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Future Light DMH-200 LED Moving Head (Future Light_DMH-200 LED Moving Head.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="DMH-200 LED Moving Head" ShortName="DMH-200" Company="Future Light"> <Copyright Notice="© Avolites Ltd. 2018" /> <Thumbnail>545730fc-c759-4bc2-803c-3ed1883cca8c</Thumbnail> <History Date="17-06-18" Author="Nic Morris" Comment="Created" /> <History Date="20-06-18" Author="Nic Morris" Comment="Added Atlabase ID's." /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="5b1dd51b-661a-477e-8194-dfe90572fc84" /> <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="P/T_Func" Name="P/T Func" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" /> <Function ID="2" Name="Move in Dark" Display="'Move in Dark'" Dmx="16~31" /> </Attribute> <Attribute ID="Shutter_Func" Name="Shutter Func" Description="" Group="I"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" /> <Function ID="2" Name="Open Pulse" Display="'Open Pulse'" Dmx="16~31" /> <Function ID="3" Name="Close Pulse" Display="'Close Pulse'" Dmx="32~47" /> <Function ID="4" Name="Random" Display="'Random'" Dmx="48~63" /> </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="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="32~223" /> </Attribute> <Attribute ID="Shutter1" 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"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="255,255,255" /> <Function ID="2" Name="Fixed BO" Display="'Fixed BO'" Dmx="16~31" Update="Colour1" Colour="255,255,255" /> <Function ID="3" Name="Bounce" Display="'Bounce'" Dmx="64~79" Update="Colour1" Colour="255,255,255" /> <Function ID="4" Name="Index" Display="'Index'" Dmx="80~111" Update="Colour1" Colour="255,255,255" /> <Function ID="5" Name="Scroll CW" Display="'Scroll CW'" Dmx="32~47" Update="Colour1" Colour="255,255,255" /> <Function ID="6" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="48~63" Update="Colour1" Colour="255,255,255" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="9" Lowlight="5" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18" If="'Colour1Func'<4" /> <Condition Name="Index" ID="19" If="'Colour1Func'==4" /> <Condition Name="Scroll" ID="20" If="'Colour1Func'==5||'Colour1Func'==6" /> <Else ID="21" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="14~27" Colour="255,255,255" /> <Function ID="3" Name="Red" Display="'Red'" Dmx="28~41" Colour="255,0,0" /> <Function ID="4" Name="Rd/ Blu" Display="'Rd/ Blu'" Dmx="42~55" Colour="255,0,0" /> <Function ID="5" Name="Blue" Display="'Blue'" Dmx="56~69" Colour="0,0,255" /> <Function ID="6" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="70~83" Colour="0,0,255" /> <Function ID="7" Name="Green" Display="'Green'" Dmx="84~97" Colour="0,255,0" /> <Function ID="8" Name="Grn/ Yel" Display="'Grn/ Yel'" Dmx="98~111" Colour="0,255,0" /> <Function ID="9" Name="Yellow" Display="'Yellow'" Dmx="112~125" Colour="255,255,0" /> <Function ID="10" Name="Yel/ Pk" Display="'Yel/ Pk'" Dmx="126~139" Colour="255,255,0" /> <Function ID="11" Name="Pink" Display="'Pink'" Dmx="140~153" Colour="255,150,150" /> <Function ID="12" Name="Pk/ L Blu" Display="'Pk/ L Blu'" Dmx="154~167" Colour="255,150,150" /> <Function ID="13" Name="Light Blue" Display="'Light Blue'" Dmx="168~181" Colour="0,128,255" /> <Function ID="14" Name="L Blu/ Org" Display="'L Blu/ Org'" Dmx="182~195" Colour="0,128,255" /> <Function ID="15" Name="Orange" Display="'Orange'" Dmx="196~209" Colour="255,128,0" /> <Function ID="16" Name="Org/ Mag" Display="'Org/ Mag'" Dmx="210~223" Colour="255,128,0" /> <Function ID="17" Name="Magenta" Display="'Magenta'" Dmx="224~237" Colour="255,0,255" /> <Function ID="18" Name="Mag/ Op" Display="'Mag/ Op'" Dmx="238~255" Colour="255,0,255" /> <Function ID="19" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> <Function ID="20" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1Func1" Name="Colour Func" Description="" Group="C" Size="0"> <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour11" Colour="255,255,255" /> <Function ID="2" Name="Fixed BO" Display="'Fixed BO'" Dmx="0~0" Update="Colour11" Colour="255,255,255" /> <Function ID="3" Name="Bounce" Display="'Bounce'" Dmx="0~0" Update="Colour11" Colour="255,255,255" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour11" Colour="255,255,255" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour11" Colour="255,255,255" /> </Attribute> <Attribute ID="Colour11" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" Highlight="9" Lowlight="5" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18" If="'Colour1Func1'==1" /> <Condition Name="Fixed BO" ID="19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36" If="'Colour1Func1'==2" /> <Condition Name="Bounce" ID="37,38,39,40,41,42,43,44,45" If="'Colour1Func1'==3" /> <Condition Name="Scroll" ID="46,47,48,49" If="'Colour1Func1'==4" /> <Else ID="50" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~2" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="3~5" WheelPosition="1" Colour="255,255,255" /> <Function ID="3" Name="Red" Display="'Red'" Dmx="6~8" WheelPosition="2" Colour="255,0,0" /> <Function ID="4" Name="Rd/ Blu" Display="'Rd/ Blu'" Dmx="9~11" WheelPosition="3" Colour="255,0,0" /> <Function ID="5" Name="Blue" Display="'Blue'" Dmx="12~14" WheelPosition="4" Colour="0,0,255" /> <Function ID="6" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="15~17" WheelPosition="5" Colour="0,0,255" /> <Function ID="7" Name="Green" Display="'Green'" Dmx="18~20" WheelPosition="6" Colour="0,255,0" /> <Function ID="8" Name="Grn/ Yel" Display="'Grn/ Yel'" Dmx="21~23" WheelPosition="7" Colour="0,255,0" /> <Function