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High End Cyberlight CL (High End_Cyberlight CL.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Cyberlight CL" ShortName="CyberLt CL" Company="High End"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>fd9a756a-24a6-43e8-b589-0db4a84af37d</Thumbnail> <History Date="04-09-01" Author="Edward" Comment="Created" /> <History Date="28-11-02" Author="D.Shelton" Comment="Updated to work with current software version" /> <History Date="16-12-02" Author="D.Shelton" Comment="Updated referencing of 16-bit channels" /> <History Date="06-01-03" Author="D.Shelton" Comment="Standardised Display of Channels" /> <History Date="13-06-03" Author="D.Shelton" Comment="Updated Personality" /> <History Date="01-11-03" Author="S.Anwar" Comment="Created Macros" /> <History Date="06-11-03" Author="Oliver Waits" Comment="Checked" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 1. Pan - Different sensitivity to mode 2 + inverted (Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 2. Tilt - Different sensitivity to mode 2 + inverted (To slow)(Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 3. Colour - Raw DMX only no levels. Different encoder to mode 2(Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 4. Yellow - (Locate) 255 (Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 5. Zoom - (Power On) 255, (Locate) 255, No encoder for it (Mode1+Mode2)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 6. Focus - (Locate) 127 (Mode1)" /> <History Date="09-02-04" Author="L.Gallagher" Comment="Error Found 7. Iris - (Power On) 0, (Locate) 0 (Mode1+Mode2+Mode3)" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 1: Safe macro does nothing" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 2: No legends on colour (mode 1)" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 3: No legends on gobo (mode 1)" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 4: Zoom is missing" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 5: Frost has no legend (mode 2)" /> <History Date="04-03-05" Author="Dave Trounce" Comment="Error 6: Could do with Colour/Gobo function wheels." /> <History Date="17-03-05" Author="Phil" Comment="Can't fix Mode 1 legends - DMX value information isn't available (even in brand new manual)" /> <History Date="17-03-05" Author="Phil" Comment="Fixed macro problem, zoom wheel and frost legends." /> <History Date="26-04-05" Author="Phil" Comment="Added Colour1Func wheel" /> <History Date="05-08-05" Author="Ed" Comment="Added two function wheels for gobo1 and gobo2" /> <History Date="05-08-05" Author="Ed" Comment="Added a function wheel for effect" /> <History Date="11-08-05" Author="Phil" Comment="Fixed minor problem with zoom" /> <History Date="07-07-06" Author="Ed" Comment="Fixed All colour mix attributes to be Cmixes" /> <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Colour Func ID to Colour1Func" /> <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" /> <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Pan Power on to Locate value" /> <History Date="18-07-06" Author="D4 Pers Fixer" Comment="Updated Tilt Power on to Locate value" /> <History Date="19-07-06" Author="D4 Pers Fixer" Comment="Updated Colour Func ID to Colour1Func" /> <History Date="19-07-06" Author="D4 Pers Fixer" Comment="Updated Gobo Func ID to Gobo1Func" /> <History Date="05-09-06" Author="Ed" Comment="Fixed CMY channels and fixed locate values" /> <History Date="23-03-09" Author="Jonathan Moreton" Comment="Removed missing update attributes & fixed illegal control locate & poweron" /> <History Date="29-03-12" Author="Peter Budd" Comment="Edited for version 6." /> <History Date="19-04-13" Author="RDM Sync Tool" Comment="Added RDM Manufacturer information." /> <History Date="18-02-19" Author="Nic Morris" Comment="Removed RDM ID's. Split from High End Cyberlight for Capture compatibility. Added product thumbnail." /> <History Date="18-02-19" Author="Nic Morris" Comment="Removed invalid updates from Colour Func. Renamed Gobo Func to Gobo 1 Func" /> <History Date="18-02-19" Author="Nic Morris" Comment="Standardised conditionals. Increased wheel resolution." /> <History Date="18-02-19" Author="Nic Morris" Comment="Changed Mode 2 to use the same fixed colours as Mode 3. Added missing 'Mspeed' options." /> <History Date="18-02-19" Author="Nic Morris" Comment="Added function index. Standardised highlight/lowlight." /> <History Date="18-02-19" Author="Nic Morris" Comment="Changed mode 2 to use the same gobo 1 as mode 3 (there was essentially no difference)." /> <History Date="18-02-19" Author="Nic Morris" Comment="Added missing Mspeed options to gobo 1. Removed invalid updates from Gobo1Func." /> <History Date="18-02-19" Author="Nic Morris" Comment="Changed mode 2 to use the same gobo 2 as mode 3. Removed invalid updates from Gobo2Func." /> <History Date="18-02-19" Author="Nic