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Elation Artiste Monet (Elation_Artiste Monet.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Artiste Monet" ShortName="ArtstMonet" Company="Elation"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>a39e6a63-2aca-44b4-98b6-7bd9b633359c</Thumbnail> <History Date="28-04-19" Author="Nic Morris" Comment="Created" /> <History Date="21-05-19" Author="Nic Morris" Comment="Added gobo swatches. Added dim speed control to standard mode in line with final release." /> <History Date="19-08-19" Author="Nic Morris" Comment="Changed RGB to default at zero (subtractive) in response to feedback." /> <History Date="02-10-19" Author="Nic Morris" Comment="Revised blade all rot functions in line with latest charts (software versions 1.3.3)" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="309521e9-22d8-46f1-8be2-c311428fe5c9" /> <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="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="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="2" Name="Index" Display="'Index'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C" Size="2"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Index" ID="8" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="9,10,11,12" If="'Colour1Func'==3" /> <Else ID="13" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Red" Display="'Red'" Dmx="5140~9509" Colour="255,0,0" /> <Function ID="3" Name="Green" Display="'Green'" Dmx="9766~14135" Colour="0,255,0" /> <Function ID="4" Name="UV" Display="'UV'" Dmx="14392~18761" Colour="180,0,255" /> <Function ID="5" Name="High CRI" Display="'High CRI'" Dmx="19018~23387" Colour="255,255,255" /> <Function ID="6" Name="Orange" Display="'Orange'" Dmx="23644~28013" Colour="255,128,0" /> <Function ID="7" Name="Medium Blue" Display="'Medium Blue'" Dmx="28270~32639" Colour="0,128,255" /> <Function ID="8" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" Colour="0,0,0" /> <Function ID="9" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="10" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="32896~48573" Colour="0,0,0" /> <Function ID="11" Name="No Scroll" Display="'No Scroll'" Dmx="48830~49601" Colour="0,0,0" /> <Function ID="12" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="49858~65535" Colour="0,0,0" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed Index" Display="'Fixed Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="3" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="4" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="5" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="6" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1, Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1||'Gobo1Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==3||'Gobo1Func'==4" /> <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>e5eaa45e-7b66-48ec-b166-dfa70019585c</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Splat O Miser)" Display="'Gobo 1 (Splat O Miser)'" Dmx="10~19" WheelPosition="1"> <Swatch>c3e1523b-a4cb-48c8-8aa5-d26602103685</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Tear Me Up)" Display="'Gobo 2 (Tear Me Up)'" Dmx="20~29" WheelPosition="2"> <Swatch>dc7c19fb-4236-4eb5-904d-bd26d55c0c31</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Tri Slice)" Display="'Gobo 3 (Tri Slice)'" Dmx="30~39" WheelPosition="3"> <Swatch>50b969f9-0f4d-4821-854b-4a93b82d1968</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Triangular)" Display="'Gobo 4 (Triangular)'" Dmx="40~49" WheelPosition="4"> <Swatch>ad8e8beb-02b1-4c36-9235-3cdc532ae40e</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Concentric)" Display="'Gobo 5 (Concentric)'" Dmx="50~59" WheelPosition="5"> <Swatch>2642afb7-15a9-4141-bb82-f7135432a1cc</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Star Trekking)" Display="'Gobo 6 (Star Trekking)'" Dmx="60~69" WheelPosition="6"> <Swatch>e0afb6ea-5947-4f13-a281-99325ade787a</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Texture Glass)" Display="'Gobo 7 (Texture