ID="9" Name="Yellow" Display="'Yellow'" Dmx="24~26" WheelPosition="8" Colour="255,255,0" /> <Function ID="10" Name="Yel/ Pk" Display="'Yel/ Pk'" Dmx="27~29" WheelPosition="9" Colour="255,255,0" /> <Function ID="11" Name="Pink" Display="'Pink'" Dmx="30~32" WheelPosition="10" Colour="255,150,150" /> <Function ID="12" Name="Pk/ L Blu" Display="'Pk/ L Blu'" Dmx="33~35" WheelPosition="11" Colour="255,150,150" /> <Function ID="13" Name="Light Blue" Display="'Light Blue'" Dmx="36~38" WheelPosition="12" Colour="0,128,255" /> <Function ID="14" Name="L Blu/ Org" Display="'L Blu/ Org'" Dmx="39~41" WheelPosition="13" Colour="0,128,255" /> <Function ID="15" Name="Orange" Display="'Orange'" Dmx="42~44" WheelPosition="14" Colour="255,128,0" /> <Function ID="16" Name="Org/ Mag" Display="'Org/ Mag'" Dmx="45~47" WheelPosition="15" Colour="255,128,0" /> <Function ID="17" Name="Magenta" Display="'Magenta'" Dmx="48~50" WheelPosition="16" Colour="255,0,255" /> <Function ID="18" Name="Mag/ Op" Display="'Mag/ Op'" Dmx="51~53" WheelPosition="17" Colour="255,0,255" /> <Function ID="19" Name="Open" Display="'Open'" Dmx="54~56" WheelPosition="0" Colour="255,255,255" /> <Function ID="20" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="57~59" WheelPosition="1" Colour="255,255,255" /> <Function ID="21" Name="Red" Display="'Red'" Dmx="60~62" WheelPosition="2" Colour="255,0,0" /> <Function ID="22" Name="Rd/ Blu" Display="'Rd/ Blu'" Dmx="63~65" WheelPosition="3" Colour="255,0,0" /> <Function ID="23" Name="Blue" Display="'Blue'" Dmx="66~68" WheelPosition="4" Colour="0,0,255" /> <Function ID="24" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="69~71" WheelPosition="5" Colour="0,0,255" /> <Function ID="25" Name="Green" Display="'Green'" Dmx="72~74" WheelPosition="6" Colour="0,255,0" /> <Function ID="26" Name="Grn/ Yel" Display="'Grn/ Yel'" Dmx="75~77" WheelPosition="7" Colour="0,255,0" /> <Function ID="27" Name="Yellow" Display="'Yellow'" Dmx="78~80" WheelPosition="8" Colour="255,255,0" /> <Function ID="28" Name="Yel/ Pk" Display="'Yel/ Pk'" Dmx="81~83" WheelPosition="9" Colour="255,255,0" /> <Function ID="29" Name="Pink" Display="'Pink'" Dmx="84~86" WheelPosition="10" Colour="255,150,150" /> <Function ID="30" Name="Pk/ L Blu" Display="'Pk/ L Blu'" Dmx="87~89" WheelPosition="11" Colour="255,150,150" /> <Function ID="31" Name="Light Blue" Display="'Light Blue'" Dmx="90~92" WheelPosition="12" Colour="0,128,255" /> <Function ID="32" Name="L Blu/ Org" Display="'L Blu/ Org'" Dmx="93~95" WheelPosition="13" Colour="0,128,255" /> <Function ID="33" Name="Orange" Display="'Orange'" Dmx="96~98" WheelPosition="14" Colour="255,128,0" /> <Function ID="34" Name="Org/ Mag" Display="'Org/ Mag'" Dmx="99~101" WheelPosition="15" Colour="255,128,0" /> <Function ID="35" Name="Magenta" Display="'Magenta'" Dmx="102~104" WheelPosition="16" Colour="255,0,255" /> <Function ID="36" Name="Mag/ Op" Display="'Mag/ Op'" Dmx="105~106" WheelPosition="17" Colour="255,0,255" /> <Function ID="37" Name="Op/ Rd" Display="'Op/ Rd'" Dmx="107~119" WheelPosition="1" Colour="255,255,255" /> <Function ID="38" Name="Rd/ Blu" Display="'Rd/ Blu'" Dmx="120~132" WheelPosition="3" Colour="255,0,0" /> <Function ID="39" Name="Blu/ Grn" Display="'Blu/ Grn'" Dmx="133~145" WheelPosition="5" Colour="0,0,255" /> <Function ID="40" Name="Grn/ Yel" Display="'Grn/ Yel'" Dmx="146~158" WheelPosition="7" Colour="0,255,0" /> <Function ID="41" Name="Yel/ Pk" Display="'Yel/ Pk'" Dmx="159~171" WheelPosition="9" Colour="255,255,0" /> <Function ID="42" Name="Pk/ L Blu" Display="'Pk/ L Blu'" Dmx="172~184" WheelPosition="11" Colour="255,150,150" /> <Function ID="43" Name="L Blu/ Org" Display="'L Blu/ Org'" Dmx="185~197" WheelPosition="13" Colour="0,128,255" /> <Function ID="44" Name="Org/ Mag" Display="'Org/ Mag'" Dmx="198~210" WheelPosition="15" Colour="255,128,0" /> <Function ID="45" Name="Mag/ Op" Display="'Mag/ Op'" Dmx="211~223" WheelPosition="17" Colour="255,0,255" /> <Function ID="46" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="47" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="239~224" Colour="0,0,0" /> <Function ID="48" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="49" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="240~255" Colour="0,0,0" /> <Function ID="50" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 1 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" /> <Function ID="2" Name="Fixed BO" Display="'Fixed BO'" Dmx="16~31" Update="Gobo1" /> <Function ID="3" Name="Shake" Display="'Shake'" Dmx="80~95" Update="Gobo1" /> <Function ID="4" Name="Index" Display="'Index'" Dmx="64~79" Update="Gobo1" /> <Function ID="5" Name="Scroll CW" Display="'Scroll CW'" Dmx="32~47" Update="Gobo1" /> <Function ID="6" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="48~63" Update="Gobo1" /> <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1" /> </Attribute> <Attribute ID="Gobo1" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" 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" /> <Condition Name="Index" ID="17" If="'Gobo1Func'==4" /> <Condition Name="Scroll" ID="18,19" If="'Gobo1Func'==5||'Gobo1Func'==6" /> <Else ID="20" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~63" WheelPosition="1"> <Swatch>11b922e1-be6f-4a1f-a9e6-f30b0cfd0207</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="64~95" WheelPosition="2"> <Swatch>9304f3b7-bb45-4365-a687-0a87e8279daf</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="96~127" WheelPosition="3"> <Swatch>f212237e-60ec-4901-9677-17fd9a80da84</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="128~159" WheelPosition="4"> <Swatch>f2a88931-b2ce-438d-9db4-3893dc381970</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="160~191" WheelPosition="5"> <Swatch>32574389-f745-4e56-b570-5814b6461314</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="192~223" WheelPosition="6"> <Swatch>83fd6c7c-ad69-4f1b-84bb-a6bcac4ee452</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="224~255" WheelPosition="7"> <Swatch>92258115-b2d3-44ed-a7bb-f89fe25166d6</Swatch> </Function> <Function