Morris" Comment="Added missing Mspeed options to gobo 2. Revised index/spin options. Added palettes." /> <History Date="18-02-19" Author="Nic Morris" Comment="Revised effect with missing MSpd options." /> <Manual Filename="/manual/High-End_CyberLight.pdf" Summary="Created:High End, 20/12/1996" /> <AtlaBase TypeID="b2b8d6ad-fb5f-440a-9733-bacdc24ae2e3" /> <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="Colour11" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed (Full Spd)" ID="1,2,3,4,5,6,7,8" If="'Colour1Func'==1" /> <Condition Name="Fixed (MSpd)" ID="9,10,11,12,13,14,15,16" If="'Colour1Func'==2" /> <Condition Name="Split (Full Spd)" ID="17,18,19,20,21,22,23,24" If="'Colour1Func'==3" /> <Condition Name="Split (MSpd)" ID="25,26,27,28,29,30,31,32" If="'Colour1Func'==4" /> <Condition Name="Scroll" ID="33,34,35,36" If="'Colour1Func'==5" /> <Else ID="37" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="245~245" WheelPosition="1" Colour="255,0,0" /> <Function ID="3" Name="Purple" Display="'Purple'" Dmx="237~237" WheelPosition="2" Colour="150,0,255" /> <Function ID="4" Name="CL Col Correction" Display="'CL Col Correction'" Dmx="230~230" WheelPosition="3" Colour="255,255,255" /> <Function ID="5" Name="Aqua" Display="'Aqua'" Dmx="222~222" WheelPosition="4" Colour="0,255,192" /> <Function ID="6" Name="Dark Blue" Display="'Dark Blue'" Dmx="211~211" WheelPosition="5" Colour="0,0,200" /> <Function ID="7" Name="Dark Orange" Display="'Dark Orange'" Dmx="204~204" WheelPosition="6" Colour="200,100,0" /> <Function ID="8" Name="Indigo" Display="'Indigo'" Dmx="196~196" WheelPosition="7" Colour="100,0,200" /> <Function ID="9" Name="Open" Display="'Open'" Dmx="189~189" WheelPosition="0" Colour="255,255,255" /> <Function ID="10" Name="Red" Display="'Red'" Dmx="181~181" WheelPosition="1" Colour="255,0,0" /> <Function ID="11" Name="Purple" Display="'Purple'" Dmx="173~173" WheelPosition="2" Colour="150,0,255" /> <Function ID="12" Name="CL Col Correction" Display="'CL Col Correction'" Dmx="166~166" WheelPosition="3" Colour="255,255,255" /> <Function ID="13" Name="Aqua" Display="'Aqua'" Dmx="158~158" WheelPosition="4" Colour="0,255,192" /> <Function ID="14" Name="Dark Blue" Display="'Dark Blue'" Dmx="150~150" WheelPosition="5" Colour="0,0,200" /> <Function ID="15" Name="Dark Orange" Display="'Dark Orange'" Dmx="143~143" WheelPosition="6" Colour="200,100,0" /> <Function ID="16" Name="Indigo" Display="'Indigo'" Dmx="133~133" WheelPosition="7" Colour="100,0,200" /> <Function ID="17" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="250~250" WheelPosition="0" Colour="255,255,255" /> <Function ID="18" Name="Rd/ Ppl" Display="'Rd/ Ppl'" Dmx="240~240" WheelPosition="1" Colour="255,0,0" /> <Function ID="19" Name="Ppl/ CL CC" Display="'Ppl/ CL CC'" Dmx="232~232" WheelPosition="2" Colour="150,0,255" /> <Function ID="20" Name="CL CC/ Aq" Display="'CL CC/ Aq'" Dmx="224~224" WheelPosition="3" Colour="255,255,255" /> <Function ID="21" Name="Aq/ D Blu" Display="'Aq/ D Blu'" Dmx="217~217" WheelPosition="4" Colour="0,255,192" /> <Function ID="22" Name="D Blu/ D Org" Display="'D Blu/ D Org'" Dmx="209~209" WheelPosition="5" Colour="0,0,200" /> <Function ID="23" Name="D Org/ Ind" Display="'D Org/ Ind'" Dmx="201~201" WheelPosition="6" Colour="200,100,0" /> <Function ID="24" Name="Ind/ Op" Display="'Ind/ Op'" Dmx="194~194" WheelPosition="7" Colour="100,0,200" /> <Function ID="25" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="186~186" WheelPosition="0" Colour="255,255,255" /> <Function ID="26" Name="Rd/ Ppl" Display="'Rd/ Ppl'" Dmx="179~179" WheelPosition="1" Colour="255,0,0" /> <Function ID="27" Name="Ppl/ CL CC" Display="'Ppl/ CL CC'" Dmx="168~168" WheelPosition="2" Colour="150,0,255" /> <Function ID="28" Name="CL CC/ Aq" Display="'CL CC/ Aq'" Dmx="161~161" WheelPosition="3" Colour="255,255,255" /> <Function ID="29" Name="Aq/ D Blu" Display="'Aq/ D Blu'" Dmx="156~156" WheelPosition="4" Colour="0,255,192" /> <Function ID="30" Name="D Blu/ D Org" Display="'D Blu/ D Org'" Dmx="145~145" WheelPosition="5" Colour="0,0,200" /> <Function ID="31" Name="D Org/ Ind" Display="'D Org/ Ind'" Dmx="138~138" WheelPosition="6" Colour="200,100,0" /> <Function ID="32" Name="Ind/ Op" Display="'Ind/ Op'" Dmx="130~130" WheelPosition="7" Colour="100,0,200" /> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="65~65" Colour="0,0,0" /> <Function ID="34" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="127~66" Colour="0,0,0" /> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="65~65" Colour="0,0,0" /> <Function ID="36" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="64~2" Colour="0,0,0" /> <Function ID="37" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1:255" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Colour="255,255,0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed (Full Spd)" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" /> <Condition