Glass)'" Dmx="70~77" WheelPosition="7"> <Swatch>5e5bff2e-540e-4851-a99e-ac4fe98f501d</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>e5eaa45e-7b66-48ec-b166-dfa70019585c</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="78~93" WheelPosition="1"> <Swatch>c3e1523b-a4cb-48c8-8aa5-d26602103685</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="94~109" WheelPosition="2"> <Swatch>dc7c19fb-4236-4eb5-904d-bd26d55c0c31</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="110~125" WheelPosition="3"> <Swatch>50b969f9-0f4d-4821-854b-4a93b82d1968</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="126~141" WheelPosition="4"> <Swatch>ad8e8beb-02b1-4c36-9235-3cdc532ae40e</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="142~157" WheelPosition="5"> <Swatch>2642afb7-15a9-4141-bb82-f7135432a1cc</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="158~173" WheelPosition="6"> <Swatch>e0afb6ea-5947-4f13-a281-99325ade787a</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="174~189" WheelPosition="7"> <Swatch>5e5bff2e-540e-4851-a99e-ac4fe98f501d</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="190~221" /> <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="224~255" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func'==1||'Gobo1Func'==3||'Gobo1Func'==5" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func'==2||'Gobo1Func'==4||'Gobo1Func'==6" /> <Else ID="6" /> <Function ID="1" Name="Index" Display="'%.2f%%',0.00~100.00" Dmx="0~32639" WheelPosition="0" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48573" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="48830~49601" WheelPosition="0" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49858~65535" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G" Size="0"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" 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" Size="2"> <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>e5eaa45e-7b66-48ec-b166-dfa70019585c</Swatch> </Function> <Function ID="2" Name="Gobo 1 (Puddles)" Display="'Gobo 1 (Puddles)'" Dmx="2570~4883" WheelPosition="1"> <Swatch>66c42d8c-2cfb-409d-a161-ff7f66f7d961</Swatch> </Function> <Function ID="3" Name="Gobo 2 (Broken Dreams)" Display="'Gobo 2 (Broken Dreams)'" Dmx="5140~7453" WheelPosition="2"> <Swatch>de9e18a4-ab3c-4218-a2f8-893928686a6b</Swatch> </Function> <Function ID="4" Name="Gobo 3 (Sunset City)" Display="'Gobo 3 (Sunset City)'" Dmx="7710~10023" WheelPosition="3"> <Swatch>7804b6b6-7500-4726-8241-da23f9510f37</Swatch> </Function> <Function ID="5" Name="Gobo 4 (Highway Math)" Display="'Gobo 4 (Highway Math)'" Dmx="10280~12593" WheelPosition="4"> <Swatch>a04c24ec-cf6d-4c21-8c7b-dee3ad40bb85</Swatch> </Function> <Function ID="6" Name="Gobo 5 (Starburst)" Display="'Gobo 5 (Starburst)'" Dmx="12850~15163" WheelPosition="5"> <Swatch>a2f1c141-8e96-4af0-a356-404f5d187bb3</Swatch> </Function> <Function ID="7" Name="Gobo 6 (Beams)" Display="'Gobo 6 (Beams)'" Dmx="15420~17733" WheelPosition="6"> <Swatch>5c902813-4366-4453-a51e-5e2b1d659f50</Swatch> </Function> <Function ID="8" Name="Gobo 7 (Super Sic)" Display="'Gobo 7 (Super Sic)'" Dmx="17990~19789" WheelPosition="7"> <Swatch>d59f6a31-1550-4c47-b1d4-f70052ef4495</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>e5eaa45e-7b66-48ec-b166-dfa70019585c</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.1f%%',0.0~100.0" Dmx="20046~23901" WheelPosition="1"> <Swatch>66c42d8c-2cfb-409d-a161-ff7f66f7d961</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.1f%%',0.0~100.0" Dmx="24158~28013" WheelPosition="2"> <Swatch>de9e18a4-ab3c-4218-a2f8-893928686a6b</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.1f%%',0.0~100.0" Dmx="28270~32125" WheelPosition="3"> <Swatch>7804b6b6-7500-4726-8241-da23f9510f37</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.1f%%',0.0~100.0" Dmx="32382~36237" WheelPosition="4"> <Swatch>a04c24ec-cf6d-4c21-8c7b-dee3ad40bb85</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.1f%%',0.0~100.0" Dmx="36494~40349" WheelPosition="5"> <Swatch>a2f1c141-8e96-4af0-a356-404f5d187bb3</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.1f%%',0.0~100.0" Dmx="40606~44461" WheelPosition="6"> <Swatch>5c902813-4366-4453-a51e-5e2b1d659f50</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.1f%%',0.0~100.0" Dmx="44718~48573" WheelPosition="7"> <Swatch>d59f6a31-1550-4c47-b1d4-f70052ef4495</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.2f%%',100.00~0.00" Dmx="48830~56797" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="57054~57311" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.2f%%',0.00~100.00" Dmx="57568~65535" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~65535" Dmx="0~65535" /> </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="4-Facet" Display="'4-Facet'" Dmx="64~95" /> <Function