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Chauvet Rogue RH1 Hybrid (Chauvet_Rogue RH1 Hybrid.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Rogue RH1 Hybrid" ShortName="Rogue RH1" Company="Chauvet"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>50e56cad-b73c-43bf-8a08-c2a15b87eb81</Thumbnail> <History Date="21-11-14" Author="Peter Budd" Comment="Created" /> <History Date="18-02-15" Author="Nic Morris" Comment="Added physical P/T limits. Inverted P/T speed wheel direction. Increased wheel resolution." /> <History Date="18-02-15" Author="Nic Morris" Comment="Fixed colour index function range. Added 'Spot' function to Gobo 2 in response to manufacturer request." /> <History Date="18-02-15" Author="Nic Morris" Comment="Inverted gobo rotate spin ranges in line with documentation." /> <History Date="18-02-15" Author="Nic Morris" Comment="Changed prism rot index functions from text only to percentage ranges." /> <History Date="18-02-15" Author="Nic Morris" Comment="Fixed typo in control functions. Added missing macros. Recreated palettes." /> <History Date="20-02-15" Author="Nic Morris" Comment="Changed Gobo1, Defraction, Zoom and Control to default to zero in attempt to make Gobo 2 spot function work." /> <History Date="23-03-16" Author="Nic Morris" Comment="Added classic pearl ref for vis auto patch" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" /> <History Date="24-05-18" Author="Nic Morris" Comment="Added product thumbnail. Added gobo swatches (poor quality originals)" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="1bf1d7d4-5a3c-40b2-b688-c64bbae7a8a8" /> <Control> <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> </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="16~131" Intensity="0~0" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" Intensity="0~0" /> <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="132~167" Intensity="0~0" /> <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="168~203" Intensity="0~0" /> <Function ID="7" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="204~239" Intensity="0~0" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="6" Lowlight="9" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Colour1Func'==1" /> <Condition Name="Index" ID="15" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="16,17,18,19" If="'Colour1Func'==3" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="4~7" Colour="255,0,0" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="8~11" Colour="255,128,0" /> <Function ID="4" Name="Cyan" Display="'Cyan'" Dmx="12~15" Colour="0,255,255" /> <Function ID="5" Name="Light Green" Display="'Light Green'" Dmx="16~19" Colour="128,255,0" /> <Function ID="6" Name="Light Yellow" Display="'Yellow'" Dmx="20~23" Colour="255,255,128" /> <Function ID="7" Name="Green" Display="'Green'" Dmx="24~27" Colour="0,255,0" /> <Function ID="8" Name="Magenta" Display="'Magenta'" Dmx="28~31" Colour="255,0,255" /> <Function ID="9" Name="Dark Blue" Display="'Deep Blue'" Dmx="32~35" Colour="0,0,180" /> <Function ID="10" Name="Dark Yellow" Display="'Dark Yellow'" Dmx="36~39" Colour="180,180,0" /> <Function ID="11" Name="Blue" Display="'Blue'" Dmx="40~43" Colour="0,0,255" /> <Function ID="12" Name="5600K" Display="'5600K'" Dmx="44~47" Colour="255,240,200" /> <Function ID="13" Name="6500K" Display="'6500K'" Dmx="48~51" Colour="255,240,200" /> <Function ID="14" Name="UV" Display="'UV'" Dmx="52~59" Colour="180,0,255" /> <Function ID="15" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="60~187" Colour="0,0,0" /> <Function ID="16" Name="No Scroll" Display="'No Scroll'" Dmx="220~223" Colour="255,255,255" /> <Function ID="17" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="188~219" Colour="0,0,0" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="220~223" Colour="255,255,255" /> <Function ID="19" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="224~255" Colour="0,0,0" /> <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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" Display="'Fixed'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" GoboSpin="0~0" GoboOrientation="0~0" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Gobo1Func'==1" /> <Condition Name="Shake" ID="15,16,17,18,19,20,21,22,23,24,25,26,27,28" If="'Gobo1Func'==2" /> <Condition