1" PowerOn="1:1" /> <Function ID="1" Name="ZoomTrack" Display="'ZoomTrack'" Dmx="0~0" /> <Function ID="2" Name="Manual Focus" Display="'Manual Focus'" Dmx="32~63" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="MSpeed" Name="MSpeed" Description="" Group="S"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="2" Name="No Function" Display="'No Function'" Dmx="0~0" /> </Attribute> <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" /> <Function ID="2" Name="Pan" Display="'Pan %.f%%',0~100" Dmx="6~62" /> <Function ID="3" Name="Tilt" Display="'Tilt %.f%%',0~100" Dmx="66~122" /> <Function ID="4" Name="Circle CW" Display="'Circle CW %.f%%',0~100" Dmx="126~160" /> <Function ID="5" Name="Circle CCW" Display="'Circle CCW %.f%%',0~100" Dmx="164~198" /> </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="P/T MSpeed Off" Display="'P/T MSpeed Off'" Dmx="10~19" /> <Function ID="3" Name="Display Off" Display="'Display Off'" Dmx="20~28" /> <Function ID="4" Name="Display Dim" Display="'Display Dim'" Dmx="30~38" /> <Function ID="5" Name="Display Bright" Display="'Display Bright'" Dmx="40~48" /> <Function ID="6" Name="Reset All" Display="'Reset All'" Dmx="60~68" /> <Function ID="7" Name="Lamp On" Display="'Lamp On'" Dmx="80~88" /> <Function ID="8" Name="Lamp Off" Display="'Lamp Off'" Dmx="90~98" /> <Function ID="9" Name="Shutdown" Display="'Shutdown'" Dmx="120~130" /> <Function ID="10" Name="Reset P/T" Display="'Reset P/T'" Dmx="160~168" /> <Function ID="11" Name="Reset Colour" Display="'Reset Colour'" Dmx="170~178" /> <Function ID="12" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="180~188" /> <Function ID="13" Name="Reset Int" Display="'Reset Int'" Dmx="190~198" /> <Function ID="14" Name="Reset Focus/Zoom/Frost" Display="'Reset Focus/Zoom/Frost'" Dmx="200~208" /> <Function ID="15" Name="Reset Iris" Display="'Reset Iris'" Dmx="210~218" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C"> <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="Fixed (MSpeed)" Display="'Fixed (MSpeed)'" Dmx="128~143" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Slow Scan" Display="'Slow Scan'" Dmx="64~79" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Fast Scan" Display="'Fast Scan'" Dmx="80~95" Update="Colour1" Colour="0,0,0" /> <Function ID="5" Name="Slow Scan (MSpeed)" Display="'Slow Scan (MSpeed)'" Dmx="192~207" Update="Colour1" Colour="0,0,0" /> <Function ID="6" Name="Fast Scan (MSpeed)" Display="'Fast Scan (MSpeed)'" Dmx="208~223" Update="Colour1" Colour="0,0,0" /> <Function ID="7" Name="Blink" Display="'Blink'" Dmx="112~127" Update="Colour1" Colour="0,0,0" /> <Function ID="8" Name="Blink (MSpeed)" Display="'Blink (MSpeed)'" Dmx="240~255" Update="Colour1" Colour="0,0,0" /> <Function ID="9" Name="Index" Display="'Index'" Dmx="48~63" Update="Colour1" Colour="0,0,0" /> <Function ID="10" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="176~191" Update="Colour1" Colour="0,0,0" /> <Function ID="11" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Colour1" Colour="0,0,0" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Colour1" Colour="0,0,0" /> <Function ID="13" Name="Scroll CW (MSpeed)" Display="'Scroll CW (MSpeed)'" Dmx="144~159" Update="Colour1" Colour="0,0,0" /> <Function ID="14" Name="Scroll CCW (MSpeed)" Display="'Scroll CCW (MSpeed)'" Dmx="160~175" Update="Colour1" Colour="0,0,0" /> <Function ID="15" Name="Random" Display="'Random'" Dmx="96~111" Update="Colour1" Colour="0,0,0" /> <Function ID="16" Name="Random (MSpeed)" Display="'Random (MSpeed)'" Dmx="224~239" Update="Colour1" Colour="0,0,0" /> <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed/Scan/Blink" ID="1,2,3,4,5,6,7,8,9,10,11,12,13" If="'Colour1Func'<9" /> <Condition Name="Index" ID="14" If="'Colour1Func'==9||'Colour1Func'==10" /> <Condition Name="Scroll/Random" ID="15,16" If="'Colour1Func'>10&&'Colour1Func'<17" /> <Else ID="17" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="24~42" Colour="255,255,255" /> <Function ID="3" Name="Red" Display="'Red'" Dmx="43~61" Colour="255,0,0" /> <Function ID="4" Name="Rd/ Yel" Display="'Rd/ Yel'" Dmx="62~80" Colour="255,0,0" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="81~99" Colour="255,255,0" /> <Function ID="6" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="100~118" Colour="255,255,0" /> <Function ID="7" Name="Green" Display="'Green'" Dmx="119~137" Colour="0,255,0" /> <Function ID="8" Name="Grn/ Org" Display="'Grn/ Org'" Dmx="138~156" Colour="0,255,0" /> <Function ID="9" Name="Orange" Display="'Orange'" Dmx="157~175" Colour="255,128,0" /> <Function ID="10" Name="Org/ Blu" Display="'Org/ Blu'" Dmx="176~194" Colour="255,128,0" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="195~213" Colour="0,0,255" /> <Function ID="12" Name="Blu/ Op" Display="'Blu/ Op'" Dmx="214~232" Colour="0,0,255" /> <Function ID="13" Name="Open" Display="'Open'" Dmx="233~255" Colour="255,255,255" /> <Function ID="14" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="16" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" Colour="0,0,0" /> <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="C-Mix_Func" Name="C-Mix Func" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Pure" Display="'Pure'" Dmx="0~0" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="2" Name="Pure (MSpeed)" Display="'Pure (MSpeed)'" Dmx="128~143" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="3" Name="Index" Display="'Index'" Dmx="16~31" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="4" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="144~159" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="5" Name="Blink" Display="'Blink'" Dmx="112~127" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="6" Name="Blind (MSpeed)" Display="'Blind (MSpeed)'" Dmx="240~255" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="7" Name="Spin" Display="'Spin'" Dmx="48~63" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="8" Name="Spin (MSpeed)" Display="'Spin (MSpeed)'" Dmx="176~191" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="9" Name="Cycle" Display="'Cycle'" Dmx="64~79" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="10" Name="Cycle (MSpeed)" Display="'Cycle (MSpeed)'" Dmx="192~207" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="11" Name="Random" Display="'Random'" Dmx="96~111" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> <Function ID="12" Name="Random (MSpeed)" Display="'Random (MSpeed)'" Dmx="224~239" Update="Cyan, Magenta, Yellow" Colour="255,255,255" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Condition Name="Index/Blink" ID="2,3" If="'C-Mix_Func'>2&&'C-Mix_Func'<7" /> <Condition Name="Spin" ID="4,5,6,7,8" If="'C-Mix_Func'==7||'C-Mix_Func'==8" /> <Condition Name="Cycle/Random" ID="9" If="'C-Mix_Func'>8" /> <Else ID="1" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="0,255,255" /> <Function ID="2" Name="+" Display="'+ %.1f%%',0.0~100.0" Dmx="127~0" Colour="0,255,255" /> <Function ID="3" Name="-" Display="'- %.1f%%',100.0~0.0" Dmx="128~255" Colour="0,255,255" /> <Function ID="4" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="188~195" Colour="0,0,0" /> <Function ID="6" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~196" Colour="0,0,0" /> <Function ID="7" Name="No Spin" Display="'No Spin'" Dmx="188~195" Colour="0,0,0" /> <Function ID="8" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="187~128" Colour="0,0,0" /> <Function ID="9" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Condition Name="Index/Blink" ID="2,3" If="'C-Mix_Func'>2&&'C-Mix_Func'<7" /> <Condition Name="Spin" ID="4,5,6,7,8" If="'C-Mix_Func'==7||'C-Mix_Func'==8" /> <Else ID="1" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,0,255" /> <Function ID="2" Name="+" Display="'+ %.1f%%',0.0~100.0" Dmx="127~0" Colour="0,255,255" /> <Function ID="3" Name="-" Display="'- %.1f%%',100.0~0.0" Dmx="128~255" Colour="0,255,255" /> <Function ID="4" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="188~195" Colour="0,0,0" /> <Function