ID="3" Name="4-Facet Linear" Display="'4-Facet Linear'" Dmx="96~127" /> <Function ID="4" Name="Macro 1" Display="'Macro 1'" Dmx="128~135" /> <Function ID="5" Name="Macro 2" Display="'Macro 2'" Dmx="136~143" /> <Function ID="6" Name="Macro 3" Display="'Macro 3'" Dmx="144~151" /> <Function ID="7" Name="Macro 4" Display="'Macro 4'" Dmx="152~159" /> <Function ID="8" Name="Macro 5" Display="'Macro 5'" Dmx="160~167" /> <Function ID="9" Name="Macro 6" Display="'Macro 6'" Dmx="168~175" /> <Function ID="10" Name="Macro 7" Display="'Macro 7'" Dmx="176~183" /> <Function ID="11" Name="Macro 8" Display="'Macro 8'" Dmx="184~191" /> <Function ID="12" Name="Macro 9" Display="'Macro 9'" Dmx="192~199" /> <Function ID="13" Name="Macro 10" Display="'Macro 10'" Dmx="200~207" /> <Function ID="14" Name="Macro 11" Display="'Macro 11'" Dmx="208~215" /> <Function ID="15" Name="Macro 12" Display="'Macro 12'" Dmx="216~223" /> <Function ID="16" Name="Macro 13" Display="'Macro 13'" Dmx="224~231" /> <Function ID="17" Name="Macro 14" Display="'Macro 14'" Dmx="232~239" /> <Function ID="18" Name="Macro 15" Display="'Macro 15'" Dmx="240~247" /> <Function ID="19" Name="Macro 16" Display="'Macro 16'" Dmx="248~255" /> </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="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="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="AutoFocus" Name="AutoFocus" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" /> <Function ID="2" Name="5m" Display="'5m'" Dmx="51~100" /> <Function ID="3" Name="7.5m" Display="'7.5m'" Dmx="101~150" /> <Function ID="4" Name="10m" Display="'10m'" Dmx="151~200" /> <Function ID="5" Name="15m" Display="'15m'" Dmx="201~255" /> </Attribute> <Attribute ID="AutoFocus_Adj" Name="AutoFocus Adj" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Adjust" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="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="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </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="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" /> <Function ID="7" Name="Delay 0s" Display="'Delay 0s'" Dmx="121~121" /> <Function ID="8" Name="Delay 0.1s" Display="'Delay 0.1s'" Dmx="122~122" /> <Function ID="9" Name="Delay 0.2s" Display="'Delay 0.2s'" Dmx="123~123" /> <Function ID="10" Name="Delay 0.3s" Display="'Delay 0.3s'" Dmx="124~124" /> <Function ID="11" Name="Delay 0.4s" Display="'Delay 0.4s'" Dmx="125~125" /> <Function ID="12" Name="Delay 0.5s" Display="'Delay 0.5s'" Dmx="126~126" /> <Function ID="13" Name="Delay 0.6s" Display="'Delay 0.6s'" Dmx="127~127" /> <Function ID="14" Name="Delay 0.7s" Display="'Delay 0.7s'" Dmx="128~128" /> <Function ID="15" Name="Delay 0.8s" Display="'Delay 0.8s'" Dmx="129~129" /> <Function ID="16" Name="Delay 0.9s" Display="'Delay 0.9s'" Dmx="130~130" /> <Function ID="17" Name="Delay 1.0s" Display="'Delay 1.0s'" Dmx="131~131" /> <Function ID="18" Name="Delay 1.5s" Display="'Delay 1.5s'" Dmx="132~132" /> <Function ID="19" Name="Delay 2.0s" Display="'Delay 2.0s'" Dmx="133~133" /> <Function ID="20" Name="Delay 3.0s" Display="'Delay 3.0s'" Dmx="134~134" /> <Function ID="21" Name="Delay 4.0s" Display="'Delay 4.0s'" Dmx="135~135" /> <Function ID="22" Name="Delay 5.0s" Display="'Delay 5.0s'" Dmx="136~136" /> <Function ID="23" Name="Delay 6.0s" Display="'Delay 6.0s'" Dmx="137~137" /> <Function ID="24" Name="Delay 7.0s" Display="'Delay 7.0s'" Dmx="138~138" /> <Function ID="25" Name="Delay 8.0s" Display="'Delay 8.0s'" Dmx="139~139" /> <Function ID="26" Name="Delay 9.0s" Display="'Delay 9.0s'" Dmx="140~140" /> <Function ID="27" Name="Delay 10s" Display="'Delay 10s'" Dmx="141~141" /> </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="Open Pulse" Display="'Open Pulse %.2f%%',100.00~0.00" Dmx="49344~57311" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.2f%%',0.00~100.00" Dmx="57568~65535" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Light" Display="'Light %.1f%%',0.0~100.0" Dmx="0~127" /> <Function ID="2" Name="Heavy" Display="'Heavy %.1f%%',0.0~100.0" Dmx="128~255" /> </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="Position" Display="'Position %.1f%%',0.0~100.0" Dmx="8~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation 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="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="128~189" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="194~255" /> </Attribute> <Attribute ID="Colour_Speed" Name="Colour 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="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="32~39" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="40~47" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="48~55" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="56~63" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="64~71" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="72~79" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="80~87" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="88~95" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="96~103" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="104~111" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="112~119" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="120~127" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="128~135" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="136~143" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="144~151" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="152~159" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="160~167" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="168~175" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="176~183" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="184~191" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="192~199" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="200~207" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="208~215" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="216~223" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="224~231" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="232~239" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="240~247" Colour="0,0,0" /> <Function ID="29" Name="Random" Display="'Random'" Dmx="248~255" Colour="0,0,0" /> </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="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="Blade_Speed" Name="Blade 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="Blade_Macro" Name="Blade Macro" Description="" Group="B"> <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_Speed" Name="P/T Speed" Description="" Group="S"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="226~235" /> <Function ID="3" Name="All in Dark" Display="'All in Dark'" Dmx="236~245" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Col Fixed" Display="'Col Fixed'" Dmx="0~0" /> <Function ID="2" Name="Col Index" Display="'Col Index'" Dmx="20~29" /> <Function ID="3" Name="Col/Gobo Index" Display="'Col/Gobo Index'" Dmx="30~39" /> <Function ID="4" Name="Fan Low" Display="'Fan Low'" Dmx="40~59" /> <Function ID="5" Name="Fan High" Display="'Fan High'" Dmx="60~69" /> <Function ID="6" Name="Fan Auto" Display="'Fan Auto'" Dmx="70~79" /> <Function ID="7" Name="Reset All" Display="'Reset All'" Dmx="80~84" /> <Function ID="8" Name="Reset P/T" Display="'Reset P/T'" Dmx="85~87" /> <Function ID="9" Name="Reset Colour" Display="'Reset Colour'" Dmx="88~90" /> <Function ID="10" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="91~93" /> <Function ID="11" Name="Reset Focus/Zoom" Display="'Reset Focus/Zoom'" Dmx="94~96" /> <Function ID="12" Name="Reset Other" Display="'Reset Other'" Dmx="97~99" /> <Function ID="13" Name="900 Hz" Display="'900 Hz'" Dmx="100~100" /> <Function ID="14" Name="910 Hz" Display="'910 Hz'" Dmx="101~101" /> <Function ID="15" Name="920 Hz" Display="'920 Hz'" Dmx="102~102" /> <Function ID="16" Name="930 Hz" Display="'930 Hz'" Dmx="103~103" /> <Function ID="17" Name="940 Hz" Display="'940 Hz'" Dmx="104~104" /> <Function ID="18" Name="950 Hz" Display="'950 Hz'" Dmx="105~105" /> <Function ID="19" Name="960 Hz" Display="'960 Hz'" Dmx="106~106" /> <Function ID="20" Name="970 Hz" Display="'970 Hz'" Dmx="107~107" /> <Function ID="21" Name="980 Hz" Display="'980 Hz'" Dmx="108~108" /> <Function ID="22" Name="990 Hz" Display="'990 Hz'" Dmx="109~109" /> <Function ID="23" Name="1000 Hz" Display="'1000 