Name="Fixed (MSpd)" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" /> <Condition Name="Shake (Full Spd)" ID="17,18,19,20,21,22,23,24" If="'Gobo1Func'==3" /> <Condition Name="Shake (MSpd)" ID="25,26,27,28,29,30,31,32" If="'Gobo1Func'==4" /> <Condition Name="Scroll" ID="33,34,35,36" If="'Gobo1Func'==5" /> <Else ID="37" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Alien Star)" Display="'Gobo 1 (Alien Star)'" Dmx="245~245" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>51546e49-fcf8-4476-b098-bc1a2f14838f</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Shimmering Star)" Display="'Gobo 2 (Shimmering Star)'" Dmx="237~237" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>be537fa5-a05a-4c92-9bb6-ad404c2a386b</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Indigo Dye)" Display="'Gobo 3 (Indigo Dye)'" Dmx="230~230" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bcca730a-f22f-4523-ba9a-e3b7d2129079</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Tunnel)" Display="'Gobo 4 (Tunnel)'" Dmx="222~222" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3a0864aa-001c-4612-ba7e-f62c95621118</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Egyptian Space)" Display="'Gobo 5 (Egyptian Space)'" Dmx="211~211" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c3af6fe0-57c8-4a34-8ac9-0657665775de</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Conoid)" Display="'Gobo 6 (Conoid)'" Dmx="204~204" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3f054f99-308c-4cd8-9de8-4f10389e6af6</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Disconnect)" Display="'Gobo 7 (Disconnect)'" Dmx="196~196" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9b1ffabd-bd16-443d-b39d-971d84d913d6</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="189~189" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="10" Name="Gobo 1 (Alien Star)" Display="'Gobo 1 (Alien Star)'" Dmx="181~181" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>51546e49-fcf8-4476-b098-bc1a2f14838f</Swatch> </Function> <Function ID="11" Name="Gobo 2 (Shimmering Star)" Display="'Gobo 2 (Shimmering Star)'" Dmx="173~173" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>be537fa5-a05a-4c92-9bb6-ad404c2a386b</Swatch> </Function> <Function ID="12" Name="Gobo 3 (Indigo Dye)" Display="'Gobo 3 (Indigo Dye)'" Dmx="166~166" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bcca730a-f22f-4523-ba9a-e3b7d2129079</Swatch> </Function> <Function ID="13" Name="Gobo 4 (Tunnel)" Display="'Gobo 4 (Tunnel)'" Dmx="158~158" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3a0864aa-001c-4612-ba7e-f62c95621118</Swatch> </Function> <Function ID="14" Name="Gobo 5 (Egyptian Space)" Display="'Gobo 5 (Egyptian Space)'" Dmx="150~150" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c3af6fe0-57c8-4a34-8ac9-0657665775de</Swatch> </Function> <Function ID="15" Name="Gobo 6 (Conoid)" Display="'Gobo 6 (Conoid)'" Dmx="143~143" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3f054f99-308c-4cd8-9de8-4f10389e6af6</Swatch> </Function> <Function ID="16" Name="Gobo 7 (Disconnect)" Display="'Gobo 7 (Disconnect)'" Dmx="133~133" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9b1ffabd-bd16-443d-b39d-971d84d913d6</Swatch> </Function> <Function ID="17" Name="Open Shake" Display="'Open Shake'" Dmx="250~250" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake'" Dmx="240~240" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>51546e49-fcf8-4476-b098-bc1a2f14838f</Swatch> </Function> <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake'" Dmx="232~232" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>be537fa5-a05a-4c92-9bb6-ad404c2a386b</Swatch> </Function> <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake'" Dmx="224~224" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bcca730a-f22f-4523-ba9a-e3b7d2129079</Swatch> </Function> <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake'" Dmx="217~217" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3a0864aa-001c-4612-ba7e-f62c95621118</Swatch> </Function> <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake'" Dmx="209~209" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c3af6fe0-57c8-4a34-8ac9-0657665775de</Swatch> </Function> <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake'" Dmx="201~201" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3f054f99-308c-4cd8-9de8-4f10389e6af6</Swatch> </Function> <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake'" Dmx="194~194" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9b1ffabd-bd16-443d-b39d-971d84d913d6</Swatch> </Function> <Function ID="25" Name="Open Shake" Display="'Open Shake'" Dmx="186~186" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="26" Name="Gobo 1 Shake" Display="'Gobo 1 Shake'" Dmx="179~179" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>51546e49-fcf8-4476-b098-bc1a2f14838f</Swatch> </Function> <Function