ID="9" Name="Open Shake" Display="'Open Shake %.f%%',0~100" Dmx="0~31" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="32~63" WheelPosition="1"> <Swatch>11b922e1-be6f-4a1f-a9e6-f30b0cfd0207</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="64~95" WheelPosition="2"> <Swatch>9304f3b7-bb45-4365-a687-0a87e8279daf</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="96~127" WheelPosition="3"> <Swatch>f212237e-60ec-4901-9677-17fd9a80da84</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="128~159" WheelPosition="4"> <Swatch>f2a88931-b2ce-438d-9db4-3893dc381970</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="160~191" WheelPosition="5"> <Swatch>32574389-f745-4e56-b570-5814b6461314</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="192~223" WheelPosition="6"> <Swatch>83fd6c7c-ad69-4f1b-84bb-a6bcac4ee452</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="224~255" WheelPosition="7"> <Swatch>92258115-b2d3-44ed-a7bb-f89fe25166d6</Swatch> </Function> <Function ID="17" Name="Index" Display="'%.f%%',0~100" Dmx="0~255" /> <Function ID="18" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="19" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="8~255" /> <Function ID="20" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo_1_Rot_Fnc" Name="Gobo 1 Rot Fnc" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Gobo1Rot" /> <Function ID="2" Name="Spin CW" Display="'Spin CW'" Dmx="16~31" Update="Gobo1Rot" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW'" Dmx="32~47" Update="Gobo1Rot" /> <Function ID="4" Name="Anim CW" Display="'Anim CW'" Dmx="48~63" Update="Gobo1Rot" /> <Function ID="5" Name="Anim BO CW" Display="'Anim BO CW'" Dmx="64~79" Update="Gobo1Rot" /> <Function ID="6" Name="Anim CCW" Display="'Anim CCW'" Dmx="80~95" Update="Gobo1Rot" /> <Function ID="7" Name="Anim BO CCW" Display="'Anim BO CCW'" Dmx="96~111" Update="Gobo1Rot" /> <Function ID="8" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Gobo1Rot" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 1 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo_1_Rot_Fnc'==1" /> <Condition Name="Spin" ID="2,3" If="'Gobo_1_Rot_Fnc'==2||'Gobo_1_Rot_Fnc'==3" /> <Condition Name="Anim" ID="4" If="'Gobo_1_Rot_Fnc'>3&&'Gobo_1_Rot_Fnc'<8" /> <Else ID="5" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="0~0" /> <Function ID="3" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="8~255" /> <Function ID="4" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Func1" 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="Gobo11, Gobo1Rot1" /> <Function ID="2" Name="Fixed Spin" Display="'Fixed Spin'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="3" Name="Fixed Anim" Display="'Fixed Anim'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="4" Name="Fixed BO Index" Display="'Fixed BO Index'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="5" Name="Fixed BO Spin" Display="'Fixed BO Spin'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="6" Name="Fixed BO Anim" Display="'Fixed BO Anim'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="7" Name="Shake Index" Display="'Shake Index'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="8" Name="Shake Spin" Display="'Shake Spin'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="9" Name="Shake Anim" Display="'Shake Anim'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="10" Name="Scroll Index" Display="'Scroll Index'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="11" Name="Scroll Spin" Display="'Scroll Spin'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="12" Name="Scroll Anim" Display="'Scroll Anim'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> <Function ID="13" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo11, Gobo1Rot1" /> </Attribute> <Attribute ID="Gobo11" Name="Gobo 1" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func1'==1||'Gobo1Func1'==2||'Gobo1Func1'==3" /> <Condition Name="Fixed BO" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func1'==4||'Gobo1Func1'==5||'Gobo1Func1'==6" /> <Condition Name="Shake" ID="17,18,19,20,21,22,23,24" If="'Gobo1Func1'==7||'Gobo1Func1'==8||'Gobo1Func1'==9" /> <Condition Name="Scroll" ID="25,26,27,28" If="'Gobo1Func1'==10||'Gobo1Func1'==11||'Gobo1Func1'==12" /> <Else ID="29" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~11" WheelPosition="1"> <Swatch>11b922e1-be6f-4a1f-a9e6-f30b0cfd0207</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="12~17" WheelPosition="2"> <Swatch>9304f3b7-bb45-4365-a687-0a87e8279daf</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="18~23" WheelPosition="3"> <Swatch>f212237e-60ec-4901-9677-17fd9a80da84</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="24~29" WheelPosition="4"> <Swatch>f2a88931-b2ce-438d-9db4-3893dc381970</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="30~35" WheelPosition="5"> <Swatch>32574389-f745-4e56-b570-5814b6461314</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="36~41" WheelPosition="6"> <Swatch>83fd6c7c-ad69-4f1b-84bb-a6bcac4ee452</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="42~47" WheelPosition="7"> <Swatch>92258115-b2d3-44ed-a7bb-f89fe25166d6</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="48~53" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="10" Name="Gobo 1" Display="'Gobo 1'" Dmx="54~59" WheelPosition="1"> <Swatch>11b922e1-be6f-4a1f-a9e6-f30b0cfd0207</Swatch> </Function> <Function