Hz'" Dmx="110~110" /> <Function ID="24" Name="1010 Hz" Display="'1010 Hz'" Dmx="111~111" /> <Function ID="25" Name="1020 Hz" Display="'1020 Hz'" Dmx="112~112" /> <Function ID="26" Name="1030 Hz" Display="'1030 Hz'" Dmx="113~113" /> <Function ID="27" Name="1040 Hz" Display="'1040 Hz'" Dmx="114~114" /> <Function ID="28" Name="1050 Hz" Display="'1050 Hz'" Dmx="115~115" /> <Function ID="29" Name="1060 Hz" Display="'1060 Hz'" Dmx="116~116" /> <Function ID="30" Name="1070 Hz" Display="'1070 Hz'" Dmx="117~117" /> <Function ID="31" Name="1080 Hz" Display="'1080 Hz'" Dmx="118~118" /> <Function ID="32" Name="1090 Hz" Display="'1090 Hz'" Dmx="119~119" /> <Function ID="33" Name="1100 Hz" Display="'1100 Hz'" Dmx="120~120" /> <Function ID="34" Name="1110 Hz" Display="'1110 Hz'" Dmx="121~121" /> <Function ID="35" Name="1120 Hz" Display="'1120 Hz'" Dmx="122~122" /> <Function ID="36" Name="1130 Hz" Display="'1130 Hz'" Dmx="123~123" /> <Function ID="37" Name="1140 Hz" Display="'1140 Hz'" Dmx="124~124" /> <Function ID="38" Name="1150 Hz" Display="'1150 Hz'" Dmx="125~125" /> <Function ID="39" Name="1160 Hz" Display="'1160 Hz'" Dmx="126~126" /> <Function ID="40" Name="1170 Hz" Display="'1170 Hz'" Dmx="127~127" /> <Function ID="41" Name="1180 Hz" Display="'1180 Hz'" Dmx="128~128" /> <Function ID="42" Name="1190 Hz" Display="'1190 Hz'" Dmx="129~129" /> <Function ID="43" Name="1200 Hz" Display="'1200 Hz'" Dmx="130~130" /> <Function ID="44" Name="1210 Hz" Display="'1210 Hz'" Dmx="131~131" /> <Function ID="45" Name="1220 Hz" Display="'1220 Hz'" Dmx="132~132" /> <Function ID="46" Name="1230 Hz" Display="'1230 Hz'" Dmx="133~133" /> <Function ID="47" Name="1240 Hz" Display="'1240 Hz'" Dmx="134~134" /> <Function ID="48" Name="1250 Hz" Display="'1250 Hz'" Dmx="135~135" /> <Function ID="49" Name="1260 Hz" Display="'1260 Hz'" Dmx="136~136" /> <Function ID="50" Name="1270 Hz" Display="'1270 Hz'" Dmx="137~137" /> <Function ID="51" Name="1280 Hz" Display="'1280 Hz'" Dmx="138~138" /> <Function ID="52" Name="1290 Hz" Display="'1290 Hz'" Dmx="139~139" /> <Function ID="53" Name="1300 Hz" Display="'1300 Hz'" Dmx="140~140" /> <Function ID="54" Name="1310 Hz" Display="'1310 Hz'" Dmx="141~141" /> <Function ID="55" Name="1320 Hz" Display="'1320 Hz'" Dmx="142~142" /> <Function ID="56" Name="1330 Hz" Display="'1330 Hz'" Dmx="143~143" /> <Function ID="57" Name="1340 Hz" Display="'1340 Hz'" Dmx="144~144" /> <Function ID="58" Name="1350 Hz" Display="'1350 Hz'" Dmx="145~145" /> <Function ID="59" Name="1360 Hz" Display="'1360 Hz'" Dmx="146~146" /> <Function ID="60" Name="1370 Hz" Display="'1370 Hz'" Dmx="147~147" /> <Function ID="61" Name="1380 Hz" Display="'1380 Hz'" Dmx="148~148" /> <Function ID="62" Name="1390 Hz" Display="'1390 Hz'" Dmx="149~149" /> <Function ID="63" Name="1400 Hz" Display="'1400 Hz'" Dmx="150~150" /> <Function ID="64" Name="1410 Hz" Display="'1410 Hz'" Dmx="151~151" /> <Function ID="65" Name="1420 Hz" Display="'1420 Hz'" Dmx="152~152" /> <Function ID="66" Name="1430 Hz" Display="'1430 Hz'" Dmx="153~153" /> <Function ID="67" Name="1440 Hz" Display="'1440 Hz'" Dmx="154~154" /> <Function ID="68" Name="1450 Hz" Display="'1450 Hz'" Dmx="155~155" /> <Function ID="69" Name="1460 Hz" Display="'1460 Hz'" Dmx="156~156" /> <Function ID="70" Name="1470 Hz" Display="'1470 Hz'" Dmx="157~157" /> <Function ID="71" Name="1480 Hz" Display="'1480 Hz'" Dmx="158~158" /> <Function ID="72" Name="1490 Hz" Display="'1490 Hz'" Dmx="159~159" /> <Function ID="73" Name="1500 Hz" Display="'1500 Hz'" Dmx="160~160" /> <Function ID="74" Name="2500 Hz" Display="'2500 Hz'" Dmx="161~161" /> <Function ID="75" Name="4000 Hz" Display="'4000 Hz'" Dmx="162~162" /> <Function ID="76" Name="5000 Hz" Display="'5000 Hz'" Dmx="163~163" /> <Function ID="77" Name="6000 Hz" Display="'6000 Hz'" Dmx="164~164" /> <Function ID="78" Name="10000 Hz" Display="'10000 Hz'" Dmx="165~165" /> <Function ID="79" Name="15000 Hz" Display="'15000 Hz'" Dmx="166~166" /> <Function ID="80" Name="20000 Hz" Display="'20000 Hz'" Dmx="167~167" /> <Function ID="81" Name="25000 Hz" Display="'25000 Hz'" Dmx="168~168" /> <Function ID="82" Name="P/T Smooth" Display="'P/T Smooth'" Dmx="181~190" /> <Function ID="83" Name="P/T Fast" Display="'P/T Fast'" Dmx="191~200" /> <Function ID="84" Name="Dim Linear" Display="'Dim Linear'" Dmx="201~210" /> <Function ID="85" Name="Dim Square" Display="'Dim Square'" Dmx="211~220" /> <Function ID="86" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="221~230" /> <Function ID="87" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="231~240" /> <Function ID="88" Name="Program 1" Display="'Program 1'" Dmx="241~241" /> <Function ID="89" Name="Program 2" Display="'Program 2'" Dmx="242~242" /> <Function ID="90" Name="Program 3" Display="'Program 3'" Dmx="243~243" /> <Function ID="91" Name="Program 4" Display="'Program 4'" Dmx="244~244" /> <Function ID="92" Name="Program 5" Display="'Program 5'" Dmx="245~245" /> <Function ID="93" Name="Program 6" Display="'Program 6'" Dmx="246~246" /> <Function ID="94" Name="Program 7" Display="'Program 7'" Dmx="247~247" /> </Attribute> <Attribute ID="xRed" Name="Red" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" /> </Attribute> <Attribute ID="xGreen" Name="Green" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" /> </Attribute> <Attribute ID="xBlue" Name="Blue" Description="" Group="C" Size="2"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" /> </Attribute> </Control> <Mode Name="Standard, 40 DMX" Channels="40"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="a768fada-b6b4-4571-9b3d-877d86bf668f" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="6" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="7" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="8" Wheel="37" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="12" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="14,15" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="17" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="18" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="19,20" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="21,22" Wheel="19" /> <Attribute ID="Shutter" ChannelOffset="23" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="24,25" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="27" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="28" Wheel="169" /> <Attribute ID="Animation" ChannelOffset="29" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="30" Wheel="54" /> <Attribute ID="Blade_TL" ChannelOffset="31" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="32" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="33" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="34" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="35" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="36" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="37" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="38" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="39" Wheel="111" /> <Attribute ID="Control" ChannelOffset="40" Wheel="29" /> <Attribute ID="xRed" ChannelOffset="9" Wheel="40" /> <Attribute ID="xGreen" ChannelOffset="10" Wheel="41" /> <Attribute ID="xBlue" ChannelOffset="11" Wheel="42" /> <Attribute ID="Dim_Mode" ChannelOffset="26" Wheel="26" /> </Include> </Mode> <Mode Name="Extended, 67 DMX" Channels="67"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="0b207095-165a-46ad-be46-a95c0acc7998" /> <Include> <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" /> <Attribute ID="Cyan" ChannelOffset="5,6" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="7,8" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="9,10" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="11,12" Wheel="37" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="19,20" Wheel="8" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="21" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="22,23" Wheel="15" /> <Attribute ID="Gobo2Func" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="24,25" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="26" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="27,28" Wheel="24" /> <Attribute ID="Focus" ChannelOffset="29,30" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="31,32" Wheel="19" /> <Attribute ID="AutoFocus" ChannelOffset="33" Wheel="140" /> <Attribute ID="AutoFocus_Adj" ChannelOffset="34" Wheel="141" /> <Attribute ID="Shutter" ChannelOffset="35" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="36,37" Wheel="1" /> <Attribute ID="Dim_Mode" ChannelOffset="38" Wheel="26" /> <Attribute ID="Iris" ChannelOffset="39,40" Wheel="21" /> <Attribute ID="Frost" ChannelOffset="41" Wheel="169" /> <Attribute