ID="6" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~196" Colour="0,0,0" /> <Function ID="7" Name="No Spin" Display="'No Spin'" Dmx="188~195" Colour="0,0,0" /> <Function ID="8" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="187~128" Colour="0,0,0" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Condition Name="Index/Blink" ID="2,3" If="'C-Mix_Func'>2&&'C-Mix_Func'<7" /> <Condition Name="Spin" ID="4,5,6,7,8" If="'C-Mix_Func'==7||'C-Mix_Func'==8" /> <Else ID="1" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,255,0" /> <Function ID="2" Name="+" Display="'+ %.1f%%',0.0~100.0" Dmx="127~0" Colour="0,255,255" /> <Function ID="3" Name="-" Display="'- %.1f%%',100.0~0.0" Dmx="128~255" Colour="0,255,255" /> <Function ID="4" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" Colour="0,0,0" /> <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="188~195" Colour="0,0,0" /> <Function ID="6" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~196" Colour="0,0,0" /> <Function ID="7" Name="No Spin" Display="'No Spin'" Dmx="188~195" Colour="0,0,0" /> <Function ID="8" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="187~128" Colour="0,0,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'CTO C-Mix %.1f%%',0.0~100.0" Dmx="0~170" Colour="255,240,200" /> <Function ID="2" Name="Beam Flatness" Display="'Beam Flatness'" Dmx="213~213" Colour="255,255,255" /> </Attribute> <Attribute ID="CTB" Name="CTB" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Beam Flatten" Display="'Beam Flatten'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="CTB C-Mix" Display="'CTB C-Mix %.1f%%',0.0~100.0" Dmx="43~213" Colour="200,220,255" /> <Function ID="3" Name="Beam Flatness" Display="'Beam Flatness'" Dmx="255~255" Colour="255,255,255" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Fixed (MSpeed)" Display="'Fixed (MSpeed)'" Dmx="128~143" Update="Gobo1" /> <Function ID="3" Name="Scan" Display="'Scan'" Dmx="48~63" Update="Gobo1" /> <Function ID="4" Name="Scan (MSpeed)" Display="'Scan (MSpeed)'" Dmx="176~191" Update="Gobo1" /> <Function ID="5" Name="Blink" Display="'Blink'" Dmx="80~95" Update="Gobo1" /> <Function ID="6" Name="Blink (MSpeed)" Display="'Blink (MSpeed)'" Dmx="208~223" Update="Gobo1" /> <Function ID="7" Name="Index" Display="'Index'" Dmx="112~127" Update="Gobo1" /> <Function ID="8" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="240~255" Update="Gobo1" /> <Function ID="9" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Gobo1" /> <Function ID="10" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Gobo1" /> <Function ID="11" Name="Scroll CW (MSpeed)" Display="'Scroll CW (MSpeed)'" Dmx="144~159" Update="Gobo1" /> <Function ID="12" Name="Scroll CCW (MSpeed)" Display="'Scroll CCW (MSpeed)'" Dmx="160~175" Update="Gobo1" /> <Function ID="13" Name="Random" Display="'Random'" Dmx="64~79" Update="Gobo1" /> <Function ID="14" Name="Random (MSpeed)" Display="'Random (MSpeed)'" Dmx="192~207" Update="Gobo1" /> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed/Scan/Blink" ID="1,2,3,4,5,6,7,8,9" If="'Gobo1Func'<7" /> <Condition Name="Index" ID="10" If="'Gobo1Func'==7||'Gobo1Func'==8" /> <Condition Name="Scroll/Random" ID="11,12" If="'Gobo1Func'>8&&'Gobo1Func'<15" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0"> <Swatch>1d654db3-b7af-441d-ad41-27d428ee5b49</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Xylem)" Display="'Gobo 1 (Xylem)'" Dmx="16~47"> <Swatch>1fb272a6-826b-49fd-b4e0-7f5155d798ab</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Fin Fan)" Display="'Gobo 2 (Fin Fan)'" Dmx="48~79"> <Swatch>6d33efd3-b2be-4d97-b3a6-838cb7e7f5d9</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Velvet Fold)" Display="'Gobo 3 (Velvet Fold)'" Dmx="80~111"> <Swatch>cb0a5702-d1a4-4142-a4c6-a7df97729900</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Lumoil)" Display="'Gobo 4 (Lumoil)'" Dmx="112~143"> <Swatch>784d9610-e12e-45e1-8da6-517165e628cc</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Broadband)" Display="'Gobo 5 (Broadband)'" Dmx="144~175"> <Swatch>f078cc3d-e5d9-4199-98da-97bcf86a4a13</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Parquet)" Display="'Gobo 6 (Parquet)'" Dmx="176~207"> <Swatch>6de225bc-86ab-40f1-8ed1-85f94f5d0bf6</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Tunnel)" Display="'Gobo 7 (Tunnel)'" Dmx="208~239"> <Swatch>02a6387a-1dce-45dd-a82c-0e9ac1ab1d8b</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="240~255"> <Swatch>1d654db3-b7af-441d-ad41-27d428ee5b49</Swatch> </Function> <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="12" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1RotFunc" Name="Gobo 1 Rot Fnc" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Gobo1Rot" /> <Function ID="2" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="128~143" Update="Gobo1Rot" /> <Function ID="3" Name="Blink" Display="'Blink'" Dmx="64~79" Update="Gobo1Rot" /> <Function ID="4" Name="Blink (MSpeed)" Display="'Blink (MSpeed)'" Dmx="192~207" Update="Gobo1Rot" /> <Function ID="5" Name="Scan" Display="'Scan'" Dmx="48~63" Update="Gobo1Rot" /> <Function ID="6" Name="Scan (MSpeed)" Display="'Scan (MSpeed)'" Dmx="176~191" Update="Gobo1Rot" /> <Function ID="7" Name="Spin CW" Display="'Spin CW'" Dmx="16~31" Update="Gobo1Rot" /> <Function ID="8" Name="Spin CCW" Display="'Spin CCW'" Dmx="32~47" Update="Gobo1Rot" /> <Function ID="9" Name="Spin CW (MSpeed)" Display="'Spin CW (MSpeed)'" Dmx="144~159" Update="Gobo1Rot" /> <Function ID="10" Name="Spin CCW (MSpeed)" Display="'Spin CCW (MSpeed)'" Dmx="160~175" Update="Gobo1Rot" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index/Blink" ID="1" If="'Gobo1RotFunc'<5" /> <Condition Name="Scan" ID="2" If="'Gobo1RotFunc'==5||'Gobo1RotFunc'==6" /> <Condition Name="Spin" ID="3,4" If="'Gobo1RotFunc'>6&&'Gobo1RotFunc'<11" /> <Else ID="5" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Speed" Display="'Speed %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Effect_Func" Name="Effect Func" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Effect" /> <Function ID="2" Name="Fixed (MSpeed)" Display="'Fixed (MSpeed)'" Dmx="128~143" Update="Effect" /> <Function ID="3" Name="Scan" Display="'Scan'" Dmx="48~63" Update="Effect" /> <Function ID="4" Name="Scan (MSpeed)" Display="'Scan (MSpeed)'" Dmx="176~191" Update="Effect" /> <Function ID="5" Name="Blink" Display="'Blink'" Dmx="80~95" Update="Effect" /> <Function ID="6" Name="Blink (MSpeed)" Display="'Blink (MSpeed)'" Dmx="208~223" Update="Effect" /> <Function ID="7" Name="Index" Display="'Index'" Dmx="112~127" Update="Effect" /> <Function ID="8" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="240~255" Update="Effect" /> <Function ID="9" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Effect" /> <Function ID="10" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Effect" /> <Function ID="11" Name="Scroll CW (MSpeed)" Display="'Scroll CW (MSpeed)'" Dmx="144~159" Update="Effect" /> <Function ID="12" Name="Scroll CCW (MSpeed)" Display="'Scroll CCW (MSpeed)'" Dmx="160~175" Update="Effect" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Effect" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed/Scan/Blink" ID="1,2,3,4,5,6,7,8,9" If="'Effect_Func'<7" /> <Condition Name="Index" ID="10" If="'Effect_Func'==7||'Effect_Func'==8" /> <Condition Name="Scroll" ID="11,12" If="'Effect_Func'>8&&'Effect_Func'<13" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Effect 1 (Slow Glass)" Display="'Effect 1 (Slow Glass)'" Dmx="16~47"> <Swatch>0ee9fa71-f4a9-4434-aef4-1ba74bd926d2</Swatch> </Function> <Function ID="3" Name="Effect 2 (3-Facet Prism)" Display="'Effect 2 (3-Facet Prism)'" Dmx="48~79"> <Swatch>ef059fe6-b663-46b3-8dcc-56b6bcb32914</Swatch> </Function> <Function ID="4" Name="Effect 3 (5-Facet Prism)" Display="'Effect 3 (5-Facet Prism)'" Dmx="80~111"> <Swatch>484d3272-8a1f-428e-95d2-67d8f0201700</Swatch> </Function> <Function ID="5" Name="Effect 4 (Fusion Fire Blue)" Display="'Effect 4 (Fusion