Name="Scroll" ID="29,30,31,32" If="'Gobo1Func'==3" /> <Else ID="32,33" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>00eb74e2-3763-4bad-bcd9-2ee3d80a032b</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="4~6" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>09b48878-f441-4ae1-ba74-17e7fac31fc0</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="7~9" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1ae63726-e75f-424b-900b-427f78e9bd19</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="10~12" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e647aa4b-3a50-465e-92d5-b78ed3ca38ec</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="13~15" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b5d38cd3-ed3f-41c0-b860-e849a7724ff9</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="16~18" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>df93f43d-60f0-4d73-897f-22ad4a3a782e</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="19~21" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>943058fb-a84a-4b38-adc1-6fc6edba5c78</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="22~24" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e6a1e4d3-d0eb-49ab-8a00-a1aa4115aacd</Swatch> </Function> <Function ID="9" Name="Gobo 8" Display="'Gobo 8'" Dmx="25~27" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>23863327-516c-4a38-969a-d405e2618040</Swatch> </Function> <Function ID="10" Name="Gobo 9" Display="'Gobo 9'" Dmx="28~30" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ced202ba-880f-4470-b527-8056a8abdb2e</Swatch> </Function> <Function ID="11" Name="Gobo 10" Display="'Gobo 10'" Dmx="31~33" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0beb96a-b183-43bd-b736-aa98c572dcf7</Swatch> </Function> <Function ID="12" Name="Gobo 11" Display="'Gobo 11'" Dmx="34~36" WheelPosition="11" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b2dbbe55-cbfb-47b6-b356-a5de688890f9</Swatch> </Function> <Function ID="13" Name="Gobo 12" Display="'Gobo 12'" Dmx="37~39" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>cb2a8fcd-c6dc-4e56-8793-19153ea60f03</Swatch> </Function> <Function ID="14" Name="Gobo 13" Display="'Gobo 13'" Dmx="40~42" WheelPosition="13" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a54472f0-a7cf-492e-b7aa-b18158f060db</Swatch> </Function> <Function ID="15" Name="Open" Display="'Open'" Dmx="43~59" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>00eb74e2-3763-4bad-bcd9-2ee3d80a032b</Swatch> </Function> <Function ID="16" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="60~63" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>09b48878-f441-4ae1-ba74-17e7fac31fc0</Swatch> </Function> <Function ID="17" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="64~67" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>1ae63726-e75f-424b-900b-427f78e9bd19</Swatch> </Function> <Function ID="18" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="68~71" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e647aa4b-3a50-465e-92d5-b78ed3ca38ec</Swatch> </Function> <Function ID="19" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="72~75" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b5d38cd3-ed3f-41c0-b860-e849a7724ff9</Swatch> </Function> <Function ID="20" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="76~79" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>df93f43d-60f0-4d73-897f-22ad4a3a782e</Swatch> </Function> <Function ID="21" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="80~83" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>943058fb-a84a-4b38-adc1-6fc6edba5c78</Swatch> </Function> <Function ID="22" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="84~87" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>e6a1e4d3-d0eb-49ab-8a00-a1aa4115aacd</Swatch> </Function> <Function ID="23" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="88~91" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>23863327-516c-4a38-969a-d405e2618040</Swatch> </Function> <Function ID="24" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="92~95" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>ced202ba-880f-4470-b527-8056a8abdb2e</Swatch> </Function> <Function ID="25" Name="Gobo 10 Shake" Display="'Gobo 10 Shake %.f%%',0~100" Dmx="96~99" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b0beb96a-b183-43bd-b736-aa98c572dcf7</Swatch> </Function> <Function ID="26" Name="Gobo 11 Shake" Display="'Gobo 11 Shake %.f%%',0~100" Dmx="100~103" WheelPosition="11" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>b2dbbe55-cbfb-47b6-b356-a5de688890f9</Swatch> </Function> <Function ID="27" Name="Gobo 12 Shake" Display="'Gobo 12 Shake %.f%%',0~100" Dmx="104~107" WheelPosition="12" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>cb2a8fcd-c6dc-4e56-8793-19153ea60f03</Swatch> </Function> <Function ID="28" Name="Gobo 13 Shake" Display="'Gobo 13 Shake %.f%%',0~100" Dmx="108~111" WheelPosition="13" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>a54472f0-a7cf-492e-b7aa-b18158f060db</Swatch> </Function> <Function ID="29" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="30" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~189" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="31" Name="No Scroll" Display="'No Scroll'" Dmx="190~193" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="32" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="194~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="33" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" 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="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2, Gobo2Rot" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11" If="'Gobo2Func'==1||'Gobo2Func'==2" /> <Condition Name="Shake" ID="12,13,14,15,16,17,18,19,20,21,22" If="'Gobo2Func'==3||'Gobo2Func'==4" /> <Condition Name="Scroll" ID="23,24,25,26" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="27" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>00eb74e2-3763-4bad-bcd9-2ee3d80a032b</Swatch> </Function> <Function ID="2" Name="Spot" Display="'Spot'" Dmx="1~5" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="3" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~11" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f6af52bc-2ec6-4712-abe3-8649accda99c</Swatch> </Function> <Function ID="4" Name="Gobo 2" Display="'Gobo 2'" Dmx="12~17" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2aae8d5d-4e56-4eda-a393-d7344cb592b3</Swatch> </Function> <Function ID="5" Name="Gobo 3" Display="'Gobo 3'" Dmx="18~23" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>de53639a-b831-4bf7-a494-fa7976bd15ee</Swatch> </Function> <Function ID="6" Name="Gobo 4" Display="'Gobo 4'" Dmx="24~29" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8bf79cba-7fc4-42e9-9290-fccdb8a0d312</Swatch> </Function> <Function ID="7" Name="Gobo 5" Display="'Gobo 5'" Dmx="30~35" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3a613665-3480-4b8f-bea1-255cfd5e62b4</Swatch> </Function> <Function ID="8" Name="Gobo 6" Display="'Gobo 6'" Dmx="36~41" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d9c66ae5-411d-4e1a-a1db-69c64b984343</Swatch> </Function> <Function ID="9" Name="Gobo 7" Display="'Gobo 7'" Dmx="42~47" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4183b2ac-e9ef-4e6d-a473-25c3f9364ec0</Swatch> </Function> <Function ID="10" Name="Gobo 8" Display="'Gobo 8'" Dmx="48~53" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>fc4642a4-9251-4cf6-8626-2652fb736f4e</Swatch> </Function> <Function ID="11" Name="Gobo 9" Display="'Gobo 9'" Dmx="54~63" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c2cb7c54-5289-4133-b327-b8b7fbf9d986</Swatch> </Function> <Function ID="12" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>00eb74e2-3763-4bad-bcd9-2ee3d80a032b</Swatch> </Function> <Function ID="13" Name="Spot" Display="'Spot'" Dmx="1~5" WheelPosition="1" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="14" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="64~73" WheelPosition="2" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>f6af52bc-2ec6-4712-abe3-8649accda99c</Swatch> </Function> <Function ID="15" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="74~79" WheelPosition="3" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>2aae8d5d-4e56-4eda-a393-d7344cb592b3</Swatch> </Function> <Function ID="16" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="80~85" WheelPosition="4" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>de53639a-b831-4bf7-a494-fa7976bd15ee</Swatch> </Function> <Function