ID="Animation" ChannelOffset="42" Wheel="53" /> <Attribute ID="Animation_Rot" ChannelOffset="43" Wheel="54" /> <Attribute ID="Colour_Speed" ChannelOffset="44" Wheel="27" /> <Attribute ID="Colour_Macro" ChannelOffset="45" Wheel="9" /> <Attribute ID="Blade_TL" ChannelOffset="46,47" Wheel="49" /> <Attribute ID="Blade_TR" ChannelOffset="48,49" Wheel="50" /> <Attribute ID="Blade_RT" ChannelOffset="50,51" Wheel="51" /> <Attribute ID="Blade_RB" ChannelOffset="52,53" Wheel="79" /> <Attribute ID="Blade_BR" ChannelOffset="54,55" Wheel="80" /> <Attribute ID="Blade_BL" ChannelOffset="56,57" Wheel="81" /> <Attribute ID="Blade_LB" ChannelOffset="58,59" Wheel="109" /> <Attribute ID="Blade_LT" ChannelOffset="60,61" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="62,63" Wheel="111" /> <Attribute ID="Blade_Speed" ChannelOffset="64" Wheel="28" /> <Attribute ID="Blade_Macro" ChannelOffset="65" Wheel="139" /> <Attribute ID="P/T_Speed" ChannelOffset="66" Wheel="25" /> <Attribute ID="Control" ChannelOffset="67" Wheel="29" /> <Attribute ID="xRed" ChannelOffset="13,14" Wheel="40" /> <Attribute ID="xGreen" ChannelOffset="15,16" Wheel="41" /> <Attribute ID="xBlue" ChannelOffset="17,18" Wheel="42" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:10" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Focus/Zoom"> <Set Channel="Control:11" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:12" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col Index"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Col/Gobo Index"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan Low"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Fan High"> <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="P/T Smooth"> <Set Channel="Control:82" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Control:83" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Linear"> <Set Channel="Control:84" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Square"> <Set Channel="Control:85" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim Inv Square"> <Set Channel="Control:86" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Dim S-Curve"> <Set Channel="Control:87" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="900 Hz"> <Set Channel="Control:13" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="910 Hz"> <Set Channel="Control:14" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="920 Hz"> <Set Channel="Control:15" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="930 Hz"> <Set Channel="Control:16" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="940 Hz"> <Set Channel="Control:17" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="950 Hz"> <Set Channel="Control:18" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="960 Hz"> <Set Channel="Control:19" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="970 Hz"> <Set Channel="Control:20" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="980 Hz"> <Set Channel="Control:21" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="990 Hz"> <Set Channel="Control:22" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1000 Hz"> <Set Channel="Control:23" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1010 Hz"> <Set Channel="Control:24" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1020 Hz"> <Set Channel="Control:25" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1030 Hz"> <Set Channel="Control:26" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1040 Hz"> <Set Channel="Control:27" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1050 Hz"> <Set Channel="Control:28" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1060 Hz"> <Set Channel="Control:29" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1070 Hz"> <Set Channel="Control:30" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1080 Hz"> <Set Channel="Control:31" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1090 Hz"> <Set Channel="Control:32" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1100 Hz"> <Set Channel="Control:33" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1110 Hz"> <Set Channel="Control:34" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1120 Hz"> <Set Channel="Control:35" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1130 Hz"> <Set Channel="Control:36" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1140 