Fire Blue)'" Dmx="112~143"> <Swatch>3d4d758f-0012-4502-8655-9bccde607a2b</Swatch> </Function> <Function ID="6" Name="Effect 5 (Lenticular)" Display="'Effect 5 (Lenticular)'" Dmx="144~175"> <Swatch>6f00cf81-76f2-4164-9436-737f233149de</Swatch> </Function> <Function ID="7" Name="Effect 6 (Ligneous)" Display="'Effect 6 (Ligneous)'" Dmx="176~207"> <Swatch>dec2153b-1ac0-480a-9048-22029681243d</Swatch> </Function> <Function ID="8" Name="Effect 7 (Psycho Tunnel)" Display="'Effect 7 (Psycho Tunnel)'" Dmx="208~239"> <Swatch>bc4ab8f6-0083-4ae1-a0ad-c6ff657f099d</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="240~255" /> <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="12" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Effect_Rot_Fnc" Name="Effect Rot Fnc" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Effect_Rot" /> <Function ID="2" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="128~143" Update="Effect_Rot" /> <Function ID="3" Name="Blink" Display="'Blink'" Dmx="64~79" Update="Effect_Rot" /> <Function ID="4" Name="Blink (MSpeed)" Display="'Blink (MSpeed)'" Dmx="192~207" Update="Effect_Rot" /> <Function ID="5" Name="Scan" Display="'Scan'" Dmx="48~63" Update="Effect_Rot" /> <Function ID="6" Name="Scan (MSpeed)" Display="'Scan (MSpeed)'" Dmx="176~191" Update="Effect_Rot" /> <Function ID="7" Name="Spin CW" Display="'Spin CW'" Dmx="16~31" Update="Effect_Rot" /> <Function ID="8" Name="Spin CCW" Display="'Spin CCW'" Dmx="32~47" Update="Effect_Rot" /> <Function ID="9" Name="Spin CW (MSpeed)" Display="'Spin CW (MSpeed)'" Dmx="144~159" Update="Effect_Rot" /> <Function ID="10" Name="Spin CCW (MSpeed)" Display="'Spin CCW (MSpeed)'" Dmx="160~175" Update="Effect_Rot" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Effect_Rot" /> </Attribute> <Attribute ID="Effect_Rot" Name="Effect Rot" Description="" Group="E" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Condition Name="Index/Blink" ID="1" If="'Effect_Rot_Fnc'<5" /> <Condition Name="Scan" ID="2" If="'Effect_Rot_Fnc'==5||'Effect_Rot_Fnc'==6" /> <Condition Name="Spin" ID="3,4" If="'Effect_Rot_Fnc'>6&&'Effect_Rot_Fnc'<11" /> <Else ID="5" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Speed" Display="'Speed %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Fixed (MSpeed)" Display="'Fixed (MSpeed)'" Dmx="128~143" Update="Gobo2" /> <Function ID="3" Name="Scan" Display="'Scan'" Dmx="48~63" Update="Gobo2" /> <Function ID="4" Name="Scan (MSpeed)" Display="'Scan (MSpeed)'" Dmx="176~191" Update="Gobo2" /> <Function ID="5" Name="Blink" Display="'Blink'" Dmx="80~95" Update="Gobo2" /> <Function ID="6" Name="Blink (MSpeed)" Display="'Blink (MSpeed)'" Dmx="208~223" Update="Gobo2" /> <Function ID="7" Name="Index" Display="'Index'" Dmx="112~127" Update="Gobo2" /> <Function ID="8" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="240~255" Update="Gobo2" /> <Function ID="9" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Gobo2" /> <Function ID="10" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Gobo2" /> <Function ID="11" Name="Scroll CW (MSpeed)" Display="'Scroll CW (MSpeed)'" Dmx="144~159" Update="Gobo2" /> <Function ID="12" Name="Scroll CCW (MSpeed)" Display="'Scroll CCW (MSpeed)'" Dmx="160~175" Update="Gobo2" /> <Function ID="13" Name="Random" Display="'Random'" Dmx="64~79" Update="Gobo2" /> <Function ID="14" Name="Random (MSpeed)" Display="'Random (MSpeed)'" Dmx="192~207" Update="Gobo2" /> <Function ID="15" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed/Scan/Blink" ID="1,2,3,4,5,6,7,8,9" If="'Gobo2Func'<7" /> <Condition Name="Index" ID="10" If="'Gobo2Func'==7||'Gobo2Func'==8" /> <Condition Name="Scroll/Random" ID="11,12" If="'Gobo2Func'>8&&'Gobo2Func'<15" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0"> <Swatch>1d654db3-b7af-441d-ad41-27d428ee5b49</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Fracture)" Display="'Gobo 1 (Fracture)'" Dmx="16~47"> <Swatch>7131abf7-7229-4629-83ef-32f98b40798f</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Polymeoba)" Display="'Gobo 2 (Polymeoba)'" Dmx="48~79"> <Swatch>c127b470-bcc0-43cf-b08b-c8a52b3df807</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Dense Foliage)" Display="'Gobo 3 (Dense Foliage)'" Dmx="80~111"> <Swatch>93130296-ccf3-4334-8c40-8c439e0648ca</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Gatlin Gun)" Display="'Gobo 4 (Gatlin Gun)'" Dmx="112~143"> <Swatch>e7dff595-186b-4d41-ae6c-30645784af44</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Fluffy Clouds)" Display="'Gobo 5 (Fluffy Clouds)'" Dmx="144~175"> <Swatch>5e11732e-ba58-49d6-9040-2336e7af6df6</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Irregular Craters)" Display="'Gobo 6 (Irregular Craters)'" Dmx="176~207"> <Swatch>70f9dbb9-2420-43e1-9c15-0c95b844230e</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Valiant)" Display="'Gobo 7 (Valiant)'" Dmx="208~239"> <Swatch>dfcbeb83-7293-4076-a5d7-014f69d27692</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="240~255"> <Swatch>1d654db3-b7af-441d-ad41-27d428ee5b49</Swatch> </Function> <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="12" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2RotFunc" Name="Gobo 2 Rot Fnc" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Gobo2Rot" /> <Function ID="2" Name="Index (MSpeed)" Display="'Index (MSpeed)'" Dmx="128~143" Update="Gobo2Rot" /> <Function ID="3" Name="Blink" Display="'Blink'" Dmx="64~79" Update="Gobo2Rot" /> <Function ID="4" Name="Blink (MSpeed)" Display="'Blink (MSpeed)'" Dmx="192~207" Update="Gobo2Rot" /> <Function ID="5" Name="Scan" Display="'Scan'" Dmx="48~63" Update="Gobo2Rot" /> <Function ID="6" Name="Scan (MSpeed)" Display="'Scan (MSpeed)'" Dmx="176~191" Update="Gobo2Rot" /> <Function ID="7" Name="Spin CW" Display="'Spin CW'" Dmx="16~31" Update="Gobo2Rot" /> <Function ID="8" Name="Spin CCW" Display="'Spin CCW'" Dmx="32~47" Update="Gobo2Rot" /> <Function ID="9" Name="Spin CW (MSpeed)" Display="'Spin CW (MSpeed)'" Dmx="144~159" Update="Gobo2Rot" /> <Function ID="10" Name="Spin CCW (MSpeed)" Display="'Spin CCW (MSpeed)'" Dmx="160~175" Update="Gobo2Rot" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index/Blink" ID="1" If="'Gobo2RotFunc'<5" /> <Condition Name="Scan" ID="2" If="'Gobo2RotFunc'==5||'Gobo2RotFunc'==6" /> <Condition Name="Spin" ID="3,4" If="'Gobo2RotFunc'>6&&'Gobo2RotFunc'<11" /> <Else ID="5" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="2" Name="Speed" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="4" Name="Speed" Display="'Speed %.2f%%',0.00~100.00" Dmx="1028~65535" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="128~135" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="136~151" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="152~167" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="168~183" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="184~199" /> <Function ID="7" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="200~215" /> <Function ID="8" Name="Rnd Op Pls" Display="'Rnd Op Pls %.f%%',0~100" Dmx="216~231" /> <Function ID="9" Name="Rnd Cl Pls" Display="'Rnd Cl Pls %.f%%',0~100" Dmx="232~247" /> </Attribute> <Attribute ID="Colour1Func1" Name="Colour Func" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="2" Name="Slow Scan" Display="'Slow Scan'" Dmx="80~95" Update="Colour11" Colour="0,0,0" /> <Function ID="3" Name="Fast Scan" Display="'Fast Scan'" Dmx="96~111" Update="Colour11" Colour="0,0,0" /> <Function ID="4" Name="Blink" Display="'Blink'" Dmx="128~143" Update="Colour11" Colour="0,0,0" /> <Function ID="5" Name="Index" Display="'Index'" Dmx="64~79" Update="Colour11" Colour="0,0,0" /> <Function ID="6" Name="Scroll CW" Display="'Scroll CW'" Dmx="16~31" Update="Colour11" Colour="0,0,0" /> <Function ID="7" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="32~47" Update="Colour11" Colour="0,0,0" /> <Function ID="8" Name="Random" Display="'Random'" Dmx="112~127" Update="Colour11" Colour="0,0,0" /> <Function