ID="11" Name="Gobo 2" Display="'Gobo 2'" Dmx="60~65" WheelPosition="2"> <Swatch>9304f3b7-bb45-4365-a687-0a87e8279daf</Swatch> </Function> <Function ID="12" Name="Gobo 3" Display="'Gobo 3'" Dmx="66~71" WheelPosition="3"> <Swatch>f212237e-60ec-4901-9677-17fd9a80da84</Swatch> </Function> <Function ID="13" Name="Gobo 4" Display="'Gobo 4'" Dmx="72~77" WheelPosition="4"> <Swatch>f2a88931-b2ce-438d-9db4-3893dc381970</Swatch> </Function> <Function ID="14" Name="Gobo 5" Display="'Gobo 5'" Dmx="78~83" WheelPosition="5"> <Swatch>32574389-f745-4e56-b570-5814b6461314</Swatch> </Function> <Function ID="15" Name="Gobo 6" Display="'Gobo 6'" Dmx="84~89" WheelPosition="6"> <Swatch>83fd6c7c-ad69-4f1b-84bb-a6bcac4ee452</Swatch> </Function> <Function ID="16" Name="Gobo 7" Display="'Gobo 7'" Dmx="90~97" WheelPosition="7"> <Swatch>92258115-b2d3-44ed-a7bb-f89fe25166d6</Swatch> </Function> <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="98~115" WheelPosition="1"> <Swatch>11b922e1-be6f-4a1f-a9e6-f30b0cfd0207</Swatch> </Function> <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="116~133" WheelPosition="2"> <Swatch>9304f3b7-bb45-4365-a687-0a87e8279daf</Swatch> </Function> <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="134~151" WheelPosition="3"> <Swatch>f212237e-60ec-4901-9677-17fd9a80da84</Swatch> </Function> <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="152~169" WheelPosition="4"> <Swatch>f2a88931-b2ce-438d-9db4-3893dc381970</Swatch> </Function> <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="170~187" WheelPosition="5"> <Swatch>32574389-f745-4e56-b570-5814b6461314</Swatch> </Function> <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="188~205" WheelPosition="6"> <Swatch>83fd6c7c-ad69-4f1b-84bb-a6bcac4ee452</Swatch> </Function> <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="206~223" WheelPosition="7"> <Swatch>92258115-b2d3-44ed-a7bb-f89fe25166d6</Swatch> </Function> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="224~224" /> <Function ID="26" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="239~225" /> <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="240~240" /> <Function ID="28" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="241~255" /> <Function ID="29" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot1" Name="Gobo 1 Rot" Description="" Group="G"> <Locate Locate="1:0" PowerOn="1:0" /> <Condition Name="Index" ID="1" If="'Gobo1Func1'==1||'Gobo1Func1'==4||'Gobo1Func1'==7||'Gobo1Func1'==10" /> <Condition Name="Spin" ID="2,3,4,5" If="'Gobo1Func1'==2||'Gobo1Func1'==5||'Gobo1Func1'==8||'Gobo1Func1'==11" /> <Condition Name="Anim" ID="6,7,8,9" If="'Gobo1Func1'==3||'Gobo1Func1'==6||'Gobo1Func1'==9||'Gobo1Func1'==12" /> <Else ID="10" /> <Function ID="1" Name="Index" Display="'%.1f%%',0.0~100.0" Dmx="0~191" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="224~224" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="239~225" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="240~240" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="241~255" /> <Function ID="6" Name="No Anim" Display="'No Anim'" Dmx="0~0" /> <Function ID="7" Name="Anim CW" Display="'Anim CW %.f%%',100~0" Dmx="207~192" /> <Function ID="8" Name="No Anim" Display="'No Anim'" Dmx="0~0" /> <Function ID="9" Name="Anim CCW" Display="'Anim CCW %.f%%',0~100" Dmx="208~223" /> <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func" Name="Gobo 2 Func" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo2" /> <Function ID="2" Name="Fixed BO" Display="'Fixed BO'" Dmx="16~31" Update="Gobo2" /> <Function ID="3" Name="Shake" Display="'Shake'" Dmx="80~95" Update="Gobo2" /> <Function ID="4" Name="Index" Display="'Index'" Dmx="64~79" Update="Gobo2" /> <Function ID="5" Name="Scroll CW" Display="'Scroll CW'" Dmx="32~47" Update="Gobo2" /> <Function ID="6" Name="Scroll CCW" Display="'Scroll CCW'" Dmx="48~63" Update="Gobo2" /> <Function ID="7" 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||'Gobo2Func'==2" /> <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func'==3" /> <Condition Name="Index" ID="17" If="'Gobo2Func'==4" /> <Condition Name="Scroll" ID="18" If="'Gobo2Func'==5||'Gobo2Func'==6" /> <Else ID="19" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="32~63" WheelPosition="1"> <Swatch>80d8ea07-e3e3-4a38-b2ab-5295673b1968</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="64~95" WheelPosition="2"> <Swatch>90d4bc63-2817-4be3-8566-885969b9e0de</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="96~127" WheelPosition="3"> <Swatch>5672c08e-e49b-47f1-ba50-4273f5c36b27</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="128~159" WheelPosition="4"> <Swatch>117d3d5c-fc05-4c14-baa3-4f649d1c09b3</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="160~191" WheelPosition="5"> <Swatch>ba3779ad-db9c-4811-a1a9-7c9dd801b17e</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="192~223" WheelPosition="6"> <Swatch>86908bf6-048c-4d0a-badf-d3a4971f969f</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="224~255" WheelPosition="7"> <Swatch>1335a9e4-b33c-4063-8eb0-b65d1856c4fa</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open %.f%%',0~100" Dmx="0~31" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="32~63" WheelPosition="1"> <Swatch>80d8ea07-e3e3-4a38-b2ab-5295673b1968</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="64~95" WheelPosition="2"> <Swatch>90d4bc63-2817-4be3-8566-885969b9e0de</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="96~127" WheelPosition="3"> <Swatch>5672c08e-e49b-47f1-ba50-4273f5c36b27</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="128~159" WheelPosition="4"> <Swatch>117d3d5c-fc05-4c14-baa3-4f649d1c09b3</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="160~191" WheelPosition="5"> <Swatch>ba3779ad-db9c-4811-a1a9-7c9dd801b17e</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="192~223" WheelPosition="6"> <Swatch>86908bf6-048c-4d0a-badf-d3a4971f969f</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="224~255" WheelPosition="7"> <Swatch>1335a9e4-b33c-4063-8eb0-b65d1856c4fa</Swatch> </Function> <Function