Hz"> <Set Channel="Control:37" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1150 Hz"> <Set Channel="Control:38" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1160 Hz"> <Set Channel="Control:39" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1170 Hz"> <Set Channel="Control:40" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1180 Hz"> <Set Channel="Control:41" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1190 Hz"> <Set Channel="Control:42" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1200 Hz"> <Set Channel="Control:43" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1210 Hz"> <Set Channel="Control:44" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1220 Hz"> <Set Channel="Control:45" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1230 Hz"> <Set Channel="Control:46" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1240 Hz"> <Set Channel="Control:47" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1250 Hz"> <Set Channel="Control:48" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1260 Hz"> <Set Channel="Control:49" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1270 Hz"> <Set Channel="Control:50" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1280 Hz"> <Set Channel="Control:51" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1290 Hz"> <Set Channel="Control:52" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1300 Hz"> <Set Channel="Control:53" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1310 Hz"> <Set Channel="Control:54" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1320 Hz"> <Set Channel="Control:55" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1330 Hz"> <Set Channel="Control:56" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1340 Hz"> <Set Channel="Control:57" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1350 Hz"> <Set Channel="Control:58" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1360 Hz"> <Set Channel="Control:59" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1370 Hz"> <Set Channel="Control:60" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1380 Hz"> <Set Channel="Control:61" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1390 Hz"> <Set Channel="Control:62" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1400 Hz"> <Set Channel="Control:63" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1410 Hz"> <Set Channel="Control:64" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1420 Hz"> <Set Channel="Control:65" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1430 Hz"> <Set Channel="Control:66" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1440 Hz"> <Set Channel="Control:67" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1450 Hz"> <Set Channel="Control:68" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1460 Hz"> <Set Channel="Control:69" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1470 Hz"> <Set Channel="Control:70" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1480 Hz"> <Set Channel="Control:71" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1490 Hz"> <Set Channel="Control:72" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="1500 Hz"> <Set Channel="Control:73" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="2500 Hz"> <Set Channel="Control:74" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="4000 Hz"> <Set Channel="Control:75" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="5000 Hz"> <Set Channel="Control:76" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="6000 Hz"> <Set Channel="Control:77" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="10000 Hz"> <Set Channel="Control:78" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="15000 Hz"> <Set Channel="Control:79" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="20000 Hz"> <Set Channel="Control:80" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="25000 Hz"> <Set Channel="Control:81" 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 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:2" /> <Palette ID="15" 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 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="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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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>