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Blizzard Lighting Typhon IP Profile 1000 (Blizzard Lighting_Typhon IP Profile 1000.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Typhon IP Profile 1000" ShortName="TypIPPro1K" Company="Blizzard Lighting" Version="2"> <Copyright Notice="© Avolites Ltd. 2023" /> <Thumbnail>0900d4da-c88f-4edf-8d01-da066eb7068b</Thumbnail> <History Date="08-12-23" Author="Nic Morris" Comment="Created (no blade calibration)" Version="0" /> <History Date="19-12-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="2e871295-3e97-49db-8b4c-b3431c044472" /> <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" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="21~117" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~245" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="127~180" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6" If="'Colour1Func'==1" /> <Condition Name="Index" ID="7" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="8,9,10,11" If="'Colour1Func'==3" /> <Else ID="12" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="1028~1799" Colour="255,0,0" /> <Function ID="3" Name="Orange" Display="'Orange'" Dmx="2056~2827" Colour="255,128,0" /> <Function ID="4" Name="Green" Display="'Green'" Dmx="3084~3855" Colour="0,255,0" /> <Function ID="5" Name="Blue" Display="'Blue'" Dmx="4112~4883" Colour="0,0,255" /> <Function ID="6" Name="CRI" Display="'CRI'" Dmx="5140~5911" Colour="255,255,255" /> <Function ID="7" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="7196~32639" Colour="0,0,0" /> <Function ID="8" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="9" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="49858~65535" Colour="0,0,0" /> <Function ID="10" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="11" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="48573~32896" Colour="0,0,0" /> <Function ID="12" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,240,200" /> </Attribute> <Attribute ID="CMY_Macro" Name="CMY Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" /> <Function ID="2" Name="Sync Col Spd" Display="'Sync Col Spd %.1f%%',0.0~100.0" Dmx="16~135" Colour="0,0,0" /> <Function ID="3" Name="Rand Col Spd" Display="'Rand Col Spd %.1f%%',0.0~100.0" Dmx="136~255" 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 Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="8,9,10,11,12,13,14" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="15,16,17,18" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>861b2510-a911-497f-811f-411b68f98b69</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>429b69e3-e193-4cbb-ac8a-62cd3f7e631f</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>88e4da50-28fb-4b35-a561-00161645ab07</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>0dda9a02-759d-4a40-abb2-460103cd47fe</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>c87bbf6c-6f7c-4e83-bd45-d0ee09c21c3e</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>4e5e4d7e-a13c-4b3c-bfeb-38e8a1fcb70f</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>705a7955-2e4d-442f-ab6e-b68b9a4d53da</Swatch> </Function> <Function ID="8" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>861b2510-a911-497f-811f-411b68f98b69</Swatch> </Function> <Function ID="9" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="78~93" WheelPosition="1"> <Swatch>429b69e3-e193-4cbb-ac8a-62cd3f7e631f</Swatch> </Function> <Function ID="10" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="94~109" WheelPosition="2"> <Swatch>88e4da50-28fb-4b35-a561-00161645ab07</Swatch> </Function> <Function ID="11" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~125" WheelPosition="3"> <Swatch>0dda9a02-759d-4a40-abb2-460103cd47fe</Swatch> </Function> <Function ID="12" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="126~141" WheelPosition="4"> <Swatch>c87bbf6c-6f7c-4e83-bd45-d0ee09c21c3e</Swatch> </Function> <Function ID="13" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="142~157" WheelPosition="5"> <Swatch>4e5e4d7e-a13c-4b3c-bfeb-38e8a1fcb70f</Swatch> </Function> <Function ID="14" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="158~173" WheelPosition="6"> <Swatch>705a7955-2e4d-442f-ab6e-b68b9a4d53da</Swatch> </Function> <Function ID="15" Name="Open" Display="'Open'" Dmx="174~189" WheelPosition="0"> <Swatch>861b2510-a911-497f-811f-411b68f98b69</Swatch> </Function> <Function ID="16" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~224" /> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="221~190" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo2" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo2" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo2" /> </Attribute> <Attribute ID="Gobo2" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func'==1" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==2" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo2Func'==3" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>861b2510-a911-497f-811f-411b68f98b69</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="10~19" WheelPosition="1"> <Swatch>2f552c3b-a2ed-4434-a376-32f7c67e66c8</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~29" WheelPosition="2"> <Swatch>a6069449-adfd-4825-938e-b6503114cdd0</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="30~39" WheelPosition="3"> <Swatch>0c61ecde-604b-4faa-b6aa-daf626a1cbe3</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="40~49" WheelPosition="4"> <Swatch>a7f01982-d285-487f-bae8-c9555d0cfb3a</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="50~59" WheelPosition="5"> <Swatch>e0e73eb6-08ee-4721-a5a8-ce34def6ebf0</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="60~69" WheelPosition="6"> <Swatch>761ae685-b687-4d87-91a8-a21b4dc86a72</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="70~77" WheelPosition="7"> <Swatch>94d6187f-5d1a-4f3f-9e18-db348b82f656</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>861b2510-a911-497f-811f-411b68f98b69</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="78~93" WheelPosition="1"> <Swatch>2f552c3b-a2ed-4434-a376-32f7c67e66c8</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="94~109" WheelPosition="2"> <Swatch>a6069449-adfd-4825-938e-b6503114cdd0</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~125" WheelPosition="3"> <Swatch>0c61ecde-604b-4faa-b6aa-daf626a1cbe