ID="17" Name="Index" Display="'%.f%%',0~100" Dmx="0~255" /> <Function ID="18" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo2Func1" 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="Gobo21" /> <Function ID="2" Name="Fixed BO" Display="'Fixed BO'" Dmx="0~0" Update="Gobo21" /> <Function ID="3" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo21" /> <Function ID="4" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo21" /> <Function ID="5" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo21" /> </Attribute> <Attribute ID="Gobo21" Name="Gobo 2" Description="" Group="G"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo2Func1'==1" /> <Condition Name="Fixed BO" ID="9,10,11,12,13,14,15,16" If="'Gobo2Func1'==2" /> <Condition Name="Shake" ID="17,18,19,20,21,22,23,24" If="'Gobo2Func1'==3" /> <Condition Name="Scroll" ID="25,26,27,28" If="'Gobo2Func1'==4" /> <Else ID="29" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="6~11" WheelPosition="1"> <Swatch>80d8ea07-e3e3-4a38-b2ab-5295673b1968</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="12~17" WheelPosition="2"> <Swatch>90d4bc63-2817-4be3-8566-885969b9e0de</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="18~23" WheelPosition="3"> <Swatch>5672c08e-e49b-47f1-ba50-4273f5c36b27</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="24~29" WheelPosition="4"> <Swatch>117d3d5c-fc05-4c14-baa3-4f649d1c09b3</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="30~35" WheelPosition="5"> <Swatch>ba3779ad-db9c-4811-a1a9-7c9dd801b17e</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="36~41" WheelPosition="6"> <Swatch>86908bf6-048c-4d0a-badf-d3a4971f969f</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="42~47" WheelPosition="7"> <Swatch>1335a9e4-b33c-4063-8eb0-b65d1856c4fa</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="48~53" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="10" Name="Gobo 1" Display="'Gobo 1'" Dmx="54~59" WheelPosition="1"> <Swatch>80d8ea07-e3e3-4a38-b2ab-5295673b1968</Swatch> </Function> <Function ID="11" Name="Gobo 2" Display="'Gobo 2'" Dmx="60~65" WheelPosition="2"> <Swatch>90d4bc63-2817-4be3-8566-885969b9e0de</Swatch> </Function> <Function ID="12" Name="Gobo 3" Display="'Gobo 3'" Dmx="66~71" WheelPosition="3"> <Swatch>5672c08e-e49b-47f1-ba50-4273f5c36b27</Swatch> </Function> <Function ID="13" Name="Gobo 4" Display="'Gobo 4'" Dmx="72~77" WheelPosition="4"> <Swatch>117d3d5c-fc05-4c14-baa3-4f649d1c09b3</Swatch> </Function> <Function ID="14" Name="Gobo 5" Display="'Gobo 5'" Dmx="78~83" WheelPosition="5"> <Swatch>ba3779ad-db9c-4811-a1a9-7c9dd801b17e</Swatch> </Function> <Function ID="15" Name="Gobo 6" Display="'Gobo 6'" Dmx="84~89" WheelPosition="6"> <Swatch>86908bf6-048c-4d0a-badf-d3a4971f969f</Swatch> </Function> <Function ID="16" Name="Gobo 7" Display="'Gobo 7'" Dmx="90~97" WheelPosition="7"> <Swatch>1335a9e4-b33c-4063-8eb0-b65d1856c4fa</Swatch> </Function> <Function ID="17" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>fe548814-c1b3-4cb9-8a5d-10c1874ee5f6</Swatch> </Function> <Function ID="18" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="98~115" WheelPosition="1"> <Swatch>80d8ea07-e3e3-4a38-b2ab-5295673b1968</Swatch> </Function> <Function ID="19" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="116~133" WheelPosition="2"> <Swatch>90d4bc63-2817-4be3-8566-885969b9e0de</Swatch> </Function> <Function ID="20" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="134~151" WheelPosition="3"> <Swatch>5672c08e-e49b-47f1-ba50-4273f5c36b27</Swatch> </Function> <Function ID="21" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="152~169" WheelPosition="4"> <Swatch>117d3d5c-fc05-4c14-baa3-4f649d1c09b3</Swatch> </Function> <Function ID="22" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="170~187" WheelPosition="5"> <Swatch>ba3779ad-db9c-4811-a1a9-7c9dd801b17e</Swatch> </Function> <Function ID="23" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="188~205" WheelPosition="6"> <Swatch>86908bf6-048c-4d0a-badf-d3a4971f969f</Swatch> </Function> <Function ID="24" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="206~223" WheelPosition="7"> <Swatch>1335a9e4-b33c-4063-8eb0-b65d1856c4fa</Swatch> </Function> <Function ID="25" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="26" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="239~224" /> <Function ID="27" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" /> <Function ID="28" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="240~255" /> <Function ID="29" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </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="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~4" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Frost" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="16~31" /> <Function ID="3" Name="7.5m" Display="'7.5m'" Dmx="32~47" /> <Function ID="4" Name="10m" Display="'10m'" Dmx="48~63" /> <Function ID="5" Name="15m" Display="'15m'" Dmx="64~79" /> <Function ID="6" Name=">20m" Display="'>20m'" Dmx="80~95" /> </Attribute> <Attribute ID="Focus" Name="Focus" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Zoom" Name="Zoom" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Iris_Func" Name="Iris Func" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Index" Display="'Index'" Dmx="0~0" Update="Iris" /> <Function