ID="9" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour11" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour11" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed/Scan/Blink" ID="1,2,3,4,5,6,7,8,9,10,11,12,13" If="'Colour1Func1'<5" /> <Condition Name="Index" ID="14" If="'Colour1Func1'==5" /> <Condition Name="Scroll/Random" ID="15,16" If="'Colour1Func1'>5&&'Colour1Func1'<9" /> <Else ID="17" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="24~42" Colour="255,255,255" /> <Function ID="3" Name="Red" Display="'Red'" Dmx="43~61" Colour="255,0,0" /> <Function ID="4" Name="Rd/ Yel" Display="'Rd/ Yel'" Dmx="62~80" Colour="255,0,0" /> <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="81~99" Colour="255,255,0" /> <Function ID="6" Name="Yel/ Grn" Display="'Yel/ Grn'" Dmx="100~118" Colour="255,255,0" /> <Function ID="7" Name="Green" Display="'Green'" Dmx="119~137" Colour="0,255,0" /> <Function ID="8" Name="Grn/ Org" Display="'Grn/ Org'" Dmx="138~156" Colour="0,255,0" /> <Function ID="9" Name="Orange" Display="'Orange'" Dmx="157~175" Colour="255,128,0" /> <Function ID="10" Name="Org/ Blu" Display="'Org/ Blu'" Dmx="176~194" Colour="255,128,0" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="195~213" Colour="0,0,255" /> <Function ID="12" Name="Blu/ Op" Display="'Blu/ Op'" Dmx="214~232" Colour="0,0,255" /> <Function ID="13" Name="Open" Display="'Open'" Dmx="233~255" Colour="255,255,255" /> <Function ID="14" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="16" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" Colour="0,0,0" /> <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="CTO1" Name="CTO" 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="CTO C-Mix" Display="'CTO C-Mix %.1f%%',0.0~100.0" Dmx="1~170" Colour="255,240,200" /> <Function ID="3" Name="Beam Flatness" Display="'Beam Flatness'" Dmx="171~213" Colour="255,255,255" /> </Attribute> <Attribute ID="CTB1" Name="CTB" 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 C-Mix" Display="'CTB C-Mix %.1f%%',0.0~100.0" Dmx="1~170" Colour="200,220,255" /> <Function ID="3" Name="Beam Flatness" Display="'Beam Flatness'" Dmx="171~213" Colour="255,255,255" /> </Attribute> <Attribute ID="Gobo1Func1" Name="Gobo 1 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="2" Name="Fixed Spin CW" Display="'Fixed Spin CW'" Dmx="16~31" Update="Gobo11, Gobo1Rot1" /> <Function ID="3" Name="Fixed Spin CCW" Display="'Fixed Spin CCW'" Dmx="32~47" Update="Gobo11, Gobo1Rot1" /> <Function ID="4" Name="Blink Wheel" Display="'Blink Wheel'" Dmx="112~127" Update="Gobo11, Gobo1Rot1" /> <Function ID="5" Name="Blink Aperture" Display="'Blink Aperture'" Dmx="128~143" Update="Gobo11, Gobo1Rot1" /> <Function ID="6" Name="Scan" Display="'Scan'" Dmx="80~95" Update="Gobo11, Gobo1Rot1" /> <Function ID="7" Name="Index" Display="'Index'" Dmx="240~255" Update="Gobo11, Gobo1Rot1" /> <Function ID="8" Name="Scroll CW" Display="'Scroll CW'" Dmx="48~63" Update="Gobo11, Gobo1Rot1" /> <Function ID="9" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="64~79" Update="Gobo11, Gobo1Rot1" /> <Function ID="10" Name="Random" Display="'Random'" Dmx="96~111" Update="Gobo11, Gobo1Rot1" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo11, Gobo1Rot1" /> </Attribute> <Attribute ID="Gobo11" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed/Scan/Blink" ID="1,2,3,4,5,6,7,8,9" If="'Gobo1Func1'<7" /> <Condition Name="Index" ID="10" If="'Gobo1Func1'==7" /> <Condition Name="Scroll/Random" ID="11,12" If="'Gobo1Func1'>7&&'Gobo1Func1'<11" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0"> <Swatch>1d654db3-b7af-441d-ad41-27d428ee5b49</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Xylem)" Display="'Gobo 1 (Xylem)'" Dmx="16~47"> <Swatch>1fb272a6-826b-49fd-b4e0-7f5155d798ab</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Fin Fan)" Display="'Gobo 2 (Fin Fan)'" Dmx="48~79"> <Swatch>6d33efd3-b2be-4d97-b3a6-838cb7e7f5d9</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Velvet Fold)" Display="'Gobo 3 (Velvet Fold)'" Dmx="80~111"> <Swatch>cb0a5702-d1a4-4142-a4c6-a7df97729900</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Lumoil)" Display="'Gobo 4 (Lumoil)'" Dmx="112~143"> <Swatch>784d9610-e12e-45e1-8da6-517165e628cc</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Broadband)" Display="'Gobo 5 (Broadband)'" Dmx="144~175"> <Swatch>f078cc3d-e5d9-4199-98da-97bcf86a4a13</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Parquet)" Display="'Gobo 6 (Parquet)'" Dmx="176~207"> <Swatch>6de225bc-86ab-40f1-8ed1-85f94f5d0bf6</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Tunnel)" Display="'Gobo 7 (Tunnel)'" Dmx="208~239"> <Swatch>02a6387a-1dce-45dd-a82c-0e9ac1ab1d8b</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="240~255"> <Swatch>1d654db3-b7af-441d-ad41-27d428ee5b49</Swatch> </Function> <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="12" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot1" Name="Gobo 1 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func1'==1||'Gobo1Func1'==7" /> <Condition Name="Spin" ID="2,3" If="'Gobo1Func1'==2||'Gobo1Func1'==3||'Gobo1Func1'==8||'Gobo1Func1'==9" /> <Condition Name="Scan" ID="4" If="'Gobo1Func1'==4||'Gobo1Func1'==5||'Gobo1Func1'==6||'Gobo1Func1'==10" /> <Else ID="5" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="4" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Effect_Func1" Name="Effect Func" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Effect1, Effect_Rot1" /> <Function ID="2" Name="Fixed Spin CW" Display="'Fixed Spin CW'" Dmx="16~31" Update="Effect1, Effect_Rot1" /> <Function ID="3" Name="Fixed Spin CCW" Display="'Fixed Spin CCW'" Dmx="32~47" Update="Effect1, Effect_Rot1" /> <Function ID="4" Name="Blink Wheel" Display="'Blink Wheel'" Dmx="112~127" Update="Effect1, Effect_Rot1" /> <Function ID="5" Name="Blink Aperture" Display="'Blink Aperture'" Dmx="128~143" Update="Effect1, Effect_Rot1" /> <Function ID="6" Name="Scan" Display="'Scan'" Dmx="80~95" Update="Effect1, Effect_Rot1" /> <Function ID="7" Name="Index" Display="'Index'" Dmx="240~255" Update="Effect1, Effect_Rot1" /> <Function ID="8" Name="Scroll CW" Display="'Scroll CW'" Dmx="48~63" Update="Effect1, Effect_Rot1" /> <Function ID="9" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="64~79" Update="Effect1, Effect_Rot1" /> <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Effect1, Effect_Rot1" /> </Attribute> <Attribute ID="Effect1" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed/Scan/Blink" ID="1,2,3,4,5,6,7,8,9" If="'Effect_Func1'<7" /> <Condition Name="Index" ID="10" If="'Effect_Func1'==7" /> <Condition Name="Scroll" ID="11,12" If="'Effect_Func1'==8||'Effect_Func1'==9" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Effect 1 (Slow Glass)" Display="'Effect 1 (Slow Glass)'" Dmx="16~47"> <Swatch>0ee9fa71-f4a9-4434-aef4-1ba74bd926d2</Swatch> </Function> <Function ID="3" Name="Effect 2 (3-Facet Prism)" Display="'Effect 2 (3-Facet Prism)'" Dmx="48~79"> <Swatch>ef059fe6-b663-46b3-8dcc-56b6bcb32914</Swatch> </Function> <Function ID="4" Name="Effect 3 (5-Facet Prism)" Display="'Effect 3 (5-Facet Prism)'" Dmx="80~111"> <Swatch>484d3272-8a1f-428e-95d2-67d8f0201700</Swatch> </Function> <Function ID="5" Name="Effect 4 (Fusion Fire Blue)" Display="'Effect 4 (Fusion Fire Blue)'" Dmx="112~143"> <Swatch>3d4d758f-0012-4502-8655-9bccde607a2b</Swatch> </Function> <Function ID="6" Name="Effect 5 (Lenticular)" Display="'Effect 5 (Lenticular)'" Dmx="144~175"> <Swatch>6f00cf81-76f2-4164-9436-737f233149de</Swatch> </Function> <Function ID="7" Name="Effect 6 (Ligneous)" Display="'Effect 6 (Ligneous)'" Dmx="176~207"> <Swatch>dec2153b-1ac0-480a-9048-22029681243d</Swatch> </Function> <Function ID="8" Name="Effect 7 (Psycho Tunnel)" Display="'Effect 7 (Psycho Tunnel)'" Dmx="208~239"> <Swatch>bc4ab8f6-0083-4ae1-a0ad-c6ff657f099d</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="240~255" /> <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="12" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Effect_Rot1" Name="Effect Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Effect_Func1'==1||'Effect_Func1'==7" /> <Condition