ID="27" Name="Gobo 2 Shake" Display="'Gobo 2 Shake'" Dmx="168~168" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>be537fa5-a05a-4c92-9bb6-ad404c2a386b</Swatch> </Function> <Function ID="28" Name="Gobo 3 Shake" Display="'Gobo 3 Shake'" Dmx="161~161" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>bcca730a-f22f-4523-ba9a-e3b7d2129079</Swatch> </Function> <Function ID="29" Name="Gobo 4 Shake" Display="'Gobo 4 Shake'" Dmx="156~156" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3a0864aa-001c-4612-ba7e-f62c95621118</Swatch> </Function> <Function ID="30" Name="Gobo 5 Shake" Display="'Gobo 5 Shake'" Dmx="145~145" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c3af6fe0-57c8-4a34-8ac9-0657665775de</Swatch> </Function> <Function ID="31" Name="Gobo 6 Shake" Display="'Gobo 6 Shake'" Dmx="138~138" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3f054f99-308c-4cd8-9de8-4f10389e6af6</Swatch> </Function> <Function ID="32" Name="Gobo 7 Shake" Display="'Gobo 7 Shake'" Dmx="130~130" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>9b1ffabd-bd16-443d-b39d-971d84d913d6</Swatch> </Function> <Function ID="33" Name="No Scroll" Display="'No Scroll'" Dmx="65~65" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="34" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="127~66" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="35" Name="No Scroll" Display="'No Scroll'" Dmx="65~65" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="36" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="64~2" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="37" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo11" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Index (Full Spd)" ID="1,2,3,4,5,6" If="'Gobo2Func'==1" /> <Condition Name="Index (MSpd)" ID="7,8,9,10,11,12" If="'Gobo2Func'==2" /> <Condition Name="Spin CW (Full Spd)" ID="13,14,15,16,17" If="'Gobo2Func'==3" /> <Condition Name="Spin CW (MSpd)" ID="18,19,20,21,22" If="'Gobo2Func'==4" /> <Condition Name="Spin CCW (Full Spd)" ID="23,24,25,26,27" If="'Gobo2Func'==5" /> <Condition Name="Spin CCW (MSpd)" ID="28,29,30,31,32" If="'Gobo2Func'==6" /> <Else ID="33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Ribbed Glass)" Display="'Gobo 1 (Ribbed Glass)'" Dmx="138~138" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1094ddf9-c137-4b44-9ea5-e2cf1e966abf</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Psy-spin)" Display="'Gobo 2 (Psy-spin)'" Dmx="150~150" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7e56e500-3a06-43cc-bd14-571a99407530</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Open)" Display="'Gobo 3 (Open)'" Dmx="156~156" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>eec28654-f0cd-416b-9849-02289e8c6942</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Indigo Chiclet)" Display="'Gobo 4 (Indigo Chiclet)'" Dmx="163~163" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3826da68-8810-4bdd-b8c7-b6f40dc7e0c5</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Wavy Black)" Display="'Gobo 5 (Wavy Black)'" Dmx="173~173" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>33e520b5-b84d-4889-83d7-86ba691713d8</Swatch> </Function> <Function ID="7" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="8" Name="Gobo 1 (Ribbed Glass)" Display="'Gobo 1 (Ribbed Glass)'" Dmx="13~13" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1094ddf9-c137-4b44-9ea5-e2cf1e966abf</Swatch> </Function> <Function ID="9" Name="Gobo 2 (Psy-spin)" Display="'Gobo 2 (Psy-spin)'" Dmx="26~26" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7e56e500-3a06-43cc-bd14-571a99407530</Swatch> </Function> <Function ID="10" Name="Gobo 3 (Open)" Display="'Gobo 3 (Open)'" Dmx="33~33" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>eec28654-f0cd-416b-9849-02289e8c6942</Swatch> </Function> <Function ID="11" Name="Gobo 4 (Indigo Chiclet)" Display="'Gobo 4 (Indigo Chiclet)'" Dmx="43~43" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3826da68-8810-4bdd-b8c7-b6f40dc7e0c5</Swatch> </Function> <Function ID="12" Name="Gobo 5 (Wavy Black)" Display="'Gobo 5 (Wavy Black)'" Dmx="51~51" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>33e520b5-b84d-4889-83d7-86ba691713d8</Swatch> </Function> <Function ID="13" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="14" Name="Gobo 1 (Ribbed Glass)" Display="'Gobo 1 (Ribbed Glass)'" Dmx="184~184" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1094ddf9-c137-4b44-9ea5-e2cf1e966abf</Swatch> </Function> <Function ID="15" Name="Gobo 2 (Psy-spin)" Display="'Gobo 2 (Psy-spin)'" Dmx="194~194" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7e56e500-3a06-43cc-bd14-571a99407530</Swatch> </Function> <Function ID="16" Name="Gobo 4 (Indigo Chiclet)" Display="'Gobo 4 (Indigo Chiclet)'" Dmx="204~204" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3826da68-8810-4bdd-b8c7-b6f40dc7e0c5</Swatch> </Function> <Function