ID="2" Name="Op Pls Short" Display="'Op Pls Short'" Dmx="16~31" Update="Iris" /> <Function ID="3" Name="Op Pls Long" Display="'Op Pls Long'" Dmx="32~47" Update="Iris" /> <Function ID="4" Name="Cl Pls Short" Display="'Cl Pls Short'" Dmx="48~63" Update="Iris" /> <Function ID="5" Name="Cl Pls Long" Display="'Cl Pls Long'" Dmx="64~79" Update="Iris" /> <Function ID="6" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Update="Iris" /> </Attribute> <Attribute ID="Iris" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Condition Name="Index" ID="1" If="'Iris_Func'==1" /> <Condition Name="Speed" ID="2" If="'Iris_Func'>1&&'Iris_Func'<6" /> <Else ID="3" /> <Function ID="1" Name="Iris" Display="'%.1f%%',0.0~100.0" Dmx="255~0" /> <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="3" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Iris1" Name="Iris" Description="" Group="B"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Iris" Display="'Iris %.1f%%',0.0~100.0" Dmx="191~0" /> <Function ID="2" Name="Op Pls Short" Display="'Op Pls Short %.f%%',0~100" Dmx="192~207" /> <Function ID="3" Name="Op Pls Long" Display="'Op Pls Long %.f%%',0~100" Dmx="208~223" /> <Function ID="4" Name="Cl Pls Short" Display="'Cl Pls Short %.f%%',0~100" Dmx="224~239" /> <Function ID="5" Name="Cl Pls Long" Display="'Cl Pls Long %.f%%',0~100" Dmx="240~255" /> </Attribute> <Attribute ID="Control" Name="Control" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reset All" Display="'Reset All'" Dmx="8~15" /> <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="16~23" /> <Function ID="4" Name="Reset Colour" Display="'Reset Colour'" Dmx="24~31" /> <Function ID="5" Name="Reset Gobo" Display="'Reset Gobo'" Dmx="32~39" /> <Function ID="6" Name="Reset Other" Display="'Reset Other'" Dmx="48~55" /> <Function ID="7" Name="Display Off" Display="'Display Off'" Dmx="56~63" /> <Function ID="8" Name="Display On" Display="'Display On'" Dmx="64~71" /> <Function ID="9" Name="Hibernate" Display="'Hibernate'" Dmx="88~95" /> </Attribute> </Control> <Mode Name="Standard, 24 DMX" Channels="24"> <Import PearlRef="FUDM2001" 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="46b71f02-f7db-4055-998f-9d26d6bc8649" /> <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_Func" ChannelOffset="6" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" /> <Attribute ID="Colour1Func" ChannelOffset="9" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="10" Wheel="8" /> <Attribute ID="Gobo1Func" ChannelOffset="11" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="12" Wheel="14" /> <Attribute ID="Gobo_1_Rot_Fnc" ChannelOffset="13" Wheel="15" /> <Attribute ID="Gobo1Rot" ChannelOffset="14" Wheel="43" /> <Attribute ID="Gobo2Func" ChannelOffset="15" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="16" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="17" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="18" Wheel="51" /> <Attribute ID="AutoFocus" ChannelOffset="19" Wheel="20" /> <Attribute ID="Focus" ChannelOffset="20" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="21" Wheel="19" /> <Attribute ID="Iris_Func" ChannelOffset="22" Wheel="49" /> <Attribute ID="Iris" ChannelOffset="23" Wheel="50" /> <Attribute ID="Control" ChannelOffset="24" Wheel="28" /> </Include> </Mode> <Mode Name="Extended, 25 DMX" Channels="25"> <Import PearlRef="FUDM2002" 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="d4a2d2a7-744a-4095-ab83-cb16589e18dd" /> <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="P/T_Func" ChannelOffset="6" Wheel="26" /> <Attribute ID="Shutter_Func" ChannelOffset="7" Wheel="4" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="9" Wheel="1" /> <Attribute ID="Colour1Func" ChannelOffset="10" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="11" Wheel="8" /> <Attribute ID="Gobo1Func" ChannelOffset="12" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="13" Wheel="14" /> <Attribute ID="Gobo_1_Rot_Fnc" ChannelOffset="14" Wheel="15" /> <Attribute ID="Gobo1Rot" ChannelOffset="15" Wheel="43" /> <Attribute ID="Gobo2Func" ChannelOffset="16" Wheel="16" /> <Attribute ID="Gobo2" ChannelOffset="17" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="18" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="19" Wheel="51" /> <Attribute ID="AutoFocus" ChannelOffset="20" Wheel="20" /> <Attribute ID="Focus" ChannelOffset="21" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="22" Wheel="19" /> <Attribute ID="Iris_Func" ChannelOffset="23" Wheel="49" /> <Attribute ID="Iris" ChannelOffset="24" Wheel="50" /> <Attribute ID="Control" ChannelOffset="25" Wheel="28" /> </Include> </Mode> <Mode Name="Basic (8bit), 15 DMX" Channels="15"> <Import PearlRef="FUDM2003" 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="5fa9b755-7458-4035-84a3-2a33953d70b4" /> <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="Shutter1" ChannelOffset="4" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> <Attribute ID="Colour1Func1" Wheel="7" /> <Attribute ID="Colour11" ChannelOffset="6" Wheel="8" /> <Attribute ID="Gobo1Func1" Wheel="13" /> <Attribute ID="Gobo11" ChannelOffset="7" Wheel="14" /> <Attribute ID="Gobo1Rot1" ChannelOffset="8" Wheel="43" /> <Attribute ID="Gobo2Func1" Wheel="16" /> <Attribute ID="Gobo21" ChannelOffset="9" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="10" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="11" Wheel="51" /> <Attribute ID="Focus" ChannelOffset="12" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="13" Wheel="19" /> <Attribute ID="Iris1" ChannelOffset="14" Wheel="50" /> <Attribute ID="Control" ChannelOffset="15" Wheel="28" /> </Include> </Mode> <Mode Name="Basic (16bit), 17 