Name="Spin" ID="2,3" If="'Effect_Func1'==2||'Effect_Func1'==3||'Effect_Func1'==8||'Effect_Func1'==9" /> <Condition Name="Scan" ID="4" If="'Effect_Func1'>3&&'Effect_Func1'<7" /> <Else ID="5" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="4" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func1" Name="Gobo 2 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo21, Gobo2Rot1" /> <Function ID="2" Name="Fixed Spin CW" Display="'Fixed Spin CW'" Dmx="16~31" Update="Gobo21, Gobo2Rot1" /> <Function ID="3" Name="Fixed Spin CCW" Display="'Fixed Spin CCW'" Dmx="32~47" Update="Gobo21, Gobo2Rot1" /> <Function ID="4" Name="Blink Wheel" Display="'Blink Wheel'" Dmx="112~127" Update="Gobo21, Gobo2Rot1" /> <Function ID="5" Name="Blink Aperture" Display="'Blink Aperture'" Dmx="128~143" Update="Gobo21, Gobo2Rot1" /> <Function ID="6" Name="Scan" Display="'Scan'" Dmx="80~95" Update="Gobo21, Gobo2Rot1" /> <Function ID="7" Name="Index" Display="'Index'" Dmx="240~255" Update="Gobo21, Gobo2Rot1" /> <Function ID="8" Name="Scroll CW" Display="'Scroll CW'" Dmx="48~63" Update="Gobo21, Gobo2Rot1" /> <Function ID="9" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="64~79" Update="Gobo21, Gobo2Rot1" /> <Function ID="10" Name="Random" Display="'Random'" Dmx="96~111" Update="Gobo21, Gobo2Rot1" /> <Function ID="11" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo21, Gobo2Rot1" /> </Attribute> <Attribute ID="Gobo21" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed/Scan/Blink" ID="1,2,3,4,5,6,7,8,9" If="'Gobo2Func1'<7" /> <Condition Name="Index" ID="10" If="'Gobo2Func1'==7" /> <Condition Name="Scroll/Random" ID="11,12" If="'Gobo2Func1'>7&&'Gobo2Func1'<11" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0"> <Swatch>1d654db3-b7af-441d-ad41-27d428ee5b49</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Fracture)" Display="'Gobo 1 (Fracture)'" Dmx="16~47"> <Swatch>7131abf7-7229-4629-83ef-32f98b40798f</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Polymeoba)" Display="'Gobo 2 (Polymeoba)'" Dmx="48~79"> <Swatch>c127b470-bcc0-43cf-b08b-c8a52b3df807</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Dense Foliage)" Display="'Gobo 3 (Dense Foliage)'" Dmx="80~111"> <Swatch>93130296-ccf3-4334-8c40-8c439e0648ca</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Gatlin Gun)" Display="'Gobo 4 (Gatlin Gun)'" Dmx="112~143"> <Swatch>e7dff595-186b-4d41-ae6c-30645784af44</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Fluffy Clouds)" Display="'Gobo 5 (Fluffy Clouds)'" Dmx="144~175"> <Swatch>5e11732e-ba58-49d6-9040-2336e7af6df6</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Irregular Craters)" Display="'Gobo 6 (Irregular Craters)'" Dmx="176~207"> <Swatch>70f9dbb9-2420-43e1-9c15-0c95b844230e</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Valiant)" Display="'Gobo 7 (Valiant)'" Dmx="208~239"> <Swatch>dfcbeb83-7293-4076-a5d7-014f69d27692</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="240~255"> <Swatch>1d654db3-b7af-441d-ad41-27d428ee5b49</Swatch> </Function> <Function ID="10" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="12" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Rot1" Name="Gobo 2 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func1'==1||'Gobo2Func1'==7" /> <Condition Name="Spin" ID="2,3" If="'Gobo2Func1'==2||'Gobo2Func1'==3||'Gobo2Func1'==8||'Gobo2Func1'==9" /> <Condition Name="Scan" ID="4" If="'Gobo2Func1'==4||'Gobo2Func1'==5||'Gobo2Func1'==6||'Gobo2Func1'==10" /> <Else ID="5" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="4~255" /> <Function ID="4" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> </Control> <Mode Name="Standard, 38 DMX" Channels="38"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="630" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="78eac31e-e222-45b4-8385-84e94a72bc74" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Shutter_Func" ChannelOffset="5" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Frost" ChannelOffset="8" Wheel="50" /> <Attribute ID="Focus_Func" ChannelOffset="9" Wheel="20" /> <Attribute ID="Focus" ChannelOffset="10" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="11" Wheel="19" /> <Attribute ID="MSpeed" ChannelOffset="12" Wheel="25" /> <Attribute ID="P/T_Macro" ChannelOffset="13" Wheel="53" /> <Attribute ID="Control" ChannelOffset="14" Wheel="28" /> <Attribute ID="Colour1Func" ChannelOffset="15" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="16" Wheel="8" /> <Attribute ID="C-Mix_Func" ChannelOffset="17" Wheel="9" /> <Attribute ID="Cyan" ChannelOffset="18" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="19" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="20" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="21" Wheel="37" /> <Attribute ID="CTB" ChannelOffset="22" Wheel="38" /> <Attribute ID="Gobo1Func" ChannelOffset="23" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="24" Wheel="14" /> <Attribute ID="Gobo1RotFunc" ChannelOffset="25" Wheel="15" /> <Attribute ID="Gobo1Rot" ChannelOffset="26,27" Wheel="43" /> <Attribute ID="Effect_Func" ChannelOffset="28" Wheel="22" /> <Attribute ID="Effect" ChannelOffset="29" Wheel="23" /> <Attribute ID="Effect_Rot_Fnc" ChannelOffset="30" Wheel="24" /> <Attribute ID="Effect_Rot" ChannelOffset="31,32" Wheel="52" /> <Attribute ID="Gobo2Func" ChannelOffset="33" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="34" Wheel="17" /> <Attribute ID="Gobo2RotFunc" ChannelOffset="35" Wheel="18" /> <Attribute ID="Gobo2Rot" ChannelOffset="36,37" Wheel="46" /> <Attribute ID="Iris" ChannelOffset="38" Wheel="49" /> </Include> </Mode> <Mode Name="Reduced, 28 DMX" Channels="28"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="630" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="8499e37e-e991-4772-8f89-84a6031ae297" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Shutter_Func" ChannelOffset="5" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Frost" ChannelOffset="8" Wheel="50" /> <Attribute ID="Focus" ChannelOffset="9" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="10" Wheel="19" /> <Attribute ID="Control" ChannelOffset="11" Wheel="28" /> <Attribute ID="Colour1Func1" ChannelOffset="12" Wheel="7" /> <Attribute ID="Colour11" ChannelOffset="13" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="14" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="15" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="16" Wheel="12" /> <Attribute ID="CTO1" ChannelOffset="17" Wheel="37" /> <Attribute ID="CTB1" ChannelOffset="18" Wheel="38" /> <Attribute ID="Gobo1Func1" ChannelOffset="19" Wheel="13" /> <Attribute ID="Gobo11" ChannelOffset="20" Wheel="14" /> <Attribute ID="Gobo1Rot1" ChannelOffset="21" Wheel="43" /> <Attribute ID="Effect_Func1" ChannelOffset="22" Wheel="22" /> <Attribute ID="Effect1" ChannelOffset="23" Wheel="23" /> <Attribute ID="Effect_Rot1" ChannelOffset="24" Wheel="52" /> <Attribute ID="Gobo2Func1" ChannelOffset="25" Wheel="16" /> <Attribute ID="Gobo21" ChannelOffset="26" Wheel="17" /> <Attribute ID="Gobo2Rot1" ChannelOffset="27" Wheel="46" /> <Attribute ID="Iris" ChannelOffset="28" Wheel="49" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:6,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:10,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:11,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:12,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Reset Int"> <Set Channel="Control:13,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Reset Focus/Zoom/Frost"> <Set Channel="Control:14,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Reset Iris"> <Set Channel="Control:15,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Lamp On"> <Set Channel="Control:7,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:8,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Shutdown"> <Set Channel="Control:9,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="P/T