ID="17" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="86~91" WheelPosition="5" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>8bf79cba-7fc4-42e9-9290-fccdb8a0d312</Swatch> </Function> <Function ID="18" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="92~97" WheelPosition="6" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>3a613665-3480-4b8f-bea1-255cfd5e62b4</Swatch> </Function> <Function ID="19" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="98~103" WheelPosition="7" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>d9c66ae5-411d-4e1a-a1db-69c64b984343</Swatch> </Function> <Function ID="20" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="104~109" WheelPosition="8" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>4183b2ac-e9ef-4e6d-a473-25c3f9364ec0</Swatch> </Function> <Function ID="21" Name="Gobo 8 Shake" Display="'Gobo 8 Shake %.f%%',0~100" Dmx="110~115" WheelPosition="9" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>fc4642a4-9251-4cf6-8626-2652fb736f4e</Swatch> </Function> <Function ID="22" Name="Gobo 9 Shake" Display="'Gobo 9 Shake %.f%%',0~100" Dmx="116~121" WheelPosition="10" GoboSpin="0~0" GoboOrientation="0~0"> <Swatch>c2cb7c54-5289-4133-b327-b8b7fbf9d986</Swatch> </Function> <Function ID="23" Name="No Scroll" Display="'No Scroll'" Dmx="122~127" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="24" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="128~191" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="122~127" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="26" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="192~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="27" 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'==3||'Gobo2Func'==5" /> <Condition Name="Spin" ID="2,3,4,5,6" If="'Gobo2Func'==2||'Gobo2Func'==4||'Gobo2Func'==6" /> <Else ID="7" /> <Function ID="1" Name="Index" Display="'%.f%%',0~100" Dmx="0~63" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="147~64" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="231~148" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="6" Name="Bounce" Display="'Bounce %.f%%',0~100" Dmx="232~255" GoboSpin="0~0" GoboOrientation="0~0" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Prism_1" Name="Prism 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_1_Rot" Name="Prism 1 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> </Attribute> <Attribute ID="Prism_2" Name="Prism 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_2_Rot" Name="Prism 2 Rot" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="0~0" /> </Attribute> <Attribute ID="Defraction" Name="Defraction" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Defraction" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Iris="0~0" Zoom="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="Macro 1" Display="'Macro 1'" Dmx="8~15" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~23" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="24~31" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="32~39" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="40~47" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="48~55" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="56~63" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="64~71" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="72~79" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="80~87" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="88~95" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="96~103" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="104~111" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="112~119" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="120~127" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="128~135" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="136~143" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="144~151" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="152~159" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="160~167" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="168~175" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="176~183" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="184~191" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="192~199" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="200~207" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="208~215" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="216~223" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="224~231" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="232~239" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="240~247" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="248~255" /> </Attribute> <Attribute