ID="17" Name="Gobo 5 (Wavy Black)" Display="'Gobo 5 (Wavy Black)'" Dmx="212~212" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>33e520b5-b84d-4889-83d7-86ba691713d8</Swatch> </Function> <Function ID="18" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="19" Name="Gobo 1 (Ribbed Glass)" Display="'Gobo 1 (Ribbed Glass)'" Dmx="61~61" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1094ddf9-c137-4b44-9ea5-e2cf1e966abf</Swatch> </Function> <Function ID="20" Name="Gobo 2 (Psy-spin)" Display="'Gobo 2 (Psy-spin)'" Dmx="71~71" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7e56e500-3a06-43cc-bd14-571a99407530</Swatch> </Function> <Function ID="21" Name="Gobo 4 (Indigo Chiclet)" Display="'Gobo 4 (Indigo Chiclet)'" Dmx="82~82" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3826da68-8810-4bdd-b8c7-b6f40dc7e0c5</Swatch> </Function> <Function ID="22" Name="Gobo 5 (Wavy Black)" Display="'Gobo 5 (Wavy Black)'" Dmx="92~92" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>33e520b5-b84d-4889-83d7-86ba691713d8</Swatch> </Function> <Function ID="23" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="24" Name="Gobo 1 (Ribbed Glass)" Display="'Gobo 1 (Ribbed Glass)'" Dmx="222~222" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1094ddf9-c137-4b44-9ea5-e2cf1e966abf</Swatch> </Function> <Function ID="25" Name="Gobo 2 (Psy-spin)" Display="'Gobo 2 (Psy-spin)'" Dmx="232~232" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7e56e500-3a06-43cc-bd14-571a99407530</Swatch> </Function> <Function ID="26" Name="Gobo 4 (Indigo Chiclet)" Display="'Gobo 4 (Indigo Chiclet)'" Dmx="242~242" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3826da68-8810-4bdd-b8c7-b6f40dc7e0c5</Swatch> </Function> <Function ID="27" Name="Gobo 5 (Wavy Black)" Display="'Gobo 5 (Wavy Black)'" Dmx="250~250" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>33e520b5-b84d-4889-83d7-86ba691713d8</Swatch> </Function> <Function ID="28" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>823e3c4d-6e9e-4adc-840a-dbeb293d3c60</Swatch> </Function> <Function ID="29" Name="Gobo 1 (Ribbed Glass)" Display="'Gobo 1 (Ribbed Glass)'" Dmx="99~99" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1094ddf9-c137-4b44-9ea5-e2cf1e966abf</Swatch> </Function> <Function ID="30" Name="Gobo 2 (Psy-spin)" Display="'Gobo 2 (Psy-spin)'" Dmx="107~107" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>7e56e500-3a06-43cc-bd14-571a99407530</Swatch> </Function> <Function ID="31" Name="Gobo 4 (Indigo Chiclet)" Display="'Gobo 4 (Indigo Chiclet)'" Dmx="117~117" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3826da68-8810-4bdd-b8c7-b6f40dc7e0c5</Swatch> </Function> <Function ID="32" Name="Gobo 5 (Wavy Black)" Display="'Gobo 5 (Wavy Black)'" Dmx="127~127" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>33e520b5-b84d-4889-83d7-86ba691713d8</Swatch> </Function> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo21" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Rot" Name="Gobo 2 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Spin" ID="2" If="'Gobo2Func'>2&&'Gobo2Func'<7" /> <Else ID="3" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" 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" Iris="0~0" Zoom="13~22" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Full Spd" ID="1,2,3,4,5,6,7,8,9" If="'Effect_Func'==1" /> <Condition Name="MSpd" ID="10,11,12,13,14,15,16,17,18" If="'Effect_Func'==2" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="255~255" WheelPosition="0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="143~143" WheelPosition="1" /> <Function ID="3" Name="CMY Tri-col mosaic" Display="'CMY Tri-col mosaic'" Dmx="158~158" WheelPosition="2" /> <Function ID="4" Name="Yel Col Correction" Display="'Yel Col Correction'" Dmx="171~171" WheelPosition="3" /> <Function ID="5" Name="Open" Display="'Open'" Dmx="186~186" WheelPosition="4" /> <Function ID="6" Name="Mag Col Correction" Display="'Mag Col Correction'" Dmx="204~204" WheelPosition="5" /> <Function ID="7" Name="Wide Angle" Display="'Wide Angle'" Dmx="217~217" WheelPosition="6" /> <Function ID="8" Name="Diffusion" Display="'Diffusion'" Dmx="232~232" WheelPosition="7" /> <Function ID="9" Name="Cyan Col Correction" Display="'Cyan Col Correction'" Dmx="245~245" WheelPosition="8" /> <Function ID="10" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" /> <Function ID="11" Name="Prism" Display="'Prism'" Dmx="20~20" WheelPosition="1" /> <Function ID="12" Name="CMY Tri-col mosaic" Display="'CMY Tri-col mosaic'" Dmx="36~36" WheelPosition="2" /> <Function ID="13" Name="Yel Col Correction" Display="'Yel Col Correction'" Dmx="54~54" WheelPosition="3" /> <Function ID="14" Name="Open" Display="'Open'" Dmx="69~69" WheelPosition="4" /> <Function ID="15" Name="Mag Col Correction" Display="'Mag Col Correction'" Dmx="84~84" WheelPosition="5" /> <Function ID="16" Name="Wide Angle" Display="'Wide Angle'" Dmx="94~94" WheelPosition="6" /> <Function ID="17" Name="Diffusion" Display="'Diffusion'" Dmx="112~112" WheelPosition="7" /> <Function ID="18" Name="Cyan Col Correction" Display="'Cyan Col Correction'" Dmx="127~127" WheelPosition="8" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Effect1" Name="Effect" Description="" Group="E"> <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="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="255~129" Iris="0~0" Zoom="0~0" /> <Function ID="3" Name="Frost Strobe" Display="'Strobe %.1f%%',0.0~100.0" Dmx="2~126" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="4~247" Intensity="0~0" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" /> </Attribute> <Attribute ID="MSpeed" Name="MSpeed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe 0" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Safe 255" Display="'Safe'" Dmx="255~255" /> <Function ID="3" Name="Home" Display="'Home'" Dmx="64~64" /> <Function ID="4" Name="Shutdown" Display="'Shutdown'" Dmx="128~128" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed (Full Spd)" Display="'Fixed (Full Spd)'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="2" Name="Fixed (MSpd)" Display="'Fixed (MSpd)'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="3" Name="Split (Full Spd)" Display="'Split (Full Spd)'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="4" Name="Split (MSpd)" Display="'Split (MSpd)'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="5" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour11" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed (Full Spd)" Display="'Fixed (Full Spd)'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Fixed (MSpd)" Display="'Fixed (MSpd)'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Shake (Full Spd)" Display="'Shake (Full Spd)'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Shake (MSpd)" Display="'Shake (MSpd)'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="5" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index (Full Spd)" Display="'Index (Full Spd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Index (MSpd)" Display="'Index (MSpd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Spin CW (Full Spd)" Display="'Spin CW (Full Spd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Spin CW (MSpd)" Display="'Spin CW (MSpd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Spin CCW (Full Spd)" Display="'Spin CCW (Full Spd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Spin CCW (MSpd)" Display="'Spin CCW (MSpd)'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Effect_Func" Name="Effect Func" Description="" Group="E" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Full Speed" Display="'Full Speed'" Dmx="0~0" Update="Effect" /> <Function ID="2" Name="MSpeed" Display="'MSpeed'" Dmx="0~0" Update="Effect" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Effect" /> </Attribute> </Control> <Mode Name="Mode 1, 20 DMX" Channels="20"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="MSR 1200/2" Lumens="8000" ColourTemp="" /> <Lens Name="" Degrees="13~22" /> <Weight Kg="46" /> <Size Height="1.117" Width="0.330" Depth="0.317" /> <Focus Type="Mirror" PanMax="170" TiltMax="110" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="c696ba4a-1020-40b8-bf08-87e10df39bca" /> <Include> <Attribute ID="Shutter" ChannelOffset="17" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="18" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo11" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo21" ChannelOffset="10" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" /> <Attribute ID="Zoom" ChannelOffset="12" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="13" Wheel="20" /> <Attribute ID="Iris" ChannelOffset="14" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="24" /> <Attribute ID="Effect_Func" Wheel="22" /> <Attribute ID="Effect1" ChannelOffset="15" Wheel="23" /> <Attribute ID="MSpeed" ChannelOffset="19" Wheel="25" /> <Attribute ID="Control" ChannelOffset="20" Wheel="28" /> </Include> </Mode> <Mode Name="Mode 2, 20 DMX" Channels="20"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="MSR 1200/2" Lumens="8000" ColourTemp="" /> <Lens Name="" Degrees="13~22" /> <Weight Kg="46" /> <Size Height="1.117" Width="0.330" Depth="0.317" /> <Focus Type="Mirror" PanMax="170" TiltMax="110" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="e684f347-c504-4bae-b13e-b20eee60923b" /> <Include> <Attribute ID="Shutter" ChannelOffset="17" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="18" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Cyan" ChannelOffset="6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="8" Wheel="12" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" /> <Attribute ID="Zoom" ChannelOffset="12" Wheel="21" /> <Attribute