MSpeed Off"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:3,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Dim"> <Set Channel="Control:4,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" Delay="0" /> </Macro> <Macro Name="Display Bright"> <Set Channel="Control:5,Shutter_Func:1,Shutter:1" Delay="6000" /> <Set Channel="Control:1,Shutter:2" 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:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="2" Name="Gobo 1 (Xylem)" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="3" Name="Gobo 2 (Fin Fan)" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="4" Name="Gobo 3 (Velvet Fold)" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="5" Name="Gobo 4 (Lumoil)" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="6" Name="Gobo 5 (Broadband)" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="7" Name="Gobo 6 (Parquet)" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="8" Name="Gobo 7 (Tunnel)" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="9" Name="Gobo 1 (Fracture)" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="10" Name="Gobo 2 (Polymeoba)" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="11" Name="Gobo 3 (Dense Foliage)" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="12" Name="Gobo 4 (Gatlin Gun)" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="13" Name="Gobo 5 (Fluffy Clouds)" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="14" Name="Gobo 6 (Irregular Craters)" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="15" Name="Gobo 7 (Valiant)" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:2" /> <Palette ID="16" Name="Gobo 1 (Xylem)" Number="0" Page="1" SetControl="Gobo11:2,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:2" /> <Palette ID="17" Name="Gobo 2 (Fin Fan)" Number="0" Page="1" SetControl="Gobo11:3,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:2" /> <Palette ID="18" Name="Gobo 3 (Velvet Fold)" Number="0" Page="1" SetControl="Gobo11:4,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:2" /> <Palette ID="19" Name="Gobo 4 (Lumoil)" Number="0" Page="1" SetControl="Gobo11:5,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:2" /> <Palette ID="20" Name="Gobo 5 (Broadband)" Number="0" Page="1" SetControl="Gobo11:6,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:2" /> <Palette ID="21" Name="Gobo 6 (Parquet)" Number="0" Page="1" SetControl="Gobo11:7,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:2" /> <Palette ID="22" Name="Gobo 7 (Tunnel)" Number="0" Page="1" SetControl="Gobo11:8,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:2" /> <Palette ID="23" Name="Gobo 1 (Fracture)" Number="0" Page="1" SetControl="Gobo21:2,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2" /> <Palette ID="24" Name="Gobo 2 (Polymeoba)" Number="0" Page="1" SetControl="Gobo21:3,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2" /> <Palette ID="25" Name="Gobo 3 (Dense Foliage)" Number="0" Page="1" SetControl="Gobo21:4,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2" /> <Palette ID="26" Name="Gobo 4 (Gatlin Gun)" Number="0" Page="1" SetControl="Gobo21:5,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2" /> <Palette ID="27" Name="Gobo 5 (Fluffy Clouds)" Number="0" Page="1" SetControl="Gobo21:6,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2" /> <Palette ID="28" Name="Gobo 6 (Irregular Craters)" Number="0" Page="1" SetControl="Gobo21:7,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2" /> <Palette ID="29" Name="Gobo 7 (Valiant)" Number="0" Page="1" SetControl="Gobo21:8,Gobo2Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo11:1,Gobo1Func1:2" /> </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="6" Name="Closed" Legend="Close" 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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</Swatch> 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NeuQHubJHomODCAB5AfR6Ite64LmJCLWlrIzUJWfVOctnLXnYzrcGtc9lVKAurgpDXluxlQlGAuw00WEGWjFtUcK/dtQ996EOnTl7fZdlRAWPC8lMcysp1kqxhEF22tKAjjxo//6oRzP0sdiNbsWC66Na+YyB+YiGGLgjtLuqABtIEc1fVonFv3BTXmC5TANSVaiBZFpOMuFvtA1wmgUUSIep40DrdChLuqAIEOiq4aLzrdre73Sa4gPEyl7nM5IqtBNe8SKwDkFcDBtEpEdki3K7Hb8xVFxaJyRcwsPTG59RTTz3k77gmFw1UT3ziE6d7pLiSxniZVVStiEZTvCciZ27cGC0RGICFu65y7SsBbGOZ2fGrfHarYuKJiSSslQhJaN9uFGJyaBtAGXQTqZOB1RDyI+recw5gNSE02+CJrnrgWiQmyfUpHUmDEMADfMKlIPfSEaI5HEwgkOVvmhClDXa6ip97tYJJR4fAobdSyd+sPBf5UjDFeBaLm6YA7YKV5MWqUJAV5fhxHp68yjK4VS2YO9rS4thVxIRwQ8QKIIMjdKatwu66Sw2uloy7f2exBvOv8OzfdSL9X2pCYECLe6bf8n6RmAW2bZMi8fsmC4jSOq0iQLhSLhOX4opYyl4JalVwWcmEKtT0QkQ6g1C8XtrE34GLcMGsqrRN3DUrX9cV+EwsFQUSECD7lDHrSZcILMDEUj6+FGAjUs3qlvbmSuaYVUmo3gpwyVtFk5h4ImqLGCScyuRqmeH+aDNw6eFa1i+PN1mtXQXv4O5co0y7qNC5WSjnBPRI1ljGNbrWKIQ0RyXqQNyKrQNEmOm2XSTSHSJgFk8VIP1l2rhNOpG7i6WPAAuaUQVIq3Ii8dwoHoaDoSRSGIIAKRP3wUIaA3myCOtHUY15R2wddYNRgV676L4WAmwjLfHwRZ9pBeE0IQCUhF5Pi92IxKSoDZ9JWYXWJ/Mtp1V5ghtF6FeIdmaFG21bqHEV1siBO+FR+vL9NhDjd7gULY+YWO+HD/Uy/ZSGlRRsLKn5bRbZ5fXmpBetCnxYoXptQMiyc5EslbFWV3VEANo4R4Da9cZLmDegFOQsqDg83IbFi9IWyyyYwt0VlnxmAhPtk2agsckHuWAXKUmKF5kkrgUfYDVEbybc4Mec4zNu1sC1gpj2wMUqGUxbCrT3KjXg3FwubhQXFxFxSjQmB+cc9pug2enGMMByWbXUBAy0m9Xjsk2o6JYS4IrcDQttLaaldayhc7CYrAcLVS0gUFO09tpqRwhAeM+YBtjcmY3vcEMFbdspoBi4KLFBC+uaoIO47gquiHHiQaQsJHLN45IiPWzAyOy6vmUAW5pIEfLiL+2K6Qj/7+iJXJYbQKIjIjZAFCm20jPVJkBmWtkIaNuEoTYcbmZOTOw//uM/HvIeUFihFMHlkPgkWev7IjfCEqdjIWKPMcolPREAS2kIEgBMdCdRSmxQp9wkyYtP+a60iXQGl8aZALL8lraiNlXDHVsFRWkDLqKMJAnrHO7Tb6eq0Irz+5s+uTq+SwRGtg6wjb1RF3aoQriN1ebAFZGrEaIDDtdiSyPVf0lCE1wzztwqdyMKYo1oPRKOV7SLKvwucIsqWZK6BwWhkQbM5LKgoiSDSKQNcDzWCwD9bqyCUF/kRYu5Lm7GoLOG6o60vFYVSM5bxTmRd1YXWAj37HeyBiDi+nE8lq/uhIgm+D6rwjplL40I4AEBsNeFLlXC53Aw953cXiu8UCsrtBldGVbm9opdZME2d27DNf7gD/5gci9VO3QqVN/fE5FPNhAh3Ie2ZABLp0EV5DQEFbiAsCdpo2Hua8YaWLIDNJBmmyauj1sDVC4a3zJpSk1AyjJwzwg53pUyDgujOE1YIu7JJElqmlQRJMvlPriitrrAMkUA1bm9577abQdYH39zrtQLiRxhpK3bWulUI2AWc078vmNut0VE3zhJ/UjzaBZYUWBldYCNiLRbyPXyfwk4oTr3xXVBNX6V/bMWSVtfxNMWrVOs0gvZI67FZKnHVVGWqbsK4nMGjeB/okSutu41IXoSnLCEJhAAfUeCNln6KiyscVB49138Bmfj8nrlqwiSzSKyRMg03lR3qpZKYYVsWUCZk5JgWbKKqRWAx/8qgV8mwOOaUxKLqEoALKVLtJwk8hK5HsyMVuywlMGcBVMtnpg64glcBCHPhreivvbHaQ+LYvBygS0nkiLAC4TWMvNuymdNVjoVIknC9iRbWGYv1UjrJloOwWq2ER2XCFDqnawKd6gKwDLMlZl0dMjZyX1lL1ZK19v10DVwh0l8cs1cXdIPERaEsLRKXwGY60ErUshuxfxItMoH9jhTS2HwS97B9SbQUAA3J/gfgLkWf2vHd0ZgBWYO2znpMICNSLSI8A75P44ScaNyKiwBziAxmrwVV5GuTxMl3Hbj1UWQXgEWx2AJdFTUNYyL9jd18wapCoC2WyY5B/CyGrSTWwdw3RK1QdF9OVYR3M5WBCaFK0uExjJQLnwvwt37LP7HVftuCLrgR3CiYiGVkBQBxYtSE1YVeChcm1AmFP4xj3nMFCyZD0aBJc1me22pyDXrYAm4bJvAErpW8yoVJHLmTsMdV5A7jNi5/3hth0RiPQsm7Nzc6q/us+CCKh9gCdwQV9W2FHMZohqajivJBVVe0UpLXomBSWjeE6S7LnjFoXoBB/5YxWecFxjnOlXnBFCkYsI9Ay6TLJjhAuXw8DNVghqNtuJvclbGDxgQdpxPNFxduAgQPwNcieM5bqRZADelqGiA87WRL8GLa9uS6DUJVgoAWCzYFsBFYAZ2Xlbf7AHsDvU/NbPLvVRJ9wHNpDX1onEGmveud71rIvZcjZvvCWIuqmoXMnAnNFFYLrgAQBNick0Cra3AZg1WFRoMCCaSq/fK5breVkyS8J5LrC4IGUaYuVLXyCpWYZl7OyBW8bf6d7y23YuMguJlkp9eCY+hbdorBXSOumB40Wr2VtoHR0iUx7D4DRGzLMAKgIOdeYBtLOS4bn1Pm0xEorJaDRfm/zSFW6xmXaI02g2AcySV4Bdz2y/RpOSaWsmKakQeeCUcW2GhtCezvBKcotfwQwoTpWHVcEj/r/k294ZntWSfYmWbJlaHxQJEFixiyygKkTSMyFQKQsJWvbAVvzuX8Wd1JFBTaKf4UiCA5Nr8jSXaqvh+lucZK/wLpSCuUcRsbvweS7pErgtDdYFIa8FkJM+W/xjAuiMgN4f00UycgFtLxp3Z5hLwAKDzmJWq7XNa7Bx18QHtFd0gztFCrpW1kOdiwn/1V391snr6l1xPXShbhQXlZmv2H1idW5rCQNaNf12LwUzkCzAsUwrJVVxHuhQUxE2u62HFWRlu1P9D3In0THge6gAgeJtrwMO42LktQXFUdMT3tIEbDxwUuKRR2txWxpGCsEJ1FVL1RMZRMpcCAlhtBdKBEsUXNePPS/JisANDm7v6tQDbdO5uxES2YsAUm1krIbbPZdJZCi7Booz2hqUP3EgdQOG3NEMSfLiIzgCajrBzV16RZNnoiKjPwEhjsH6inx7AWIu2tOQ3JBwdzL5SS4IJFhC4aK4EpwCnjfQiwMV9Az2QEKTfIWWg1sdy14kFCmkSroalqO3ey0SOjQvnQgFKlItzaglKW1KERWelAxZ8s1of0aOAjRK0zQAR94SiRCiRNqFYtwUCQ4cDbGN/ic2azqIdA7kB7qkm9bgeJDQ34iYBykQg2Qa63fehFVwtCU6Rnu9zCYCs0MvlqOvFFbpGLpJ7AmqgMDCxlrLuFGBuIuWdRJaUgrtPR4QOkGyFvkhwvh7v83uIsqCIVcTT4ha5W2WnRW08vsPlt3lAQMJVU08FNKkMXRbSK0nRiACrJarBFT4nTSJ3lkfetJLFve3aS5H4Mhm/c9wYCJ1jHNMpRK0WjMk5vN7RiKY9GtDW71gGbsfECP9FMjGnLJ4ggMuVb2Jqe6UVgKH9XAxw5DEwXEi6Knw/rpepl5ej2YDmoNlcLjfItXFJAgIuqJdX49IA1+cz6RSIRfa++zKB3BIwAbu2oZ6wTClq1wlWc02h3FhwRT430wYzAZDVNk5JxHLXbf0RWHkN1liqgRtt27RbUZvlDtOK3hPeoo1+udw25dSTcQyPHhVVA9sUjVSAHcKQaSEiG0vGosQcty27EXyol5gT6flO+AfzbdJbYXlak21icQFWpaYUlK9YGCDkIoGBiFa5Voff48JoLaCwrqxpaz38Jm2u/fu+owREm5PmYFGAX5knJS6T7F5MsMnDPVsxYVxLOkYBiMuhTD1O4xwUOHkqk82dtWOmduk91xcO554XZd9VLFg+tKQGJFV6qRUAq00JSwSWDgPYtesngMvgsgKILPRuZwc/ZrvtdzeocjYWfYou8QdAaVt0YhXnsumiN9bUpEv6tolSFoKFYnUBVRTJFbYDq3YpMYx0x2IAM47TrpJmQZW6WFELJ1gaCgB8c5UH55KZB0xcVMQnRcKiV25kYgUGAJ8uCyJC7ykkcY3mBb0IdUDq3WevIRPAUs7CqVjJaknbIn5kFetVf2Y8pkfeTQAb/aZmrMP6vlijXooAR0C0s0kuACD9vb0RRFdtmy9XwuWJ0CIskoGkXcg5jTfgy/I5Btdg4ibcRTvJLF/d3ISV4q6TTyLcdZ4tqe6agr7f5m6lGdr0AeBy4+476YiaM2wFqXYIYsIJKS9gJ7+ED+KMAMYKsXjGdFEwgKtlvUDEvbCQ8Sb4sGCm5ZQCEYDCn/FRYG9XO7k23Dn70a4oV4Cp0VN8JRbMTmorZ+aQzJoX4kbxlB7Aeu3CrFa7EzMzj2O4SdYtlkIicdH6PpyPSI2wChW0pM3UU4YKLgLMIcgmIRv/JlgQObcAc/0scS34SwCzVG1bM+XhDuWU6mILlhsI3DeeyRqmF0vAwuIJDBYB11hWC+TaWTspGhbN+dAah+SyMaWQksKhEYIAtKHN+ouozfNcDXSBwBJMva0CbCUxWAZEsVnmmGZIU7RZ/khvgalztGkFlof1ilnP3+ea44hJCXmm9f7NlKelxTlEc6yl91hdhNhEGmQRp/uo25WrxSlzCVJ81zkoVPrUItwMd4P3INYmByCBoQUYKqDIz9q2gGelK++UT3ROrg/nYcn8uwowiPLkIuW65spdtXEw94ZLsfYUwVhz75Q4kqf5AqCIfqultCKHAGxpW3SEG2MtuL4shTIQKRzTPLkrE0Mz+Hk8CrcwKTQSyZXH8v8aFDDTLB7NwVMI8m1y25UuLI6/ZdOSFHTl34TsQAycrgUBFnKn3ilXpQ7JpdLOmujlWlp3YNIVmVnH2l4jp+e+uBiRI2vSujOgDn9a1phJKKtgirgHLtC9AWH2NpNLayPKVYUSm7coMjeJs4kqgU/uj0tdg0yYCsAuv+CDm+LmmW1WqV1nVyUa4SZMgGpAm1PBg9xUG3W62bo1ke8BWwC3TAxQ7QAhtaLgfMl+I/BJkkakJwQluBp35n4FEFloWwEWoRS4lL+3ESq35B6BRn6KRVBCw69YkV4XKQFYgU/yglwsrkeh6sqnrQolq7VOZT/jYC5Y3jWBi0yYOmoccKPfrUIz9wZXBCZKkg6gRQYR56LVeER93o/wHS9i1rmhRY1w7fOuhfMAIEQPgBFsxBNIWErhuknCy3qdAquI3zCBLGUNItwjiyvKZI1wQYlILmPZpLKGbZY7UavrrzzGueWgKGzb0YtU46FSFdU9ce0srfFf9KAt98Nyzz0A1bW0HBSw3PtcpLpNuRRsmSFLWbqFQuCIxrrxpBFMUDa+BTaREYLPYhnQuoLFIJm0tCJHWA7uVp4KNzFoNLy3RIpL5lazLxYBfuDWUSFH5/8OeamaCGVtKUkvxWKCnZPF9TmriXq5oRTquTjf6fFKfFBPFT5mDFgbEbgJd15cqW7MQnFqcV6kTYHd39z2AgKL3mNq0okacEk8s5xAXC2S62fd2/4w3IyR2GJ7zjKBqcsA2LFzn6h1wzZHRUMQatEeS6J0FLIMSDReaYG29KIQA6k2ByBElNZbzk64EmWplCoMKM4HoBmURHkiubqWMuMKpUgAACAASURBVKR1Lmsuqy0SxNN6+TYThggTwOEKnT9t2ETN0b2zinKH3CHLJAiigDhcr4eLlQZuSiXYqO5V6qT+xpwAFSXhcll+loglBSRVDgEGAFE+gKfsdV1FrmOX5NiFAEOsWZZ2zwJknPbVzK6bMOlKICIQoFgkfL+6Yra4pNHyVTXBWIVpz1I20VsKx7V/C29q22pMvoEXfMi096TX+y8QAKR20QnQ4FqsDQIPFM6r6I6I4zIsuLSLhSQApCrQ26uLVe/t/epaRbrSGizTIhFxslR1RXyEYvjttHFzhb3ao2DCXO7CY58XA4wgvC3AuMNe2cDA4GtteDwncjIBGBG99SaCxUrJirsM12EVAjApAtfas4LeY13wQqCYEwOtMC1CbpvwquBWgJNgxjW0HI1F1CfPWhiPbIrHomdvr7lSTcRnVBfmFsmwXlzyXJZdkhkA0wjJC6m5tgtTRJKs/KLHG25TJoBddNEnJOKUY6QaEvEI5dsNz4gBW+XhnRGDLZWRHfekFNo2aCKgwB9YI2aeBSMGRopAKUjAwIJx6yIvBN6AKuekNoc3sjxzzxUCLOd2DnxJgtW19RZS4H14neuX8ghY1FkpHzcZV5S8GFfIhUqxpOO3J3WfC/kuihH+JgLk1rluaRrWsre/bITCBGB+V34PraAUgEvxsuXTLshFAWzhNoB5pDDXwF0i0FIPwFGr8QZsLuOOjANJLcICk1SBvBgAM900EkC5LIPoSO+8SUZwa+RowvSTCUZYWfzIYFbgC1Kcz6QhvoseWhXrWFdoSyCzTrU3yn0KJurvIPkCF6CXAK3lm6QFBEPuLwHH3IodY4ubGjOlKKAAlChi67YlggE36RmNBdwzsLeUgWEANGkflgzAdvH5lkcvtWARqJcpN2GSfECW/dYjLESPKFvuJgGJN9XUhEk3Sdyqv9PK7MYsEctaiR4jOI7gQlRosoBSqsThfVrZWlUWRgqB5arrAA0yS1wTo87TZq5VGNpuXBMvFSPx6jdlxtUVgd9vtbky6Rf3AqzZp1/gs2jv/exKRCmdd27VNmn3ryUBIbCJGoEWHcFjpUHc1x48IW6yYCutrCQuNuYaqa1icnqtJ6yGwcEFcDeaHz5SoyREuZaFcIVEbwQQ5GlEg9ZaCusB3uQDBeszx2lEaIrIwCDpC8Duo92EV64ptU1iYlmztkjMJcmw42x+W7CCIPsuC9a6PkrnGoCAVXb9LMwiDpanu+GVlIa15nprC3aE8rNwUiPugbtLqoYSx4JKRcw9o3yX5NwANl9J7YibpY0SfulVZ6L5cYNtIgGK2aUxtDmt1xmI3i7QAMhqZZ8wUlcZsX5JNcgTqRNy0dw2bfRdEZfJboXLYuGkNSIAil9yQaJi7tlvowJIuVZr52wXUrCorGEFkf+3e3RFBC1ATYF8d9Fi4jyv0rXUFfHGGZEXrMgbVotK2XV1tMX4th66T3LMtlLhQCaEZ24lHvGKuBb8pM3ei7ZYCzyl8rTaJUCb9WXhBrWsxIyzfHVDEMIqmLDsG0FMZA9gzu0c1UIi89Iw0it1wpI4TjSKJ2nXzo7VLNCiff1bAVTWDnAXgYsYT0A0ltUbpN0pGwG3ANtpeUf5yLFK3m2rsu1nFckt4WBcF0IrpOZCAcjkVUKPe/Q23OAyWLhkxlkUHE3ESpBzEzO3lAuwuRoEFwiE9KxUj1sIFljSlIa4bkcrLGW7/J9lkaCUaxJEsHqL+AsFkVqRfA4xx3u4L5a0B1AEnWcALEpWk9wUVtlKbrEtj6mRoitp3oxQlLlOCEEXqygSZumMsY3yzOEKT/3YkuzoaWt4F4Kb9h1FahfIukkULhM5nCwopZW4gl0PHatKrZ8J2ecm3oA7/6LFLKRHvFlAxN6kIM8mxv97IgMvOmt3I6Rkq+QHXX/bKTGXII5IQreNgqwdpWoXAxOK2evdZxgOFMAIPpU9QAGMltImIMOhEFOakYQoDcTTsm5Q+J9yj3PkkS49YfHwpbkOz3a3mAgeJJJbBi7CqvVAJqkbl663iwK1GwtnkW5vq0ti0qVBuE3uEldFxrN3BTFm7Y5BVXAxY05Z/B6gCIZqyxH6ID2hBoqeCBSq4uHGXD6lxvlYZxFxu8XCOmQtT7xlhaQaaDZR26L1BkupopZzvC/aoaVtiabdQrIV4JMTw4OyaW/EYEmqer82HNJWLmfVpfTyTyalNvKZjOz0TABVSQsHzGIT4AeutkOkippnXRQCJIIUlhFH7VUPKKwSHAAKbixuDldilblStCAbwQCxcZKVd+/GS8ojOTcBj1RK+vfUK1nX+uSSdcraHgqPYGdiWaa6tKwntbMg0lvKFpGVp3m4nVySA8eRC/M3v6/SULke62mp2argAirfkfyVI1skLK8UAOWRFjCp2Wc2YpJFx5bmu/aaFsEHAZj1khAFLukLllYVINE0sFMoFpTV763oolSCHWPg37Xkg6PW6gdgAVgVFrctgK9L1gYw4JKdV0802Il0kFzhfluro41cRdpslIHkl+R5elERPlEf4kSSlI1o0KvEVjvyItASUSdNp+Um0kSzGtXNsRQsjevMNfgdOSV8y3vKLsizpCYaIM2AOAtgAEetr3a0+g4lEeQANnCwiiy8IriAAvhy/dITFKVXovN/oKwLPSJ+nyKw7gSHBLqU9MyNxLWUT68QvlMBMEWoLeXC5kSeCmE3ENxf6nisCndCOwGPthjIutrHQIqwTGwLMDk31gpv4ZIkPpNwBAxFdr/HQvhbykW43qKdbbgXytAGBoCffcZMjuSpV/eC/+FNANSLQlkmy9HQhkTH7pUbwzEplt9l2YAWUF17pQs+T6GACmAlcXEqFpoS9qyYaJB77rnZ+hhpAMXJlJ8otUXB3hO0SAWtsnp7C/JJANMMtBaAcRVyOdIKtBLpZ65xIdwD+ZdvEebToip4hYltW6uJIMKgAoyJBULnNeFSFDW/xLWwBogvTgf0tBWQnIeWS0wS2fFe1JlH2LBuFYBSCLgOgOGXFKntMwsnazckTkmr7oO/aE98wu357drChINxlb2tB7wHnHgV1wq87rXdRxdtaR+Qwboa06Q68mieOUERUpFY8GCvLwKYlG+/028bUhOiiSjdLOCEo8zxMjfF1cqDyfkosrMEisMGNtltr6oHiHWbvPQ35F8QEU6oRw14VReSMGUV5rQ1+5ixIi0AY5W4S/dlsllndVK/zSoQYGqlJjKBYa4JsorrpizSMcZQxOd3KTGlFf21YKPk3B0L6buVg8bdxwq6D2W5rOJKxwzOxvLNPZGXheeheAtJ7ChWIx8BsP4+AGuSbDlUe8raDdYi2UGHBiLaQAVg3GPbDMeStK1B3KNotu7EQ7gDHacsWLiVgc9u1FW43hSK262UTHDtTMWfaLkuCq6RImTvMf9X0GYRVAVEp9kKCxAlpGsU3AollAZhhVh8NIO1oCCsjUN0bIyAISQd1cA9cb6eaP9p82wsshxdu5ELy2lMey3iNZE+t3BllFNjwXZVYnlwpGUb+5vE5Kt0zQKnTDZe094oMh0LA5DIMc7Si1ABj2aL+vCUOeuh9oi30XTut+4Di6fUbal8LkFGuBEQ4EI+p5PD76qRZi8I9+S9Rd2jJhXnw6tk+LlmQRJ+iwMCHfdEwSgPcAmwBDmuud0pskpvbJxDGQ1HrBvjsVDGo5bjInmsNVlQtJ8s2CmzV7MmwWlMGJfG93Mr8jE4SO2MpZXAKKpB+Lmb5GckH1kBk2ZiDbaOUVbC/yVzmXkgkAjtlUm4YNZRxMUqGuzWBapP4hdKYVwsbRcdGmzJTJGh+zGJrkcUhuyLKPObadthYerzF71PUXzW+XsTw13lEYUmG7Bcs3MbFwL07rEKK7nC3l2bhXOgqiKHSTGygTPhnuv+aqiD7xuD5CzRjt62oxtyyq4DLDkqg5ktn7gWKQEZdpOEIzi8zy21+STCZfSek5g+fRMgRDeh3EPvsXckBJ6Jr90VEQnVcDPuprZYA3eWjLleriiPWa6Adq9cKQvUdpsi3QkyVhHWr+3L5xJl81lM1QAWpiaCFwkgAg3qYrwq0Fy3CgxQc8lqslUB8T6AykNgpaSM1YK67HoBxsxqW5Yb4s4QSNrmplgwE4JX0BacTJG2JYfV9C4TFklZB2jcqBKJjTrkjwwWzVKGyqoZ7nnZQzcXPeebFcOtrHACTmUaFphLb7tCJTRdC00X+LhvEaw6a/JhUhaCGUnYms9bJsZY8BThDXpu0e9mhVXSF8DBlaa+ySK1zzIwlmhJcmosLwUCJCkO9EINeoVnYU4AU92kfvMJoxXFBLSbj0RwKxohMjPY3JPoDjHO01zTKQCAyir+Jq2hsVBdraYwEFCD067ly/lNJsLNeoaXAOOyJ2IYON0FBjndp1W4OAcLyYoAMZcDcJSlWrIsyYtw50DlOoCClUAJKGEsKwohIuUqew/xEp367brHP34nkZoAIyLyTPmuXgMagdSzxr3nXBJFb/MpxSHIoFRpJZ/rfWvEQHzgqBGFXx0njp1cafuARbKsyQ2PckC+iUfKuT0gknQFNBMgMqsrXyQluUhAIRKxANdb2eS92lMPgIDKMi1aKRRhbdvtkKroGgHCutLHpOUpZ+4NgHr72xITC7g1Qk3AYRK1HEm9uFaKgmL4jqAAJxQ19qJwCknpai10bsM4Y0zRlm1skv48Oc1F7d0z8n7YSqnIbO4YYEwyHiVH1duUN8ISpfpv4k1OMvO0rve8H6QZuZSX4WZW3W3PTjnAWJ/12ApgcAesiKZIUVzLnaQbWK6saK8SF8xKCjhYM0DrLYKRC2vTH9qMlGpEwAEbQFEkaYVsXb5IXDvF5O4EQIQV7xWx0YcKLsGE8azdKOYIR3YfasutJVxBpkkMwFRH+48126Lw7zScNtYSRSu4B7POvAux3SCzXJ8kEkHk8ScT0T4ofk6c03UAyiJelwdE1OX6BpwrCvfgEpDiOVDrxUd4WS1kmyVZRrpZBCkHlCIP/myjSopRW6dZM5M+90xtFk8AAChZtcXFtakJSl2XB7LwAo8KMIqOK3LF2wAXmSruAdhsnLkdYQ2QaQlPRLiX+8qGaHNJVyJSYzGyq3IltssEf5GLYuLl32S/TRgrxGKKIoFAuN/uBSHapfmsHvItPzQnwGFSWSvWiYKY3AXJx0lEYVEW1t4EC5Ky2IMIlHA8LpVFwdkAhhttS20RCoEWuAa0AiWpzZ/Kd4Aq/WI8gZoFt4o84u9pVARGUX0sWf3cEpkwVQHGNq/+/JElQptMLiuAN8jlVDFYc+Ay2AAhyZgnmRGks25iAoBWB4lWpQrSjek3uVGTnZKNQeNqancoQt1u9UQAL+sgZbkXAUwrDt5TOyVYxSzfc+9+20ShBSyqewBK76l3pjUH6BB8wPM54OAFFMLda9w2YLhu15+Erbxhor6akNajlv3/U7sFVkVu+S6pByBmfV0zMBmz3A9Lx2oa2y2AC5b+D2D20hx/lElbPUGzotAQoS3LIa1Au2hkjYKq0GZREndo8IAE9zLAtK72MonERESit7oW0aDgdBUYuJWstIgtFouVqTsBRXxO4EFEtyajJ6xX2rtNkInjTuuCDQVkebm5Lte6iBaY6vOGIu2aSIBtPyfqpZg4HOvDPbo+19TugVbPg286WE7umruvysLdt1vWryAnw5R/1H4ws7F2gBFAwQMUhV2sCHKuvTmbh+hG4NKQX65UYVcSVeIz7stnuSZRZo8fJXAQkXE/3AN3SRMRc+dot4vy2fq8cBaUJc5qJZYDiTaRKhPZLI9LYqVZHcqUSNS1UihR3tz++nMiIYqruSaK5zA23HqCJElRqQZRuBKU3/eeFBDXOFeay66UqhSUN08KaRsRKO42ttHc1OwKMCsSlj4EfrvCaqSCn9oWK9GusMlDSWkOcCnA1g1NWDGAy96ocUUGyXfTk0ZkwFkW0VWAwC2l6Aw09XHPRORlsCWB8UjuRcAi50XT5x4IpSgvH8ZSAhPwyfvhN6yYv0l6AgPX5L7DwSSgKQNaUGud/t+21RBKpqoAJMnVIeIskL4xVlV/vfHD1VrrycICuyiVFXfNWV/AG7hXxoD3aDerW1E2V7dUgImd9ZMsfdrHdoSrrCUF2WiNgnUFEXOeHiSaiHOZ4LZHTP8R9xhRowO41pX4Xp6IRkworWYd9a7Vhx1EDLjgRJTLWsjtCQgWrYiWxWdBokAsCVecnJ+gIlFlu9shASKfcZ5QAFZjbt8u3iANg5FeF7BzAky7N5k8W/q+vNblbsYDpZFL7GXqjQngVeWuMo75qaNn2HQLmwAbT/a18Y9Y3OoPf96CmNgaLrs45JxbESUCg8Re1kSyNHVrpyq1R0l6gMZVEOpDkwJAirnZiP6yVZaOZfuAZY9libAStcuUZWQ9EW88B4cU0LAqi4gy66a3SuSKP1GO9gm+EQCkDHmed8Y2awnwKK6yze4T1pKCsXquR1TaSg9c0jcsGotnjHoAG7/35jyniLQ9+YjDrgDMzbJWIhKmn4tAoE0OU45f9BZaMOctjwBErgR/4jJZDBZG9Ijsej8DpPFOxOb/c8/maSWRKtfIxS3aHom4H+6pNhn6t+jSZAKZa1y2k6B7pVSCAjwQFWAt6h4dEZRDRMgK46IZO9ZKNOl3BTsoA5ftenA5HoJXSHTIyvIkc09TIT5DiblVUabfXtBavfCJt1ZmIEVnG3ZBWBmgcpEmhVbrd++Zdzkl4BG2s3R4R3r4TZjoEbeRJpjrnCBKIhK63NCq2xQlh2XCcRMc0ESqfQoWWAVBiglmbfA/bs81qj8CJb5mErb6+B2KIMkpOGAxnFOFpJ6HIqUN2tgAYYrdLJvx9CoQEKDUhgJUggJmQxceYNHDYgmKgO+pQLj/Bclu2Dlkdc8hAPOk0hEEHtdxo2EXJJucKZ6KxoBkbhW3gUiV32QCEnOOywAW8K2yls9ky+gT2huOJ7eEePd6slgB18XtINH4nleTUbeskmPiCgUkAoNs85mHvLfbWxGuDyXgxt0PMs3dSN+4Hu6fpZNa8G+Tm8ZHwOe29bPVwKcuKNbnliZJIGytNuChIawcIApaFnVFCFZ4jCzKpbAL+s7eUJ92S3rL1rRDbBtgBoApNVjtdk61FUZUt+gRJdxDXaZGQ0VbBlticJV+9lYAp7YLqxlq7qtP2mCNBAsmEMAkGEWdgIDDtYKUc8MmIsEDkNUST5Xk87Kfl7qrf3ONFI+FYNlZTq/cs8I6JUluLkLxeAKKmucISDPkQVjtwpOIVI2/+e1le4Rxn1khJRr1e+11FDmslaYHMA8XkgW9QOdvC4VJlqEXITLLbYKO1rI+ifZofYri3ABSjECyVqIVB+0KgcclVgmbndMgtKbfgMr4y6lx1ZKcoiWTC7Six6RJ8kpcg2CkrUZEuBwgkX7Al5xfqaq3hhH5Ft1lQxdWDBhcg5oo6yJZy9JlbHoNmMR4SfmoTboP7pqlUT1gdXAnydfevm2Uh5vM/mrE9QpIsse+CgPAK8K7R1UQTZgzz1CHmcMeTHUYwMYB+fr4Qxp+7te9qw1xYcn4IpSSln4YmeSGmHcDJFGJFNIqmfVaBOYG8Aea6DuxSrSV+8sOPgYC4W5XJEcA0eA4T3rptQKxOLU/TfgtcekzJhXAXCfF8FmFelGnJKkaqOvxm8s6NwQwuCTOJG9nXADcGLlvwDHJ3pcYNl54HLfob3WDEkV1rosrWlbPNObOL5WCuHO9rpsHQTHco+voAUyXCS/j93wWyADKuAGtMQL2PH+dUAZJ3hku+3TYad+cW9ltuY1axGwTIhfWNp7RpDwajuAnWfnDxLYtPDTF5PledXlSDLTcwQoBIZNOG+vTzZB9+aBYGwBnRQAZ96KNFWDVHaT+R0N1W/gOoLkebpNrdO0GGnANKlfZ2yw3W4VLpKZkxHrkIajA20bIcxEt6rCo9lmFG+eO4+JZWB5C2oHV40XmHq4gUs0O1pRYNI9T4nztEz+MsUDK+WeiTSbw8CVawwzAxkH90DhIEkY36P2d1IHOI4h1k1aXwOrkCSEin/YhmbRj7nEwQJVIhyVw47gLFydfhETLGeW53T5fe/Z9p+UKtM9Ey//kcc0kK42IfBb3wSog38Di1cFSSXn0NmqTmHVdoj7niNYrtbgu4Fv0WMJFkt4w1wmYQEiRUY3WurqGuS7VVrhz9yNRnfxjK3iy6H3JHvqvh5neHxbtTaHHYxZgiqPQjG+JKtqn2hIcK+vnkFsXWp8fKbcCZO02SITlYvZ1Dsh5JWpSn2PZRKEmn4tp0xwIOa7g+wAIMArYitaut5Xa6eoz0hqsmaCCC8Fp3IcABqGnTL2lZ4lyrXdEhhN5Ubo8epk1EOkJeEyscy1aB8CNGd+2pYhi+q3eQ+m3IstSFDpQVnhAw+xmcLMAGwfl7eMEKh9dufd3hVKRC/eWDTpYDYPBFXJH3ESdPKZcPgevYV1YNpPYezYPjuDmkmh1brVBk4cQJ7oLuJzLgHPdWdIFXFIGIroUvgE2K4UALwtW/QaFCPnmsn1X1wIQUAQAE8RwYbL1gCxwqSLFgMcZH2kCebGsXeRyAdVnHNIf7jNP1kXU2+oBC9gbnyxqycbIc88ncA2u3+ITaZZqCNzzoqfYIfYrPPfg3bAy98dlu+so5B2+6nJDDJzJo50mnduqe3ypeeEIJgPxBA4DqfzBAiDZbbclwOFr3FAy33llvUR6wnmRTQrBzqcUhahawY2kymPhVmndIcy9HFIv9+U35h5CRVkcyaorkJsYkS9i3a7KYbFYBqQ/6QpjI5DhaoE8XRwqGg5J2d4WSosy7IQ7priCK2NJ2XkEAQUFUU3AS12j8cFhvWduUBBKxZ27/5rfcp8i7RXSQY9Y9MdlAOPP9InNPrA0PVa158hN00ZHQIAXAGF4FdC14NI8yEXhd9xpjwhLNQgOdBMQZJYl4DJYuKzzM2HtvgquZ9njW5ZJtVjcrUDHb9bdcUwyQAEXReHORWppnjSRdWceQYr36g7bEQqKXPeSoe7ZuVn3doMTYqxZ4CSaiZ4zCkqABx3IYxT923ULagQmveizEdg4/JnZ9RoX/XG8qdPGH7Yh/mvmPiMjLFp0E7RCtIdn9fb6NOFzm2mwClnmJaGXDdVakNHM2iOOrOsqAM66iLSX6Jx7mlsranTSGQa5huQmoS4ly76vAOD35O+8BxRcoSjW+Phd1iM7RONeLAerIehA2lEJEyowMsGAydXjcVyu79TNkHkEESB+akyNS8pFiD8FE0W2+2+wdhln9CJlNu7SNbCEuPEK4CIPPm3J4silG9CN33/tRpfFteY+w+L01vCtKqxQu3c+V4Jg10ehcJ/yQ3VVTjpCDUgSm15rVCSSZVVZOvxpbtFExGCztqwv4CbVIX1Rn7VoYv2+yaQU+f00G/oei6EQL10h6uN6gKK30Bagaks3kMuRAROgUl7XLluv5w24WW1AwndZU24eYGvgJEfH2nKVLLjvuRagdN2UA4gFGxLGK9ZP3wIbyz606g6HJ42HnXcP37yrI1yEMs/cZr1VZO4NUM0TsRpSEtkXi9ZLRRhMYETe5cRwl2zWwYJKMho8n2EhcDmdBin2Cu25AwTcwPo7l4usV6voPfzKJOInolafbTPYrpm1FslVi8mCAFKe2+j8SX9Y7Z2WIZOdKJUVriUr4jrDi0STXJj7DVd0Pbk36RvWKqvII5KxODLrRNEomdyfuWFl3SsvwZ2ynCuCi9U6aZUPrgSwEaknj9rJ1t5llc/Lh3EvzHpNjEZoGDONQ8hoA1kVg1CjlyxbT14rpahW0h8VEWXVzwEDkNYcGEWgtdnLLC6FdQIwwA6PlKKoT6klrp3F67kUlg3Pqb1iNaXi7yI7ZBznXNSanFSBFAc+i4LUlA9l81vhmDyAa5WfC7gyFqyhwrwIlTHIguYtLOp4Kkys8sGt7NEqS2irmEMSSSaU28EdcDADlUIuiyIyitlX0gE8B3c3J9wSQl7bqZ2TpfBbcl80mkvwe23bc6TXBsTFsAyugVvnWoTxwM79BmCsA4tTV2hLCZhY1851icy8h4O5T9bA9wOGdh8uUu8pz3oU1eWxPHMSYBsHWXi8rl04I3CivNyfPGX664GJe6wAZgRYZmkXrhLnxSFXEGHtyhnjlQE2IvbToxVjFg+pDwnHTbKbYw2E1fJMyKI0AdONt6gr4llcE02RssCTqmvEFXwOkAyGTgKfYc5NLE2ntdkCiaSsEpCJ5rhUA92LGIGOJpuAbDGgTMJF1u5PLq9d/u/e8D95vmwbCYhccgrzy5KSbR0vm/O2VrwVpJ/l5hWMbW+FOYVBHaSAAi4Rt/HqWUdjgA+aN+Wu3kZzHTkJFlb5INnqLtPqH1TtkP2E+Hx+XfSEX4QDcB1aZGptywQj0FwekGWbAOCpe48inHJF8mZJSgKeJG3dFG66qJEn4TJINpcAZHNLrbgRPIbLwI0oADelSwP42yd4uHYWwflYGmkZk836pB/NxLS7O0s99FZE1wcmVFFKcm2uI2PgsxRMNJ02blFlr2pCjClACSBwOv/n6he5Xl5n2TOUiug2eObSTxXZEsA20haaouQODqlvsGTtzjp4idC6Lm7NWkS8Bqk0CMJrk1YjXpOayUBGAcck9jbOpdE0O92bi/ahICI7fIvVBUoT6GgfEWOZnHtqN00RZAAlazEXpcdScb2xpJQGye+JgrPrya47wI6/VsuWmu+yPe0peK/8tkNBJI9flpZoZcv75I/n//A4KTotnrz0w8PpKQgmWxZcclGOSaIPhwGImrupwiok5WCyJCpFinPZ9jwLUWE5i1Ktzp4j4L2HYXErEsa4iWBAJDi3Iw8LhisCWk9iNbhfrjX7xC7b/2zRs5oEHLv1wIQV5L7mfqtf2u6DGDBhrPMmyz5oErPFItLMckgdyBiHBANXyykAyQSqMSLTXVO9ggAACPFJREFUcwt1W6ldsEJvLq62FfUeOh/B3bhg4Mb/AFs0y33jP0lGAhernGJ2npXZCovls72HiFZhObm2FJ7xUl0O7XI9ebBqEfdQ5E+67TjLZLvPi+Qqrafi+45d9Nm6f6fJQkQNniw3yQPURVOtzHGNRaLHSSDAfbFEARdgqVfWVds9AbKsImJhewtffUbgkRKQtmJlnjZqBbxl4CKsZvs7WoPaxyTjmaJeuT5BiLQNN94+uXfNcsp43HmrrjGy7UfJbCwQEQLZb2mzk5CFksmW3Uc0a26Fpho0pSVRGK3nYnrPktyusJKKymqVNSWAC8q6S7TWjXldk1xQr2VmrlXZdeNS6RyV8hB4SJjWrQh6+170JJZLPdGBe1EO0XlrxVyrI1Hrsl27dyh4yy3bhRxbkR09q2j84XePA2At/eZOuXgCq4GYzy005Ybm2p/XIRKbXCPXCgTyWzoxdHvWNAJLF4vGAinN1B0Ctf/0HqhAWBgWDohrvz4QC/1RgFjpZSKlIgPPOukj06HheuTUYk1Fr+1GdMZ53c93bOREc7yTE+z4YVjjBTxpBJl6zQn+L2En6WqQVtmycrcEsJWLuA9uSlABYJVk1wW1Jpj18FlumyXEd5Rq5raPdJ/pVkhbDdfV7l8hwPE5rk36AnDyNBHi2lwvvgowsvV4oCNBTW+haz3HLshjze1OT7Kup61ZICKnMHXAIqEmZdmihd0WLgRwgAZY6sYiRCnIxMtq5/O1Y4ErTCt0uwsPkWMSIeNgJpur49okY+tvWR6XR+wBvOClWnAczCE3J5ve41S9NZYiXdxy7pHTOxBF4IWLflaVtQBsY18L2VRp9WnZEFc0l1LYS0kzYkReieuS+efGAEjppUfmKYr3WRyWTOa7RousljyevFg2YAFSeTiNl1ImSjztQw8A1nlYSpl8LlJKRX22fUgrwbPabhMi2PA7awYYTbqtOV3Hydb2vMjxgj43gkzaAumf35x1jwXQ202FZcsFAWqkIjFFbFysx7dwLIDxHd0Y9bmX0gl5XCAwmWgUAXgUz1UKWDlJ47ovhXNKLEuD4KyuxevcSiPgrY94ibjeVRd4rCia9W5iLtd1wrUBjIwX9rERZDbnOlAg64lJZW1ElYg5t8aVthlwf/M+TpZyEIsCbGqZWRXl1bmkJmT/gS1PmZV9VyFIwpf7BLoUpVkhQOcGe9shtL12yejr/l22MnsLAlzXNIfrOiFZK8DIkQIyiVug4qJEjtqZ84xEFs/kq32yRHWzD+/7bi+tYfGGKNBRhXtjhVJMljyO1EUerKRFINkGnXC/Lf8SEfceq7MD2RVwkbUDjGyAjPrKUcynzvdRWAEAEulm6ZcIj6tS2JaCEM0BGIsl78U9AtGiZWZVWDGpEu5RVC11o2NE9KnDRP0zVo4om+lV87dskCx4qIDE0WaW7m9XELhr7wa4yK4AjIwXfMoIMqsYDqQlQ7DTI18Bk2cxkpSduDepB+4vTzybE+e0ekkCGZBiiVQlJE2TzkjuDGCSexMMiGhxPit6cp3abaQvuPW699kaZNcsV2TXAEY2LNk1xn/qOOyur9xP0R7MNSLdvR1juCrWS/GZdZGS6DVKApW2H7VCJa/erjZzC1yBCsAAT41WBUSBXEOA73Chczv17FAkUG86ztFqT7bYpuwqwIgbGEFmhcPzhgUrxfdD8uQ1PEfqQqJVZ2ksCr6lpMWdskaivBSaJWn1XaXnbS7jv0wSXdpWINsxcJuslfPvQtsNkee67TqjxTnZdYCRksKwmf0Je/GbWxGlpTx8k4tSMFdTlUrgqjRR9vajkKTtbdEUibsVJCzqBuFS6/Iy/3YNuwQum/7fb115rmWyJwAjGzd073FCtJrqzZl/WtY+Sh4cwT3JrC/bNLgHLiUfZB1BB0C5OInUXhJV5Kjtu9ZIlY3qk2bXJArXJ66j/LMV2TOARTZql+omWiiO3evfX1W22+Ghg4QF0pok6hSlcnmW4PX2N+09X3PuqSA7kFOG07sidlS43o7sOcDIRheG7Qg0ay1tWjySRB4NSa/RZtqyNVgi88pVUhZcI25XRVRb0xJrEM2Cd95Jy81OZF8ARjb6ySy/tkk7l7lacukAi5YaidL2wQfcqHqnQ57N5wgX2gJM7ZI71fWxysLlBaKHXlvH07bbLLgO2TeAkY0bf+oINEVyLPe4JV85sGLZv9VNSkbZ9Zl79P/a+KjDNwDLHqkiUcEEYMqBKSmt+lzMGdGqcfx2eujXLfsKsMjGQhL7i9uIQg3k8F3iDrAoN9mIJHVJe1jIjVmKpkitm0NhXUK3PnlETo1Fs4hWa5Nsv9afLS4lqyKLa+3qM/fTalU5EAAjGwPyjBFo9gyw59RK2xTst8iViTpropZ7q1sfKDP1lqu5ZXxL1Cirv+qTSGZEu+sDt7Iodi/kwAAssjFAdx2BZlkcaza7q89BEO3Y7UO4IhYW2+uVG9RBgdwrsMvea4TUyrPiNkmLRL33pFX3ithrOXAAi2wM2HEj0GT/Hz4s2ARvP6Xt05I701/GKmWrzl0S4/PgVbZQ2k85sACLbOxPJuvowYj8zOKnre+x1C0mJWn1ieVBBrskOk4tb3/1QeFZi+TAA4xsDOSrRqDZr8heQ/ZfsvB3dh//vRJbINkkT6uPpWu7BC592koKer/fcSQAK3JEACyyMbB2NLYDtm15NKrLaG75sTfrEnVMnRTaoxc84m67Yn8mqf4nzu1Df9DliAJYlY0BP3EE2oOG059xaXMrCaZdeRThIlF39AjmNbUvS5p5Spitq19x2sbD1Y9UOWIBFtmYAJPxghFsMpzAZjWtVtFdXfZcZYfgEkpKNsttANWnlnz+iJEjHmBVNiZGRUB1QOlJZeAa43HV4fQo9Cz7d3WHiMhAFGhPy7eNx5vHaz914TeOUDlDAazKxoS9YuNQcLbRxFU2DmCzaf1lh90PFBB0CyOtnQMqu8G860h3favKGRZgrWxM6Ns2jklG0HGhHk1ybD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</Swatch> </swatchLibrary> </Fixture>