DMX" Channels="17"> <Import PearlRef="FUDM2004" 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="c5323af5-a342-4e36-9b57-f82849b41bb7" /> <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="Shutter1" ChannelOffset="6" Wheel="5" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Colour1Func1" Wheel="7" /> <Attribute ID="Colour11" ChannelOffset="8" Wheel="8" /> <Attribute ID="Gobo1Func1" Wheel="13" /> <Attribute ID="Gobo11" ChannelOffset="9" Wheel="14" /> <Attribute ID="Gobo1Rot1" ChannelOffset="10" Wheel="43" /> <Attribute ID="Gobo2Func1" Wheel="16" /> <Attribute ID="Gobo21" ChannelOffset="11" Wheel="17" /> <Attribute ID="Prism" ChannelOffset="12" Wheel="23" /> <Attribute ID="Frost" ChannelOffset="13" Wheel="51" /> <Attribute ID="Focus" ChannelOffset="14" Wheel="21" /> <Attribute ID="Zoom" ChannelOffset="15" Wheel="19" /> <Attribute ID="Iris1" ChannelOffset="16" Wheel="50" /> <Attribute ID="Control" ChannelOffset="17" Wheel="28" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Control:2" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Control:3" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Colour"> <Set Channel="Control:4" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Gobo"> <Set Channel="Control:5" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Reset Other"> <Set Channel="Control:6" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display Off"> <Set Channel="Control:7" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Display On"> <Set Channel="Control:8" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> <Macro Name="Hibernate"> <Set Channel="Control:9" Delay="6000" /> <Set Channel="Control:1" Delay="0" /> </Macro> </Macro> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:15,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:9,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="8" Name="Light Blue" Number="6" Page="1" SetControl="Colour1:13,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Colour1:13,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="12" Name="Magenta" Number="10" Page="1" SetControl="Colour1:17,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="14" Name="Pink" Number="8" Page="1" SetControl="Colour1:11,Colour1Func:1,Colour11:1,Colour1Func1:1" /> <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1,Colour11:1,Colour1Func1:1" /> </Group> <Group Name="Gobo"> <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="9" Name="Gobo 1" Number="19" Page="1" SetControl="Gobo11:2,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="10" Name="Gobo 2" Number="20" Page="1" SetControl="Gobo11:3,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="11" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo11:4,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="12" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo11:5,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="13" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo11:6,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="14" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo11:7,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="15" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo11:8,Gobo1Func1:2,Gobo1:1,Gobo1Func:1,Gobo2:1,Gobo2Func:1,Gobo21:1,Gobo2Func1:1" /> <Palette ID="16" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo2:2,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:1" /> <Palette ID="17" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo2:3,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:1" /> <Palette ID="18" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo2:4,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:1" /> <Palette ID="19" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo2:5,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:1" /> <Palette ID="20" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo2:6,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:1" /> <Palette ID="21" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo2:7,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:1" /> <Palette ID="22" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo2:8,Gobo2Func:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo21:1,Gobo2Func1:1" /> <Palette ID="23" Name="Gobo 1" Number="0" Page="1" SetControl="Gobo21:2,Gobo2Func1:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="24" Name="Gobo 2" Number="0" Page="1" SetControl="Gobo21:3,Gobo2Func1:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="25" Name="Gobo 3" Number="0" Page="1" SetControl="Gobo21:4,Gobo2Func1:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="26" Name="Gobo 4" Number="0" Page="1" SetControl="Gobo21:5,Gobo2Func1:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="27" Name="Gobo 5" Number="0" Page="1" SetControl="Gobo21:6,Gobo2Func1:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="28" Name="Gobo 6" Number="0" Page="1" SetControl="Gobo21:7,Gobo2Func1:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1" /> <Palette ID="29" Name="Gobo 7" Number="0" Page="1" SetControl="Gobo21:8,Gobo2Func1:1,Gobo1:1,Gobo1Func:1,Gobo11:1,Gobo1Func1:2,Gobo2:1,Gobo2Func:1" /> </Group> <Group Name="Position"> <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" /> <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" /> <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" /> <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" /> <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" /> <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" /> <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" /> <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" /> <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" /> </Group> <Group