3</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="126~141" WheelPosition="4"> <Swatch>a7f01982-d285-487f-bae8-c9555d0cfb3a</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="142~157" WheelPosition="5"> <Swatch>e0e73eb6-08ee-4721-a5a8-ce34def6ebf0</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="158~173" WheelPosition="6"> <Swatch>761ae685-b687-4d87-91a8-a21b4dc86a72</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="174~189" WheelPosition="7"> <Swatch>94d6187f-5d1a-4f3f-9e18-db348b82f656</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="255~224" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="222~223" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="221~190" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Animation" Display="'Animation'" Dmx="32~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="1:1" PowerOn="1:1" /> <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="8~127" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~135" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="136~255" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.2f%%',0.00~100.00" Dmx="49087~0" /> <Function ID="2" Name="Close Pulse" Display="'Close Pulse %.2f%%',100.00~0.00" Dmx="49344~57311" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.2f%%',0.00~100.00" Dmx="57568~65535" /> </Attribute> <Attribute ID="Prism" Name="Prism" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Prism" Display="'Prism'" Dmx="255~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism Rot" Description="" Group="E" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Index" Display="'Index %.2f%%',0.00~100.00" Dmx="0~32639" /> <Function ID="2" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> </Attribute> <Attribute ID="Frost" 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" /> </Attribute> <Attribute ID="Blade_TL" Name="Blade 1A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_TR" Name="Blade 1B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_RT" Name="Blade 2A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_RB" Name="Blade 2B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_BR" Name="Blade 3A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_BL" Name="Blade 3B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_LB" Name="Blade 4A" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_LT" Name="Blade 4B" Description="" Group="B" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Blade All Rot" Description="" Group="B" Size="2"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" /> <Function ID="2" Name="Perceptual Linear" Display="'Perceptual Linear'" Dmx="41~44" /> <Function ID="3" Name="Exponential" Display="'Exponential'" Dmx="45~48" /> <Function ID="4" Name="Parabolic" Display="'Parabolic'" Dmx="49~54" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Display Off" Display="'Display Off'" Dmx="5~9" /> <Function ID="3" Name="Display On" Display="'Display On'" Dmx="10~14" /> <Function ID="4" Name="Display Normal" Display="'Display Normal'" Dmx="15~19" /> <Function ID="5" Name="Display Invert" Display="'Display Invert'" Dmx="20~24" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="25~26" /> <Function ID="7" Name="Fan Stage" Display="'Fan Stage'" Dmx="27~28" /> <Function ID="8" Name="Fan Silent" Display="'Fan Silent'" Dmx="29~30" /> <Function ID="9" Name="Fan Super Silent" Display="'Fan Super Silent'" Dmx="31~32" /> <Function ID="10" Name="Fan Constant Off" Display="'Fan Constant Off'" Dmx="33~34" /> <Function ID="11" Name="Fan Constant On" Display="'Fan Constant On'" Dmx="35~36" /> <Function ID="12" Name="Square" Display="'Square'" Dmx="45~49" /> <Function ID="13" Name="Perceptual Linear" Display="'Perceptual Linear'" Dmx="50~54" /> <Function ID="14" Name="1.2K" Display="'1.2K'" Dmx="55~58" /> <Function ID="15" Name="2.4K" Display="'2.4K'" Dmx="59~62" /> <Function ID="16" Name="16K" Display="'16K'" Dmx="63~66" /> <Function ID="17" Name="25K" Display="'25K'" Dmx="67~69" /> <Function ID="18" Name="Gobo Correction Off" Display="'Gobo Correction Off'" Dmx="70~74" /> <Function ID="19" Name="Gobo Correction On" Display="'Gobo Correction On'" Dmx="75~79" /> <Function ID="20" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="21" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="22" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" /> <Function ID="23" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="24" Name="Reset P/T Fade Off" Display="'Reset P/T Fade Off'" Dmx="95~95" /> <Function ID="25" Name="Reset P/T Fade On" Display="'Reset P/T Fade On'" Dmx="96~96" /> <Function ID="26" Name="Reset Other" Display="'Reset Other'" Dmx="97~0" /> <Function ID="27" Name="Frost Progressive Off" Display="'Frost Progressive Off'" Dmx="100~102" /> <Function ID="28" Name="Frost Progressive On" Display="'Frost Progressive On'" Dmx="103~105" /> <Function ID="29" Name="CMY Fast" Display="'CMY Fast'" Dmx="106~108" /> <Function ID="30" Name="CMY Slow" Display="'CMY Slow'" Dmx="109~111" /> </Attribute> </Control> <Mode Name="35 DMX" Channels="35" Id="7136c21e-35b8-4d91-a979-06bb9d31b77c"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="9fc72f80-7812-4eb1-8124-30e02646cf3f" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="9" Wheel="20" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="11" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="12" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="13" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="14" Wheel="9" /> <Attribute ID="CMY_Macro" ChannelOffset="15" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="16" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="17" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="18" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="19" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="20" Wheel="54" /> <Attribute ID="Iris" ChannelOffset="21" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="22" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="23" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="24" Wheel="139" /> <Attribute