ID="P/T_Mac_Spd" Name="P/T Mac Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <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" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Dim Conventional" Display="'Dim Conventional'" Dmx="30~39" /> <Function ID="3" Name="Dim Linear" Display="'Dim Linear'" Dmx="40~49" /> <Function ID="4" Name="P/T Fast" Display="'P/T Fast'" Dmx="50~59" /> <Function ID="5" Name="P/T Normal" Display="'P/T Normal'" Dmx="60~69" /> <Function ID="6" Name="Move in Dark On" Display="'Move in Dark On'" Dmx="70~79" /> <Function ID="7" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="80~89" /> <Function ID="8" Name="Col in Dark On" Display="'Col in Dark On'" Dmx="90~99" /> <Function ID="9" Name="Col in Dark Off" Display="'Col in Dark Off'" Dmx="100~109" /> <Function ID="10" Name="Gobo in Dark On" Display="'Gobo in Dark On'" Dmx="110~119" /> <Function ID="11" Name="Gobo in Dark Off" Display="'Gobo in Dark Off'" Dmx="120~129" /> <Function ID="12" Name="Lamp On" Display="'Lamp On'" Dmx="130~139" /> <Function ID="13" Name="Reset P/T" Display="'Reset P/T'" Dmx="140~149" /> <Function ID="14" Name="Reset Colour" Display="'Reset Colour'" Dmx="150~159" /> <Function ID="15" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="160~169" /> <Function ID="16" Name="Reset Shutter" Display="'Reset Shutter'" Dmx="170~179" /> <Function ID="17" Name="Safe" Display="'Safe'" Dmx="180~189" /> <Function ID="18" Name="Reset Beam" Display="'Reset Beam'" Dmx="190~199" /> <Function ID="19" Name="Reset All" Display="'Reset All'" Dmx="200~209" /> <Function ID="20" Name="All in Dark On" Display="'All in Dark On'" Dmx="210~219" /> <Function ID="21" Name="All in Dark Off" Display="'All in Dark Off'" Dmx="220~229" /> <Function ID="22" Name="Lamp Off" Display="'Lamp Off'" Dmx="230~239" /> <Function ID="23" Name="P/T Ramp On" Display="'P/T Ramp On'" Dmx="240~247" /> <Function ID="24" Name="P/T Ramp Off" Display="'P/T Ramp Off'" Dmx="248~255" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Intensity="0~0" /> </Attribute> </Control> <Mode Name="25 DMX" Channels="25"> <Import PearlRef="CHRH1HY1" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="04bac05e-9536-479a-a811-85c4127353b7" /> <Include> <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="11" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="12" Wheel="18" /> <Attribute ID="Focus" ChannelOffset="13,14" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="15,16" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="21" Wheel="21" /> <Attribute ID="Defraction" ChannelOffset="22" Wheel="49" /> <Attribute ID="Prism_1" ChannelOffset="17" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="18" Wheel="23" /> <Attribute ID="Prism_2" ChannelOffset="19" Wheel="24" /> <Attribute ID="Prism_2_Rot" ChannelOffset="20" Wheel="52" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="P/T_Macro" ChannelOffset="23" Wheel="53" /> <Attribute ID="P/T_Mac_Spd" ChannelOffset="24" Wheel="54" /> <Attribute ID="Control" ChannelOffset="25" Wheel="28" /> </Include> </Mode> <Mode Name="20 DMX" Channels="20"> <Import PearlRef="CHRH1HY2" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="b7998219-9e1b-4324-a049-9475990ef0c0" /> <Include> <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" /> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="10" Wheel="17" /> <Attribute ID="Gobo2Rot" ChannelOffset="11" Wheel="18" /> <Attribute ID="Focus" ChannelOffset="12" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="13" Wheel="19" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="21" /> <Attribute ID="Defraction" ChannelOffset="19" Wheel="49" /> <Attribute ID="Prism_1" ChannelOffset="14" Wheel="22" /> <Attribute ID="Prism_1_Rot" ChannelOffset="15" Wheel="23" /> <Attribute ID="Prism_2" ChannelOffset="16" Wheel="24" /> <Attribute ID="Prism_2_Rot" ChannelOffset="17" Wheel="52" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Control" ChannelOffset="20" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Lamp