ID="Focus" ChannelOffset="13" Wheel="20" /> <Attribute ID="Iris" ChannelOffset="14" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="24" /> <Attribute ID="Effect_Func" Wheel="22" /> <Attribute ID="Effect" ChannelOffset="15" Wheel="23" /> <Attribute ID="MSpeed" ChannelOffset="19" Wheel="25" /> <Attribute ID="Control" ChannelOffset="20" Wheel="28" /> <Attribute ID="Colour11" ChannelOffset="5" Wheel="8" /> <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" /> </Include> </Mode> <Mode Name="Mode 3, 15 DMX" Channels="15"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="MSR 1200/2" Lumens="8000" ColourTemp="" /> <Lens Name="" Degrees="13~22" /> <Weight Kg="46" /> <Size Height="1.117" Width="0.330" Depth="0.317" /> <Focus Type="Mirror" PanMax="170" TiltMax="110" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <Include> <Attribute ID="Shutter" ChannelOffset="12" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="13" Wheel="1" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour11" ChannelOffset="5" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="6" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="7" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="8" Wheel="18" /> <Attribute ID="Focus" ChannelOffset="9" Wheel="20" /> <Attribute ID="Iris" ChannelOffset="10" Wheel="19" /> <Attribute ID="Effect_Func" Wheel="22" /> <Attribute ID="Effect" ChannelOffset="11" Wheel="23" /> <Attribute ID="MSpeed" ChannelOffset="14" Wheel="25" /> <Attribute ID="Control" ChannelOffset="15" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Home"> <Set Channel="Dimmer:1:100,Control:2" Delay="1000" /> <Set Channel="Dimmer:1:0" Delay="1000" /> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Shutdown"> <Set Channel="Dimmer:1:100,Control:2" Delay="1000" /> <Set Channel="Dimmer:1:0" Delay="1000" /> <Set Channel="Control:4" 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" 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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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Tkyg4+q7cBk3cfMI0mfbMQgTPgTvjr//LtrQh25OCRb3ld0QAZ2ix9YSZSSsSqMRqkPaaF+XBy+RKLQq/JJraZLinuTJ9iJhjqLWZK4jkfQpt4NRn0kmjU8Ci5SGO4wfvH5mawGfyANqKkwZyMFuZEA3cWPNrYjde7bEGwnTt33xZY6i1KMcxHjTYVyB+MD5tNoc4x2g4Z52+TWDZiyaVu8toCV4FD06dP3UobWhDsyME/TTadacqZSiTjRJNOVPlgPEKVLykjt0SsHrOHVJWcID4GP4F7B3jBCJcDNsWh6UFrgiF5CcoQux5AKxoFaEvxXURr4VDtEhMrH6CU7hw2YklSmRb6mqQYOAQuUfKUZoKhgLqpxjWXXjIiErkeNr70aiuyccJpRGtusHCoxsgtUu93fPp3GVQgp48IPgt/Lff7IrgU/voO/m4m2PPPrb3N9yKcLHy+UU5a84egSWwZT968KDZGziDdFnwFPYePm4LQwjGbEQomjQMuLV9R0ZJgDcmTTvVI0AIECTay8XNTDVWmhGLkBrzz8Y7h4eervAEbqbTVWwDZYDZzJsOlRfg9RbBTp051rdqevN6n4TIGybbW0fQA3GsfTwnlF3Lk73JREKQGIqQHDS3zfMi+A5fAqV69ep1JEez06X+XBZa5R16zmkYl0qgn45CTTgvFiVpsKkb+YAv0JEijH7MyRDLb3GSGU79PEWzfu/vLbA0BU2VINIcMv+F2F29cqxFJrB7bFVIamYjl0ko0N2lbqAtODRx4bZpghw8fMarHFpkJDStTuJ+EPwj/yR2rgG/ijRi5gSZtbETikJm0eaZuE9KcmpK2warefj9y0UMtzRI37AHtC4kdqx0Pk0Yxpd3kf/O8Y7ZJduJUYs+ePZfX152JXLeRbqoRjUDiVCNcLL06BjLYgEsnSSRACgkZimXOWH1mYENDw+WJHj16DQo8LCEezKYtlTKJVy3YzTfeO0bbIaWMDKvWqsRJUyfL/upy5sy5QYn9f9hXEuUsGRatjR4JbfEIx8g9aG7S5pfUoE14p2FfnAtuJZqKghKfxmn1sWWjfEgnHyK2v9oXrmKuJsh+vODVTxoXg4BbicOHakpMF9Wqcmj5UQly1CiPicNyOgY89QCtpXTl4gdcGijVz5apPnArkUyeKPZppOai4CuBAK3BNidejI4B5cwF8mnGgFuJoqDIGGDoC1sjXfnBYnQcopJLzk9Kd5MEuJX44PhHXhJM3iRK43g6Jnw9sYosDPhM29l8mYAtDTy4laivO3Ol6eL8xFTgv5L92DV61EoEc+Q6T30MN6jKCkW6mKrPmUaVvtVSmoKiK+HJt6bFTN2I1dvRbq6NHgncyao1OCZX+6FFCI+y4FmDFCg4j3sTbFEVSLfpleGQV6KwgTdaIxs1KJ4i6hho88o2aPtbl6NptE56eycB1twUURCPJgsT2Y4ieQ4xG7wIJpPLZdMYIiYKDMRG/qWDnBeF1yBzscfoePjaYDbwFd+AZvJ4EcyW+8sXcsFAjMKAz1ykSQ3SPKTNlvYiGE/V6CuFTGSMVxEVBjR72uSukIjiLHcSTEsXwEeTGpHkfCX/26eaRIz8gpdXlNGq0sZGPJ+WKj3ldup/MlXqxirBigdc8XdXiRgZj6+NJE3Gv1zJHXvyCwta0XiAAkmXragwHgNtBm6YQnbArURR0PTPwOBsdcXjmxrl8wAxOgZUXlFThbLOkYQppNqkicCtRN9+1zTU1yX7RmmkT+w2RzzZXXjQbGltBoaDMoi3KGRvGbSBW4mmoOnTKA3jtRxNk6UmQzF2U3QcTHl1CbJvTElRZFYk29oKcCtRWtqnYXdQ72wgv6HM2WkjDn8Q/ntsh7UfbMlrZCyfyW2hxee7+hDcSgwdNrg+CPRKIM2V05ibwgRtZGmaVopHkoUDaVPbSEcT3ZIHpv4DtxJFTR7iKwgyBTEvVFPj1bkIPimA4pFk4YBXFeYwkU5GxrhKMINbiSnfuqt+3nfWGBshQzGku8KW+wvgfhZus/lmRo7RdtC7bq4FqSQJBFyRyRzkorAJihE3jqxPfPjhh7Xh7+cDw1iAGkfGoZz0dk1+82BDXmghRvtBupskqF9kLhHA1r+Oab/zXbsmahPFxcX/KhnQtaa+7oxqMGmNi5JXSoNHdpYYOYJcGWZafgaYVoXZzjEBnAK3UlNF5eNv+PO6umpnoJdWbMnV2NTNDEa/S4fHyC18axSYsiXJkkEEre/AKfxMEWzo0CEHwpGkMcM0wIst+czA+ySTdenwGPmHRjYtBSqt6Ce4IinSnMoQbOSoEe+ZGiCLLyA/BU9hDsgRpY8O94mGjJF7SPVmykgpU6BSLW+eFZygkYw4lSJYt26fxx9gkVVP8SoSIJVpAty37g0R01aLMEb2kPYXIM0U3ieae4J+EtnScfhOJ+vZDKfSBEMuzfKJpQeqtifVTIfSpaCVfTPBNJ1E58ZO1/zDtp5CS4Si9aucgySo9lfIJXAKvzfHgxWX9t4V8tKaSpPgiqyQif5d9hjUbmzw5xbSf2kr7UcwZaS0LfTR+ivNpTSaCXbf/bPfWr+6+ofRH8Wc8hqIkos9Rm7QwrWUWXKopZ6XNTsB6jvKrd9iDaRnHXVwiX5vJti5c2f2hY35h6naB4e2YEAbTfrEkMXIH2SgKFeHmnHPKxET5OjRRS5wCFyiv5sJhtoy5eNH7FpX5+euoPh8fnNp9PuqUG7sA7GazB62lFvcxWSa4vOtRGzqH3CI6hQBLWLyhwy/bovJH0aGPn5eCJFtWURcqkJtHlIOkzH1xLfFfrHsIed20ScyhalWJ10SzZR316dvmprOb+F/tyDYrbeODXVnJQIQ1ZROnLX0MDK+iDeQk4urUpuUi6VYdvAJHKB3LUtey4Jl6DdJMhzDvQmG/vn0kcfmvcU3tCAYKpXOenD0jnWr7WqSLk6T31JiSWJpRr9mA0jvfkwyP0hycb+XDMkxleej7ElENC2Ux0VicIdXuwVaLVsbMnzIy65pI9PNtMgJWTLOVidH8+7HJIsGzbA31e2URr2pgjGcqz5BhmnutEQrghUXX7M9HAmcQBV518PQim8OTWIBJnJRHn16SFQE436xmFzRwEOqAFqRbxpBot6nhCSaj4EPzoA7cnsrgo0ZM+Zc+bjf/nJd3d4fuR6GQqk5yfj8pEtqyRENB5EslmB2yFLXeOfyfct4LwLZWzZp5j16HPffvwR35HZ1ZffMOfeuXVe59/HAMDcpaxHSaJJgI5f0swDacbx0b0wyHaY66tx+kuShUBwtdEc7Fiu3PXAWnNF2qAQbNKj0RGiw/dpl7NNDUry+r9Tyscu0+wAx0dLQyMXtJiIZDbz4O5bxXqZJbjnoMr17cAWc0fYZc1PMuX/2cp/RJIdLarlGk/xYelm0iiX2j12AJBfsVl7P0QS8ax56Q//aWlMdXDHtMxJswIDS98dOKq3avS1Zbr+8Hb5SS3PEcids7LpIQ5Nc8n1qNhft54umiYymVd4+JRfBEXDFtN+aXeeZpU8sKds2KyuCZSO1OORxpf1a5gIFLjWiRXGm2kjGf+ck47aZb8kfcMTWHivB+n25X7VNinHPLlVjA0w+MP5ggCa1TJEXfFb/UpNmNkcqEUIa9gQb0TgZZRQF4DJLwA1wxHaMMz/Y5i1rl/ToVu6UYjRHSSTjhNCq5AJy+kg7jo7BfrIdgEvBJtMklhxMmQgkJZlp9Mj9YKZ3m630ApwESyQS1eWTSrdXbUu2zkIWtJ6fROPS2xqbjU+NNC7VycllCngjF4Zsx8UAH3JpkQ8EbnPxcGc5guTHRqmEB064pBfglUKz4scL59+0bc74wBGzT8DL0YxPjVxa9mp+nGup1cVol/moRA5N1dF2mrSmtOMUeiNz7srBlANnwQmfA70INnDgwKMzH7hlzfrKvQ/5HA/IJGc8rgiQE+UESULT8NnkxuCd0xnJZiKXq0YBl0LaqJBLO230KGP7bAAXwAmfY73TmD/x5A8WV+3641Rbuk2tfC9/CHoATXUCklySgLSfXrRMWiu/vs42CJAfB4U7SxOCVKIWKcG99Xw7gWwuOs5k1JveG9Jiggu+z+RNsO7du388f8GM7867b80W23FEMjRWZuQB2kougs37z19UoatO+RHQ+7KpRMD0LmBzIYCAO1L5MdyrH9WoB8ABcMHv6SIWYpg+81uv33nHPW+GBv/ttuN4hVVqPPc48ykMQHPG2gx+k8ps9uH0bx3iW4jSjAfvARRjJ8OcJbjNxRdz0DvlJOMRL/K9yfAo1/sJDfs3wYFpM+72fsZIBDt//nzTsWPH5k499r2b6+s++4LveZrHmcjFXwS9XPI20wvjBr8pUgDQbBRNmgEdQTaTo1RKec0zr60KAqQ6pHcmU8drJIuS0jRU1/+39CeL5r72xoYm75OCLErJ9O/f/2/fXzDjgVBVvhIgkbAFpC7hH+vbv/V+SsXJyUUvhl4UHaMZuVSexjZpTqUIedk5gEuNfKlRkpo2YkGq28BtJk4yqeb4h8bDnXluCZCMbFiaCqK5RsezN6HP0ffWxirIqlZRKCI3HzxYM2F9ZfV0n+PxgmVwohxVcpLIIqaAto8mbjVyERlnPWhWm9Q2+TtX8fxvfpy2PsH07BxalkhZuAL/pKRPPYMw3Pl0j5RGnGS4Hox5HkjYTC4PzHxg9K/Q514HC2RdDGvR4gUP7d61vyxs5ECf46ljiWRc92u2mfSF8Reu+ck0+JQe1Pw+khQagaJmZ+TGO/mjtI+DJJFp6kem0PIlGQCS0eALKMq4NW3SK5T+R9HXkR6WIWuCXX311Z9s2rpm8qghM94N/7zCdJzMzlNfl/4iaQguR5WSQICWAM3kJ5OuDM2wJWg2iFSl2UKOBgnkWJYuFm47cUnPSSanhfiz8RAc2kfSj86VuXE9Bj6foY/R11GenaNN5fwGDCg9vOr5ubNDe2yT7ThNneBBvzphQOp3uSaPDH9AG1Ha9nEPtWaTyfTdrfLF9/d3OHLI7MtaLnqCaXqH/jadZ5LI/DnJr0VrHfi90L4oNif6Fn1sPciBNteLhG4+dLBmxLrK6oejnosHxsvk6uCR+YuabQQeSAfIyW/thWudw9Nya5EEpo5zSTt5HA918fW8SylGc4cmKUbnSCnGjX75gcgpJJ/BzKwHRv8sW7uLIycFSX+2aukj8+ct7BMa/d9wHat5+wnc8DcF0pk81C5fmSSSj+OWH88zavNr8vtpgxJ5P1sKJW4z8cgRdXSsvAeuRrlBT39HMOpfQ58uW1nhdbwNOSEY/GO1tbXTGhpOFldtSzoD7Lm3n8BfBKkXTTVqkg0wGf1aMCOHa00An57hdp2WK8u03QUy3PmKah5moxn8ZG/J94C/pYfel1hA+aTSfbPmfHPa8pUVkfxdJuSspDISXry4/tlby2+esjd8oOtcx8spJYAP4bk/bONLrza/cCnZaD9gG5UBpkA8TiLXjAH8Uny6BarMJpX4Neg4Igz+kSqkdpBhrklKzag37SM1yQctLtUYDrz+hD7s3r37f6wHRkBOa3ZjjuqlzasnTp/64O7wwa6Ner6cu0RHuKaRiHwm6QXIfVKV+UJ2pmaQczUlt2tqEqNKcjFISWUyCbTICe5ATW131NKWCMn1V/RdlHlGH+S8KPzgwdeeDBs61odkmpeb+8tkfLhmOLtCe0yuDpcPjcOmZjU1FRUmaUTXpZGhjJ7AeeRAhWSXBr7vzESGXGPRd216EAU5JxgQlWQAJxrPQUYwBTD6TJBLItnUZhTi8fNMxJb3kKB9RCLpRCX/FY+va3WvUFolj9e1dEH4xYbmlVxAXggGMJJt97XJAO4nI8jJYIAIxEecEvRFc/JxUmYjeTQyZXMNgF/HRCKeLFm6SuhvGZXhC9hcUIv5IheQN4IBaHjVO6/ecu/Mh3b6jC4Bm9rUImQBU/0dG/kkfEd/PteikZyv+iRJRSSySTHpetCmunxUI0aLGYM+pzaXRF4JBuABllQ8ektx8SsbffxkgEltYsUSqTDuLwNsqpODOpKiGHhcWtRv+04AAASiSURBVFvhupac7tEkIUkxOfrkrgdaWJNt+BH8XHBF5HK0aELeCQbAhbFi1dIpD89beCKKx1++RM02AzTDnx8jQ43ldoKv3cRB98G1tdSTJvtMzmAQiUhC8frYzT4xNjLMdr4UHno4UXPl53KhXQgGwBkb/lgwbPim/fPuSwV5GSfIbZBx4+Xje7ca4RFR5EQz3+cLPjeqqWJTrBu/n0YkUoVc6pH/iqQYNwNM86MRJNdnmFvE9E8uPPS+aDeCEfCAI0fdWHv3nXO3+IT6aLFY/HeMvrRc7gTNBnKVteP7yIlrAkWFAFI9chWuwTZg4IsxAFfxKUcbjyIqoq0T19mg3QkG4EF/t3dzWcWS5c+Gdtk9gSMylkNb6Jt20LbM5S5HnnLUSeCBjTZCyNGoC7ZiX+S/onYRrKvW3VGnGpoQLIh4rraE3LQFHUIwAA8c2gEzhg/ftGPl8g2VUWL8NchO0coP2kadNtUZVa2avPnyejLK15amKiq5EEOPMOdcRES0BR1GMAJeQNlNI/YufLRijWu1koSr7jdPyAI0x+dn7B9TUXQbfEadXCppC5CpLemfyVSbsnU3aMDqHyzQyCaGPtfocIIBeBFbf/Orr720/uW7Vizf8HPb4l4JUydoDluoGTkVxcNbCLZpIdhkMmpCkoiOJVCKcHkftY2O57IBi2KxbhFLy6Ku/skXCoJgQGaU+drtd0x8+6knf7pkfeXeuYFnLgwNNummuTtMqokPGvjojvbx46SPjq6bzjyUlno+6zOzINdZLOfHimv4HaOsW8w3CoZgBLyg5Sufnjfn/qOVix5fusKU1ccHPiSTx1NSY2mgk3o1je5I1WlhMtoiEtwrF8vkkOUGiUh8c0W0NwqOYAS8sFDMTzp37tzoqZNnL842lafWidIDLqWKaSm9SkomZFssGGGhMvlY8Ivkb8jP5ZNCqSNRsAQjID/Z629s+Orxvxwf/djCp7ImGofsZFenR0k7oB2XywW9nYVYhIInGAEvFESrq0ve8MJzaxesW1399aANNpoNvlKnHdMPnEWqcGRztiXcLUR0GoIR8IKXraiYMvPeZJ/1L7w4u2rXH7/tU/YmKvItiXyA8iyooIEiB6Y89IWOTkcwAl74spVPL96zZ89TJ+s/nHDoUM20UKpNCAylCDsRPkXVsmHDBm/sXdJzh1aepTOh0xKMkOqAMcGb04LgzQWPNnbbuXP3bUcO/mlyONob51MeuhCAMsSoFIuCsKjZKUvidWZ0eoJxoGOmT5+6NZgebK2trf1cItF15PPPrb2tIXlyXNX25PVBnmy2LHC2fGLpgeLS3rtQQB01rnkZ4osJFxXBODId9s7yFRXvhD8XnTp1quvp0/8u2/fu/rLDh49cX/X2+1+przszOHAWSmkzzpcM6FpTPv6GPw8dOuTAyFEj3uvW7fPv9erV60ye71sQuGgJJpHp0N8PHHjt74MgnXOroaHh8p49ew569eXXS5qKgpLDh2pKkskTxUVB0VUfHP+ouCkoutJj2urvIYH+2bffNQ1NQdOnpaV9GoYOG1xf1BTUj7hxZH1j46naUI3/K9/PV6j4f0WaF5rjEO6mAAAAAElFTkSuQmCC</Swatch> 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</Swatch> </swatchLibrary> </Fixture>