Name="Beam"> <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" /> <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" /> <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" /> <Palette ID="7" Name="Frost Off" Number="47" Page="1" SetControl="Frost:1:0" /> <Palette ID="8" Name="Frost Full" Number="48" Page="1" SetControl="Frost:1:100" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</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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RgDdxPFlK4dpJk4AUAh5YnmFe8xDhPjAvC10SNB4LOFELLQ6+F8YkUGGdlRQUpEKZVqLOAGvxsYZjGPxfAvnDJL54SHMFw26ZOp0ZOAsEIPBOAdh2jBKwmUcIaGqLlBjiHXcY/fWBLoyejs1q4l3AILimPdpBgVuI+qAGwyXCMMm26vEHEQslSQkJc0YA0yHKtieVAVAStGYFzy7v3wqXlCGY1jRplKr4yso4ZadLWg08C8dCKSDBsLzRxrkC4Cp/iu+++6+LwcOk8flAEk3NmdfnSxPZZGG4ZxRDPMQRTn5Rgrc3jIzysiMAeIrHW5v0C1LEYOHCg0rQ5XCA1gVPy+L/7Ixh1i5y55Ym9kczBymS33XZTU9uqq66qRG04TKM08l999ZW6wWGg/fITEpAuh1UKFQWk8ZEU628LSKA+nArIIoC/+/UwcMQWSrPjPkFaTJgcElXgEpx6Lkgw5+BLPvnkk3mcqkKAjpk2MF4CWIZg1qfHKlR6KE75BGuo+ymGYTRCOgYoQzerIVQEeP5LdVOqygbCbablpDBHDOO/ilPV5DxOBDVRG8t8T70G3AJpHKlcHGWREAFWlhBPKYFBAScqmd9pBIssCBBNErXRtHvrwy1GsAayJWZIkLZFMmxaoB8j3Yvmq0zjUrKqYAfMONxrBAJZ9iJggEFRTK0QFmwagFMNIFhdnXdTu8AWICs1EEjMQApt2clXBQ/EMKlkFK6snQUUSiEArjk41NUmmO3QD70JDzIpZjj8GNWqYAfU/Mf/6G8ybxOITCFZoVzVEPQIhu/KlVKC41LG6ZRTTlHTZ3nYyL1UgVOWqAk1v1wKDggDmhAscYsLki1cgwwlyjihfSIGF+VkrUJhEDLD5LA5HRbCjjvuqBzl5DkkoA4EixUYYtzpJL3aABdNBhA2GrIflyn6FQXUW0VCnmdFborakXeqUXy4ZuII1qRJE7XEzRNkFBNjpFYV0uhgGacqlIGHzOqQUgl0zLxBqQYNgqkRLHbtmldybRiMnKw06ZkM/SQ9VFTdlwlQ8+KLpPpN2nr+NtC1a1dVwiqhUN0aECx2eGrRooXVCzMFxio9FTcJagxX2++VB7AgQtBJJcJiAy8Aiz9kPzGolVjgIM/s7TgwbZL2TwW+YuwFVGwQ3iECUqx0wSiwoUMSEglWjPm9EPDBkIBaGQlGJARpTnlDIsEoWZl37mMUsL9YYZKuVhlBBR5MBLKpSoVoOjHJRIKxgstSudgGmBrx9rP7RmUG0Y5nn31WxRXJcM+r2nYh6DyPRIJRSdm04K0tkO0CsVBhVPT8R12g6GXRgyqF7C20+8UATnGdvMlEgrFKwGObpy1GCcnhw4cr10RFlURnxQcffKC89ziluVd5T5u6iTaJBKP8NkMzvhfX8LOKiXNVOVeTwf0ijsu0yb7jhPTyKJDCAKC7wwkEQ/Qd6wuDra4JRo/Ethg/fnzym6uwDNDtk6SL9Ik8R0qOugSlTDVzBb6BYIixYgk2ffr0pfJn2yCjiHKS2BNRu1hUQR/z589XDmkKBF9xxRXKpeMC5Lxq4hcINl+22FKFpDlRHdCm6JDhnWA2Mp24EuVVMAP3lXIKbKyKbAfNnc39Njn+o48+qvv2+RBMy4pm1w1bBEMNiT68oibNlgKYDVCeQrShQ4equG7ZfrLZQF04g5yKxf4IlghqubM/EDU704J5G033jTfeqKMlqoIF4CjHJoNgjGbED9MCtwQDgwHUCDZP552sHJDgsi9RGs8+7obZs2dr7WJRBfugvBaN+CEFadimxwfizvDeS7ilSE3E7waIpGDcGypa5mkTzMdHH32kWhXKJzBPcszmMidYFapgAEWwObJRDcPu7lEFgDqWrBdKkvuVY7DNEraNW/o+BG5ss5xm/8XyCGQ6wXLxmCfhGOTChQuVUY9Gi/saltEsWLBApQZiQ+ncZ0uAU3OqyWXnH3J1QZEo7fIBpuCGUCeMxuYNWVcz2HHYDdw0VkosGioa0OGhHMGXZasAMPYTMnRCcFTacYx34ZYfKiJXzDrBIBKSZ1aOjRs3tnZcbji9lcbCoyISjCxqRnqboKOTwMOe3NwzwksOY70q/9An2CxhWGE6Cdtuu63S0ruO9k+YMMHp8YsFYoyMNLYL0AGIRtZW9+7dlVqFczmoGQanlhLMmkQU5SXJn+xx7XqrGQqqVMTymYC9L+mgLjecwF7D648cizhwxurSYShOBQn2t8hQ5RAyURyFYTevNDcyayqysU88kf2J/CqHrsB+Aygy2GAeQlOqKSPg0v8JRi1NaS8xpKWqdIhBOnLkSNGsWbOsF6YNitey/XBFBvtLsg1hHrXysZdRzBAOpGAKdnOG7PpZcIofgnowQuRGBMPTS6o/++jkudUJAVfqWFSGgnaoTNB5NWzobJG/DHCLMAuxyQVFTlJOm0vlFkGCTZbtXN0jQCiWvFliW2lx1113FX3vx7xAJ8LYR2yQJ3AnIcvp2LFjGo3eZP+HIMHIaKVGotZuH+QnFoNc+MAoiV6ZgOpkxowZqh5EnmBfcESMhgSDQ0uzo5cSjL1l5DzM0KblrnC5SUAcUHWk3KSp3AKTgCwi8kHZ5jhPpBCZPuPvUwTCmnyqwGkRLAdP8HIgTFQZd7sFpIhhGuRRSiuIFKUalqkkGCYYcyeu3cQ9I0kEzXtDUpJOOWd5hR9DTFvEhRUlVW3y3MraQL0K4M7k4B+WIRg7lcppcpLQGMUYtsmZJG0qD3z++efqBqcB6V04E3GnELukvGTe2GijjZRrhSkO9wquB3+HDl3gfMVXRdnRvGCgvweTgrvdgqi0tXuE5jRJxnVeBENJGbXlTBwozoZcGIL5wNdTDIJRpYgoB8CZiWuH9DwSaE3UvWyZSPzV1eZiQeBwNdSO3RP+QxTBJsrGURNLp6BwzAPYASYrGdSajFT09LB/TqcijAuEa3lhPJNiRtJLv379tLfYYQ8nUtQo4+Qa06ZNM4lRwpmJ4T8uRzA5xP0jp8nR8sdEaxrxP4Z3jRo1dC8iFei1OqUDsHEIV0GuPHq4CQqtxihLRSIFm4GygEG7lQQSockYch05QeJugNFwJ/zHQpndRJDPFgmxSYR/sBz5hyuQQTxlypTY9zBKoTVj6im021hWkIuA8oBR+/bbbzf+PCNPHFgdks/IsSmCHEc0RhU6XULxt8yYOXOm7luJPUaqDiIJJpn4mRzFHhEathhOQFcEIxbHQ40DNiA9H3vLFQg2EwxG/MdIysN38XBJtGD6I0TDKEX91UKrZoxv3BaUdHKBRYsWmRDsETgT9Y+42hRDhQbB2GyU1Z1vwNoCvRRDuNANJjaHnIXtm03AKo7Arkm1HgjsZ0nz2Ztvvlll5pjIj03EgxCNxQgpgqSa4Z6JysZi4cN1UKjZNgh2G2TaDy30j4IEkw/gVXkzp8ofW8UdmZUdDwCD1RbYnY1eHOWDYbnPl2c6SRNgZzRiY0/dFSmLgvDePGyoin5KczMChTQyca6TYPdxxx2nFgPhwDNq1NatWyuD36awE3cKpdE1MRWuFPpnUnWdwSKBYIAehsFJBD4LsOkgKjqocJ4eZEKBidshS40MeqWuoxNS8N2iKtZgZLP7XB6OX0ZrpugxY8Yo2yt4TkSXmChMrdigWetRUN+CRF0D18nguH/GEkwyc5rOKMZ0w4jDw0MglwbUXOezc+fOXe5/rAhRXtqw9Vj16g79jJJsKBUFRhdGMVwMeQCyY2+RXR8e3TEnqBGGupd7yMiaZhVNjZBWrVqZ1Aph9JoW94bE+mBCcxTjS7KSY6TBdtIFSbzIUVgtRvlcOB4VDm2V8dSdqiAQwrs48DBZ9Rku5zOBKR4NPUqWsB+SjoNdOnbsWDULEFZCEaED6rGREEII0ACxoxdIPLs3iuFAa5f0XgxR7AV6AJKauMg/K0SkINgYccpJHqLNGrEsRlCCJNlgLFzQrMcBY5xpixAU03tewN/HQqN58+aRxj/mBW4PxKB0EjKU4oAfjtGaZ2KAiUmjF9CjtzQ5ZGstNDX71PuaM2eOmtbC9gsCOiQ3VIwmYTQOeOSLof1q2rSpGo11gH2EupYpKg5ZNgONAqSGFMQmC4FnQJisS5cuamSL6jCMgoSeDGuz0ZtO13mjFsEkUz+Qo9hI+WNf3SugFGaHDh1U+SBIhp3GzxiiurUtIGoxSnYTiDZZoTLF86DjElBcFO/j/uAvS1q0MKUSaiPgT8fxFTD4MBnpUhT+GwkndN6oO4KBQbJ1FQnVEINAUs3+0PQ0HIMme3UTu8u6Kk0DFhKmW7XgOiGAjvGdJ3ChsHpkdEoCZggRAlbh+A7x4aGGSVG9m9qZg3TfrE0weSE/ylGM4lBGW9Nij/HFTIGNkXcdeKaxtFnijATYY7gTooBn3AUYPXF260p/sBXZ3D0DToYLum82GcHAONkoS3iQ4eeM0K1bt6LUf8curFevXqrPsjrFOYn9FmXwu0rRZ+odMmSIGslyAM9+nMkHjAgmmbtE3ki+CXv8OckGxfbhQecNQi5ZN5xo1KiRcsDiIgjDdigtCBYZLKgo1uwQP8jWe4nhnGo6gkGyLyTJ+sgf75Ute9HPEJhqqGuRN1jO25iSyTZnykKBG4TLJBncQUztxCQd1JgAkKoPz970g8YEU2dbsmSsJBludauhfHp5GnvNBPiNwg+BZToxPRugWInv5AyC+KpLUL2IzplGSqSBMTzzNB9MRTAPuCzIBK+f4RjLgKB5sHaoC+Aboq6YD5ylBoFdLeB3IowUjBmiynWtpcexSkTEsr2HO0LbPRVGaoJJRv8kRzHkPDNky1yIHYclFXlcI6zQQBJjW0aNHcmoGFSYEO7CleFyqxd8hig/UJtYAnqkzjzrtAfIMoJBsrckyXrJHzMLxPEhuU7HYuQKy4ookOcChLeC58KNQAQjrRhAF3juLRKsF884ywEyEQx49lhT+eMZWY6TR64fI0h4jx3bIRwfUVO9nxHksryVxRHy6rR2VxCZCeZhgC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</Swatch> 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</Swatch> 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</Swatch> </swatchLibrary> </Fixture>