On"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Shutter"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Beam"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset All"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Lamp Off"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark On"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Move in Dark Off"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark On"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col in Dark Off"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark On"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo in Dark Off"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:3,Colour1Func:1" /> <Palette ID="4" Name="Light Yellow" Number="4" Page="1" SetControl="Colour1:6,Colour1Func:1" /> <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="6" Name="Light Green" Number="5" Page="1" SetControl="Colour1:5,Colour1Func:1" /> <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:4,Colour1Func:1" /> <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" /> <Palette ID="10" Name="Dark Blue" Number="7" Page="1" SetControl="Colour1:9,Colour1Func:1" /> <Palette ID="11" Name="UV" Number="9" Page="1" SetControl="Colour1:14,Colour1Func:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:8,Colour1Func:1" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" /> <Palette ID="14" Name="UV" Number="8" Page="1" SetControl="Colour1:14,Colour1Func:1" /> <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:11,Colour1Func:1" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="9" Name="Gobo 8" Number="19" Page="1" SetControl="Gobo1:9,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="10" Name="Gobo 9" Number="20" Page="1" SetControl="Gobo1:10,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="11" Name="Gobo 10" Number="0" Page="1" SetControl="Gobo1:11,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="12" Name="Gobo 11" Number="0" Page="1" SetControl="Gobo1:12,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="13" Name="Gobo 12" Number="0" Page="1" SetControl="Gobo1:13,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="14" Name="Gobo 13" Number="0" Page="1" SetControl="Gobo1:14,Gobo1Func:1,Gobo2:1,Gobo2Func:2" /> <Palette ID="15" Name="Spot" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="16" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="17" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="18" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="19" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="20" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="21" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="22" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:9,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="23" Name="Gobo 8" Number="0" Page="1" SetControl="Gobo2:10,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> <Palette ID="24" Name="Gobo 9" Number="0" Page="1" SetControl="Gobo2:11,Gobo2Func:2,Gobo1:1,Gobo1Func:1" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" /> <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="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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zAHB29mE9dTc2pOkIiZvC+NMTRP4ChoWDwgEyREBCHynys0IUcWbNxgCDhcg4OhltIMLz5fY1TLipwkOU5RXIBuShIYaMpYIj1IRicagrBKvwOwucHCWYDgg5Sr4nkY/369WrXXfNW/TGCrNgU3/LJxlNhJBjprilHZwPItWnTJqtzpIgfpCG1KYzBEIm2gZyyOTATzEUsHQrWFMlHTt6JgoAToolgvqHZDRs2tL7o++9XCTJJkUBQ8sYWVHbzwX4QzDdFHrlWbZGqKMoDhpyskYAE80F9owRjkm8LYvJSJB8upjIGvmgJ5juTt3WrBWR6SZF8kOzPFoYhckcI5lsxc99997W+aDpElgeokYRKySb/PpHfPtg91qLwqQ6sPMAkn9Emjuq8sRKMII8UNRuxEYyJY5w1sVOUB2IjGEEBWNmTXBQ0RfyIjWCYmbBvpaqK5IPJvYuENr7njuWsHlDWpgRLPtBhkXckDhgJ5sKHnkqthhwGKRIEFyopEyAYtUKqrE99SohERlxV11K4hQv1BNHiPvgEgrHUc68AUW7smSnih4vnZBjxvoBg66UdkPsN2Z9t0ahRI+tzpIgfNolQMjC4/KyHYL4egS5cnakEkiL5oByQLQwE25SRYFXw3nvvWV/URU6LFPHDRb0DQ3CPlmDr/L7BjdYWNn7eKYoHmyw7gNyvVOD1wbpAgv3xj3/UqasLBatI3g4KZ6ZILsh8ZIMxY8bo6CQfmAlGTgkKVEE0G+dD6hhS/jdFcmEzWm3evFknFjSdGoK9JQ2DYRUPQ3RhVO4688wzC+4AhRtSJBs2EozalAanBjj1Vh2RVF/XqlWLiuu+6QMoOt6hQ4eCl7LUyUmRbJBrtVCHw4DF4Cq4lTnjamUgGJFBJEDp37+/rk8UNU8+wbskKfOJ/E2REPBsqCtJmZioCEgNAae22CJJgXO6aU9IRl1uGE6VtYsvvli74oQBrrT9+vVT5513XoRupyg2mEeRSTyqFAtYwOm0SpmzhcpQghjNVKIn8psqXui6kFBBQ6hthHiK+IF7+5QpUyKnqsef3wDNqWyCUcQoVBkPMhRTWzu7vjZzLUhHNh4yGmbXxEnVFOWBuXPnRiYYCQZ9AJf+TzByacpEH5FWcDpDEs1lks394Q9/0KX6kFxEFlFdIkXyEdV6g1u8wWa9Ak7xIXvARRzZp5MWkKPAULgyRYIRdaR56623TC7xW4a2bII9LW1IQT1LUS3A1Ic0AoY0AFXgU4Qhg6czH7IJRmV2QrHtfTdSlC3woglDMIbHBx980O8rOLQ888cWglFbRuZhiDajuiJF9Qfll/NNbyhGihnREFj9bKZOEchVelBMMiVYDQbFsi6//PLAfTBuZ2sQslG3bt1Z2X/nEmyBtG9UQM3IFNUby5cv1/71JPc1YcmSJaavvhHMzf7HVgSjUqkMk8zcUilWg0HOVZwc/Op7k648IPX5k9nVboGfXWCGSglWo4HClWHwyiuvrPLdvHnzTBFEYEbuP/wINlsaZzDLyBTVHgyVfpg8ebLpEDgzO/efVQgmIm6zDJOUpR1o0b8UZQ4/75fZs2cH6b6mwZ3cf5pM5xOk9VMhbZMpqh+oAII6IuPNvGbNGnXGGWeYdodYE/y+8CWYMPF9kWLz5OOvHfQ1RRmCyTx25GbNmum/ly1bFpROYh6c8fsiyPlntEoJVqPxwgsvbCHYnDlzgnYdbfoiiGDUXGY9WngJiBRljVGjRmlHUVaOqC0MgCPLTF8aCSYi73sZJofKR+OsLheM14zbKaoH8GSmnCO1jHwKv2cwFK6YvsznH8uyEyevwMgN6kriA3bKKafoySHidPXq1dpWRT1n27i7FNHQq1cvdfXVV6tHHnlEXX/99Vbnevnll4O+hhtVVBPZCCSYMPMHIc8g+Tg/aL/DDjtMu08DxuzMuO2dQ23cuFG/DZgYiABetGhRWscoBhDkTMxEt27d9EuPa/sTTzwRZ462QT8EiDaQ18Nfjl8gnV0kH4837RPkj88PJf8U7eijj9b/Q6JR3YuYuhRuQPg/nhANGjTY8j/uPRFhMRFsEdzIt1PYEJIB0l5UBr0YoUv/+Mc/QldoI2cFS2D8uYnJY3jFO5JzpIgO8quiYc8mVwaNGzeO45LovQaE2TEUwYSpK+RtmCoffSMCmNhPnDhRDRo0KHQPCWdr0aKFbhn3EM6DRyWuuzRyY8yaNStdOBhAXtUBAwao3/zmN+rAAw/03ad79+5q4EDnRpmpcCLMjlGC4HCn7q4MHq/jx4/X0UQ2yWRZhTZv3lw3QPwlCwXOG2CiqLGYNGmSdvwLAkXbmzZtqkcIR8BjNbRrfWiCCWM/FSmGWLzH73vmU8yrbr75Zj3JdAWKLDGE3nfffdrK//zzz9foOuDMtYiwZ8V+2mmnhTqGF5V4VkcYABfC7hw1GQHDZE9pbf2+xF7Fj0badOrUKeKpzSDaGB8lGtlckGi8vTUNSHjmu02aNIl0HFH5KEt5QS2xUFVyIDQiEcxTW/SRjyuVoZApq1bmYiRMsaneZQIVRG699Va1dOlSJ4U0ywlIoajkyoA0WpYEI9Vqn3xqiVxEZoCcf62QrK98nGLaZ9WqVVqE33jjjXqZ7BrM89CnDR8+XFe7J8NedQZ6xksuuUSdffbZBZ/DQSbpvjz7qAcVKmLulcYY2NW0w4IFC7SxFFWEaYVjgx122EHddNNNqlWrVuqss86qlsVP69evr1eJgwcPDp1sxoT99vMtbBwWM1XlM4+MggjmDZWky2G5V2Haj8Rkd999t7rjjjsKuUwoMBQjzZCYmKeqC1BMEyHvKlO3n44sJNZJOy/q0JhBwZMkL0Ckh3xcKs233CkYN26cqlevnvbvDquIjQqW4kjLoUOH6gXG2rVrg4yziQWa94qKCi2Vkc6GMsUFocBzEd/YIzeQIwqsZuFy4eXefGycaZ9vv/1WJ0KZNm2aljQNGza0uaQRLN+Zj9FI/YlqA+12OdRKIpKaNKW9e/d2SqpskAufe0R6gAhg3uXvnB8S1ss86cB4IRkJ8S8N2o/C4+iyrrrqKttL5gXDC5Ni9D8YfNHN4aGZRJBVECsI0itOcH6yfkcg2Biere11XekRiG9isnBy0E5IMoZLfLtdVJfIB24qK9l27dpph7mVK1dqPVKpV53kUDvmmGNU27ZtVc+ePWMnF2DKQG3ukECfUTVmrQA4IZiX14JU1MSTGz1gqeGN3RGpwoQ8ruEyF+RayORbwE0IrwPIhq9UxCGjYLDS7dy5s1Y5oMsqBqmyAcFC+uXhoXpmdn4JGzjThEqHPpebhtpisbRAvQREe+CBB/QSvNhgNUVxCRruQzx4PDviAgsbficG52KTKhshfyMZ6LryLF1d16mqXTq2QW5iGxWCZChJeau6dOlSsHbaFnhyYA1AorEAwcbJW47bUCZzHwuGoOKstWvX3lLQE/IykcYdifkOBMZwH4dFIyyYDqDuwBExDyBXG56hy+s7/+UeybqoSpIZixUhxZjwM1yiK4uaG9QVIMjhhx+uW3UDnsSYiAIS9WbA2NnFNblALK+WdPRNIVkr+UisU6AkQ42BjQ3HOLwEUrgBbk7UKAhBLiRXR3lmsRh2Y5PddDjscAnJWOnhgTFkyBBtvyzlfKVcwZQD09xdd92l60MZClRlI5ZhMRuxTg684fI4+fiYtBZ59tXeqzT0WD169FCjR4/W3hMp8gMPE1pA5ptcoEDtJvc91hzzsc8++QFCspNUZWqfE8Mcw8SaeVnLli2tCnHVFCxcuDDqipxgjR4uV4smFGV546kw8L4YKa1v2OP69Omj5s+frw3ZhMWl0uz/QOI//fTTWt0zc+bMKIdStGCgKz1XPhRt/ez9oCuEaEwm+ZFGA3kGBHvcf//9ujFsorvCm9WmSGq5A30WK29cxyPmtef+93Vh/omCoitoPNslESkMmRVhj2PYfPTRR7UnK9HiNbVc87Bhw9SMGVUSCebDOlU5JFoZrgtBSTSAnhcGk35yShmdFv2AMpTVJpIMRWmplLTFBKtsFMIkgHvooYeiHs74eaHc840xdC0vSqZi5gcLyQg/okgh6X98ffz9QLAuDSUpbsRoqW0LmycRWBDGjh2rbrnllkKCkvGhx2A9uVBnQRconQ1DVXrGymaSVwCCMCHfaCUTqJNDIU2cDFl1VqcVJ4XF2rdvr7XxBYDonz6F+NC7RkkJloEXSHKCfCRiaYSKWM4GDwmc9cjqg2qDqrzYAbEHlgsIx8NmiF2UOSYFESK412RAYALh9ZNKKbWykQiCAe+GTBSikelsuDKkKTCBB4T2mgYwMJNthmKpGNRx14kj+KRQEKRCtYxM9psNGzYUQqhsTJQ2JEpQbDGQGIJl4N2gC4VoY2WLC0BBBkqq865bt063TPpHgoIZUnF6LCVYBZI50JJQGZD5qJ/ct9ddnMw1EkewDLwb1laIhpfsMJUnCV4YoOZA6926dWu9+kSfhj88hHMQN1gFmzZt0m4/SCfyzhP5zjagkHoUoOq5Vu6Tdbh2nEgswTLgBnoZr7EEkHQj0KaZDwxNDEtg5MiReothneq8kIwtdXoyPl5YD4ICMVAhEG8APvroI61GwUuWVR8uSTHEAqDLYgoxOynzrCAknmDAu5FU8ZolZGgt2/6qknC1HZ1fSxtaQkEOVFJV3iZ9fa7UnYmCsiBYNrwb/JwQjcxqvaWdK839+JYMkEaIFA3k41pT6s4UgrIjWAbeDR8iRLtBth2lEQTcWZV/KUJCnkiGhj1oTrGM0nGhbAmWgfcAUG08LmQjPp5FAQUkOqgI1oESg7GZeSbTgLk2kdRJQ9kTLBveg5lOE7JRZKelNHzR8KwlnC4pv/c7VRkehrcvGbxfkr5XyzyhSbnhzuE9sCVeY6W4o2yOknasqkzaQq51goWdLBQCwASdOj6oXchjQFWMV6R/X8R83USg2hIsF94DXeI1DY90uGNUSGvsbdFJ4AvUSBoa2d3znPoTacS1oa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FSIZhW5OcjPxf6KzRr0rwT5ND3BVK6SwlGyCBBLS7D6+IgFYJpA2k91UgMCmZJCeYzL4RW888S/o8iGMoKLNXSyBlfF1NjwIX0LN3a2TkXtH5JabCNC6RCMJ5qkKPsvvvuov7SfoWgvZBY3X0QTLtnTVO6kwrBACdNShRp4ahC0PoTpcbjQuCpWxO47GPPGhWpEUyzD+OE+YiT1O519thjD0cjKQv0+ciKJDk0gK9al1EAwahPl7gtDGVF9+45S04WBHu3xo0bq8rV5II2bsDnXocthdTx7SsVaQSshGCrTQoEw4WhKTVDtLdrgmkLNPis3ciMLyVYQjUlc2E1BOOs+pnbKwE2pwkTJgTZcyRo2bKlGTlypNMx4YjX7HV8yaeBRkLNTexDsxYBH0Iw9zXzIoLSeKeccorIXIGMBQ0XGRRdgc00+x0pUZDH+AKqiOOOK1gaKCc4v3Xr1g1SQyWMVZkZLBXgsMb2JNkjUI7vmmuuEUc/5wMXktlRAmYJniQ1QbP5oJXd8GCUAsGCGWx50t+aDVw00k0o5Zdd5+fCFiYlGGMhasoHwbQ2upRsYctTJxgKV2mhdhSuZKJ2eWeOHj06yNsq3YcdfPDBgcvJNZCK33HHHeass84S9Wd5JfFxwkifYFqpMdowlwRDDImy4oQTThD1p5AqSeR8YMCAAaZ9+/YiwyniQ4KXtcUeYiIgGCIm8oQnEhtZHvglNfARNjZixAgxwaTBI1GA6hZlxZlnnhm7L2pd5OZIdxICnFpcze5ffrHLAeJv7+kDcoFc+hr4cIOwbLPnkRQ2YEY97bTTvM1ijE1CMMBDEfJwUrgngEVwK+MqYp1KhWDkq9DAhxGRh4aZM2eKK2eQYdAXwVjCpcBU0bx5c/PMM884HFFeBHufDMEYtZcM04XAxdQYN30lH9EkzGMW82XYXLlypaq/L39pDgR3QoZg7qyVMYGFmmVSmj3HV+UzjewGy/mhhx4aLGeuAWk1KQUSrGcUcCqbYGTv95rlMB80hQN8VT578803Vf2RKvsgGBt9ZjGp7ZDZNQFwQf8mGLk07RLFlOY902EuoGKQ1tmRqmILQfs47zO7jcYvmVDWnYVwihfZejBut1QIpgGhWT4qsqFeQIOFS0oCn4WpNATD0+Crgl0W1k7d2Wdvim3/8fmt+aDZUNeoUSOYxVyfMNInsTeUJszzqcHSyIrIZ8Zv8lxuZkrmRTbB5tuGzcBbtY98cFE83kfJP0R+UoL5SkwHtMZpxuaRYHBofuYfawlGbRm7D2NqS9xcoZ19WCZ9EEwTgQ7pWV59lCHURsaTbspl6oVyeC5TpwiU32CQvT9xgmkT3rJx9XHC8JNqKp9BMm0BilzQRi7xJDlt2jQ3g6mIMhUgyhOMtRMBYqIpnbSpxH3FSWrDxRiXD4JptWEehZFwZ0r2f5QhGJVK7TI52SQ8i2nrGPlKF6nV6KPBev311x2N5m8gB8KMIjVOeyTY5OxqtyDXMzhOtEQJhm9MWvwJSPM2FMKsWbNU+bkQLvrIz8VD0fDhw83gwYNF/TECM7t62LdWcMDmIliJbWyK/OQNzwHMAWiwpKkxfUlkID11vaXFUHv06GGuuOIKL3Uur7322iD/l8Rwip+UWuhdunRxOSQ4U1L+PysQzE5xf9hlcox96afEbB7gVpESjCnfV8LbUaNGBUncJEGvzMhosKRJjysDkhvyfl144YWi/h07dnQdPzAG7pT/z3xm6tG2XWYS9E2SnlxaaoYljDxY1113nfNxsYxMmTIlqCQrwdChQ4MCFD7Iz7ikBOOGoa6kIxk1vsfRuf6Qk2CWiSvsLEZC+sT2YigEiPbmzpIArboPggHSa0oJRoAwIXbjx493PKrSgBkNmF0dEexxOJPrD5U52m4wCW/2NfYdjIcYXHHxuEaxphTQ/laH47oh3x/yEswy8mU7i023L2UxXAJoko/gjyTbM0pU19Daw+rV81NrDOkOeyhpVh/EhyyVGrmUxXS4ku+PhaQCQ0yCBNM+NrPZ90Ew9Pka1a2vfGaMiZtSSjD2rpgrlJVThlT2x0oJZn/AC0nOYlofm688WJgZIL+0wJQvWTfQpijnSVdBMGavFyp7QxSxU2KzGPnqNfApkUFFKiWYL9Ut0J4z8qwpUOnsBQoSLJzFMKC104wkCrSbaZ/JRxgbqQokwPSCbk0bopcL2m2FIqahpNDsBaLKNS+w7Rjj2S6mjcLxqSLVSKhRkDJT+CCYVtotdIPxVHBBlDdGIphl6rt2FhtlXw6QjCYqMgEN0vRJxEj6kgNrZwqWVx/KCq0BV3hTjoITUd4YR3A+yDacV96yrPFUhIJBSjDUBex3tCqIXHBhqtAaRnNBqw0TpF4gMHNQ1DdHJpi9+N/ZWay/KScocw32Ok2aNBH35470QTDt/tBXiWPtJl8g7e4PF6K+OW7IDFWV8NzK/CYRsGzZMlV/1AULFixwNJq/oR0XxbJ8gG2FBjFz5HLtY1XWikUwy9w1dhbra18ebpuXqAbyc51//vni5MANGzY0EydOdDyq0uKg99xzjzjxCCX/XCfLA9qlGxdbRBBp0ndNzB8QO+jPfv4n9kRRVuwh22Sm7UqADh7pDvmsJNAsr4VwzjnnBCJCib2NvSHCSNcl/1giiZOUprGKSDBI1Y9rH/fzRVGl9ovGWZJRXux0Sf9CoPi7lGAENPiK5uGJDelNnz59RP2pyOaaYEwoOL2lBIu4UjzANZd8vqbSByYLpKTOPbkI6ZDukC0wLjBVMNPcfPPNrocV4KGHHhITDOEi/bUb8/IgKsujtwBzhNg8JSaYZfT3dhZDzkOdOOfONmYKCcEAWnWyFFLRzTXmz58vLiCB3w+922233eZ0TDyAHHbYYaK+BexgODo7ca1FH26UtYrsF79hSdbLvnxY8zm5oDELsFxQFWPJkiUOR1QKnMs4v9G1S+DDnaWJCS2QvboX11j84cZBMaxwP3awfSnT7uaBNm03ak0fBAMYN+vXry/qS1Zs17j77ruD5MBNmzaN1Q9zziWXXJLvz/+T7ruy4ara2kBTGoV0qqPPUxs2W7Ro4bzUTAbsoaQE8zGDMR4ihLih8mUDwvg8efLkIB36vHnzgvdWIjScYEqvqRpOCBbax7rZl8RQxbuN8oBob01VXOTTvqDRrfmqKUnwMrGS5IfNgCQp06dPN5MmTTJjx46N6qMlcUm3uPaufHBWLzJMntLavpxlWwMXn8mFlPolfalIgUYLTzFVvA0+3Fksd6Q5Rwq9dOlSM3v27LgZpclJ0Do7eYkWTguShv5KdGMzbJPVnssCex0pwXxm8tOSA/L7IBiTDklNhIlNltrWLo6fMQqcV7y1A/zIkqyFcUAyjX6KpdVXpmdtnnnX7iIHgFwtuHauP9hLSWVXJNOkdWKzS0ADS4VraJ5wMSlgSysieCMX8FazO4tkyK1FezKtfgqfoQ+CSZKiQCo22/fee6+XXBVCsOdq54tcwGtR+JBkR9iXU43g6VKrAPWVQx/n8rhx40zv3r0Lvpd9JIlKqJRWZGAabe16z1UeXgkGwo0/JBtrYtrJtInWpGmXoqB///5BPg2KZpEOiaAOwr+Qz0AqcnjhT9Um1/ME7FzdXD4t5oN3goHQhEFxbjZVkS3+GAOx70hNDj7D2Njol5SUBK2K4X+2DXRl5yqERAgGwh90kSXaK6Y0E0tBBzmSmzFjxpghQwqG3+WEL6NmFQWO614u3D9xkBjBMgh9l4ii0PYXlPpgnUZFGteuBZ9xjfyLAEhuOmkd1xIkTjAQqjDQkt1iW3dTiTIWq3nXrl2D/QxFNXMBnxpLKXsfTAj4MbFiz5kzx88PqDpg1XjAtgEayY0GqRAMhD+4R5h0GK90Xo3/3LlzzcMPPxykpMwGQac8oaEm8Fy5oioCDX2/pJfE8kiNYBmESyb+SwJ780YrDRs2LJCjYHrg6RLC4cDFHvUvKoDon74SDb1rpE4wEAaSnGhfnmLbCJMjuJfHfl+hX+sQCIoldvXRpJ4SC6EoCAbCEzLBEu1ZU5q1hfC4VOpXVkEg7GIFGOTbcBoXRUOwDMITdK4lGvuyG00CWX2qODDEXRA1V0TSKDqCZRCesOMs0Y40pbkQEsu0WEVAYsAhUVIopYmiJVgG4Qk8+l+irUWVIFYGRU+wDLKIRuj2RbZ1MP+cPRp7LNLK31BZwt1iRJUhWAbhCe5siUaQCSFzPU2CZW8SBr7bMbaNzpeHvthR5QiWQXjCB1miXW2PpDHoFh4TLUXoAQj+MT6jPpmcqzxLVUKVJVgG4QXAsPikJRvRsG1MaQGJViaF8tBCUIaYasP4Z6eUL4lXlVHlCZaN8MI8RrNkw3GJyBHCQbZGpnj2bOypFppSUlHAc34S2qw0sE4RLBvhBXsxbFdYwpGvu1nYIBtFJomelSUiiw6CERfZ9rYpJdVLNDu+otFN+8Q6S7DyCC/o82ELYEm3iT3gf6qT1dAFVQ+PSGILxc3hnsEhShzaqvC4PKsttt/tvtRaFcH/AxLSL+h3VT78AAAAAElFTkSuQmCC</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> </swatchLibrary> </Fixture>