ID="Blade_TL" ChannelOffset="25" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="26" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="27" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="28" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="29" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="30" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="31" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="32" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="33" Wheel="111" /> <Attribute ID="Dim_Curve" ChannelOffset="34" Wheel="26" /> <Attribute ID="Control" ChannelOffset="35" Wheel="28" /> </Include> </Mode> <Mode Name="33 DMX" Channels="33" Id="a6b6c118-ee51-43f1-97f4-9e70f091ae03"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="bbfc4293-4c3f-4d8a-925e-749ab684ec7e" /> <Include> <Attribute ID="Pan" ChannelOffset="1" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Zoom" ChannelOffset="6" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="7" Wheel="20" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="9" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="10" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="11" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="12" Wheel="9" /> <Attribute ID="CMY_Macro" ChannelOffset="13" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="14" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="15" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="17" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="18" Wheel="54" /> <Attribute ID="Iris" ChannelOffset="19" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="20" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="21" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="22" Wheel="139" /> <Attribute ID="Blade_TL" ChannelOffset="23" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="24" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="25" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="26" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="27" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="28" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="29" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="30" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="31" Wheel="111" /> <Attribute ID="Dim_Curve" ChannelOffset="32" Wheel="26" /> <Attribute ID="Control" ChannelOffset="33" Wheel="28" /> </Include> </Mode> <Mode Name="55 DMX" Channels="55" Id="13023846-6d83-49d7-a656-40b8e476d262"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="f0c31aa3-e046-418b-a2ff-203d8d1b012e" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Zoom" ChannelOffset="9,10" Wheel="19" /> <Attribute ID="Focus" ChannelOffset="11,12" Wheel="20" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="13,14" Wheel="8" /> <Attribute ID="Cyan" ChannelOffset="15,16" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="17,18" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="19,20" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="21,22" Wheel="9" /> <Attribute ID="CMY_Macro" ChannelOffset="23" Wheel="37" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="24" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="25,26" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="27" Wheel="17" /> <Attribute ID="Animation" ChannelOffset="28" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="29" Wheel="54" /> <Attribute ID="Iris" ChannelOffset="30,31" Wheel="21" /> <Attribute ID="Prism" ChannelOffset="32" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="33,34" Wheel="24" /> <Attribute ID="Frost" ChannelOffset="35" Wheel="139" /> <Attribute ID="Blade_TL" ChannelOffset="36,37" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="38,39" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="40,41" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="42,43" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="44,45" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="46,47" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="48,49" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="50,51" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="52,53" Wheel="111" /> <Attribute ID="Dim_Curve" ChannelOffset="54" Wheel="26" /> <Attribute ID="Control" ChannelOffset="55" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T Fade Off"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T Fade On"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Normal"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Invert"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Stage"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Super Silent"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Constant Off"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Constant On"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Square"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Perceptual Linear"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1.2K"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="2.4K"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="16K"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="25K"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Correction Off"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Gobo Correction On"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Frost Progressive Off"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Frost Progressive On"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CMY Fast"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="CMY Slow"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="8" Name="Gobo 1" Number="18" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="9" Name="Gobo 2" Number="19" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 3" Number="20" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Shutter"> <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" /> <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" /> <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" /> <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="4" Name="Iris Small" Number="44" Page="1" SetControl="Iris:1:0" /> <Palette ID="5" Name="Iris Medium" Legend="Iris Med" Number="45" Page="1" SetControl="Iris:1:50" /> <Palette ID="6" Name="Iris Large" Number="46" Page="1" SetControl="Iris:1:100" /> <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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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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</Swatch> 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