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Clay Paky Axcor Profile 400 HC (Clay Paky_Axcor Profile 400 HC.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Axcor Profile 400 HC" ShortName="AxPro400HC" Company="Clay Paky"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>1b77c0e4-9433-4d3e-8ee8-ffc3861800ea</Thumbnail> <History Date="26-05-18" Author="Nic Morris" Comment="Created" /> <History Date="02-08-18" Author="Nic Morris" Comment="Changed Effect and REffect to Animation and Animation Rot repectively and revised function ranges in line with 07/2018 DMX Channels document" /> <History Date="06-09-18" Author="Nic Morris" Comment="Added Atlabase ID's. Added product thumbnail." /> <History Date="07-09-18" Author="Nic Morris" Comment="Inverted iris. Changed fixed colours to absolute DMX values." /> <History Date="15-02-19" Author="Nic Morris" Comment="Added RDM ID's (note no personality ID's but should be ok as only one mode)" /> <History Date="20-02-19" Author="Nic Morris" Comment="Added gobo swatches" /> <History Date="20-02-19" Author="Nic Morris" Comment="Created from Clay Paky Axcor Profile 400 (identical)" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="17232" ModelID="171" /> </RDM> <AtlaBase TypeID="6b936d51-7ed5-4d62-bbf5-3362c8f631c8" /> <Control> <Attribute ID="Cyan" Name="Cyan" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" /> </Attribute> <Attribute ID="Magenta" Name="Magenta" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" /> <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" /> </Attribute> <Attribute ID="Yellow" Name="Yellow" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" /> <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" /> </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="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" /> </Attribute> <Attribute ID="Colour1" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Condition Name="Fixed" ID="1,2,3,4,5,6,7" If="'Colour1Func'==1" /> <Condition Name="Split" ID="8,9,10,11,12,13,14" If="'Colour1Func'==2" /> <Condition Name="Scroll" ID="15,16" If="'Colour1Func'==3" /> <Else ID="17" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="27~27" WheelPosition="1" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="45~45" WheelPosition="2" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="63~63" WheelPosition="3" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="81~81" WheelPosition="4" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="99~99" WheelPosition="5" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="117~117" WheelPosition="6" Colour="0,0,0" /> <Function ID="8" Name="Op/ 1" Display="'Op/ 1'" Dmx="18~18" WheelPosition="0" Colour="255,255,255" /> <Function ID="9" Name="1/ 2" Display="'1/ 2'" Dmx="36~36" WheelPosition="1" Colour="0,0,0" /> <Function ID="10" Name="2/ 3" Display="'2/ 3'" Dmx="54~54" WheelPosition="2" Colour="0,0,0" /> <Function ID="11" Name="3/ 4" Display="'3/ 4'" Dmx="72~72" WheelPosition="3" Colour="0,0,0" /> <Function ID="12" Name="4/ 5" Display="'4/ 5'" Dmx="90~90" WheelPosition="4" Colour="0,0,0" /> <Function ID="13" Name="5/ 6" Display="'5/ 6'" Dmx="108~108" WheelPosition="5" Colour="0,0,0" /> <Function ID="14" Name="6/ Op" Display="'6/ Op'" Dmx="127~127" WheelPosition="6" Colour="0,0,0" /> <Function ID="15" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" Colour="0,0,0" /> <Function ID="16" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="128~255" Colour="0,0,0" /> <Function ID="17" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="4~103" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" /> </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="Iris" 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="0~131" /> <Function ID="2" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="132~171" /> <Function ID="3" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="172~211" /> <Function ID="4" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="212~251" /> <Function ID="5" Name="Open" Display="'Open'" Dmx="252~255" /> </Attribute> <Attribute ID="Gobo1Func" Name="Gobo 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" 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>6c535ea8-7d2e-45ec-8e3f-c3af93faa2e8</Swatch> </Function> <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="9~17" WheelPosition="1"> <Swatch>86579b72-debf-408c-b512-78c1e4d9c3f5</Swatch> </Function> <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="18~26" WheelPosition="2"> <Swatch>cb5acb90-35c0-466c-a9ed-ae2350e3589e</Swatch> </Function> <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="27~35" WheelPosition="3"> <Swatch>018c845f-7980-4b48-bdb4-9c611731bd63</Swatch> </Function> <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="36~44" WheelPosition="4"> <Swatch>8076e2c2-a84f-4299-a8b1-75b6d54fd9a0</Swatch> </Function> <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="45~53" WheelPosition="5"> <Swatch>a1079c54-2cb7-4cbd-803b-4d900ad0fd9c</Swatch> </Function> <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="54~62" WheelPosition="6"> <Swatch>530e2d26-643a-4e1c-998b-2b5ead3d0c8f</Swatch> </Function> <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="63~71" WheelPosition="7"> <Swatch>e07e258c-9956-4a25-bdcf-d96d23a9ae9a</Swatch> </Function> <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0"> <Swatch>6c535ea8-7d2e-45ec-8e3f-c3af93faa2e8</Swatch> </Function> <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake %.f%%',0~100" Dmx="160~173" WheelPosition="1"> <Swatch>86579b72-debf-408c-b512-78c1e4d9c3f5</Swatch> </Function> <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake %.f%%',0~100" Dmx="174~187" WheelPosition="2"> <Swatch>cb5acb90-35c0-466c-a9ed-ae2350e3589e</Swatch> </Function> <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake %.f%%',0~100" Dmx="188~200" WheelPosition="3"> <Swatch>018c845f-7980-4b48-bdb4-9c611731bd63</Swatch> </Function> <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake %.f%%',0~100" Dmx="201~214" WheelPosition="4"> <Swatch>8076e2c2-a84f-4299-a8b1-75b6d54fd9a0</Swatch> </Function> <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake %.f%%',0~100" Dmx="215~227" WheelPosition="5"> <Swatch>a1079c54-2cb7-4cbd-803b-4d900ad0fd9c</Swatch> </Function> <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake %.f%%',0~100" Dmx="228~241" WheelPosition="6"> <Swatch>530e2d26-643a-4e1c-998b-2b5ead3d0c8f</Swatch> </Function> <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake %.f%%',0~100" Dmx="242~255" WheelPosition="7"> <Swatch>e07e258c-9956-4a25-bdcf-d96d23a9ae9a</Swatch> </Function> <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="72~113" /> <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="114~117" /> <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="118~159" /> <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" /> </Attribute> <Attribute ID="Gobo1Rot" Name="Gobo 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" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" /> <Function ID="3" Name="Spin CW" Display="'Spin CW %.2f%%',100.00~0.00" Dmx="32896~48830" /> <Function ID="4" Name="No Spin" Display="'No Spin'" Dmx="49087~49344" /> <Function ID="5" Name="Spin CCW" Display="'Spin CCW %.2f%%',0.00~100.00" Dmx="49601~65535" /> <Function ID="6" 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="Prism" Display="'Prism'" Dmx="128~255" /> </Attribute> <Attribute ID="Prism_Rot" Name="Prism 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="128~190" /> <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="191~192" /> <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="193~255" /> </Attribute> <Attribute ID="Animation" Name="Animation" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Animation" Display="'Animation %.1f%%',0.0~100.0" Dmx="1~255" /> </Attribute> <Attribute ID="Animation_Rot" Name="Animation Rot" Description="" Group="E"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="0~124" /> <Function ID="2" Name="No Spin" Display="'No Spin'" Dmx="125~130" /> <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="131~255" /> </Attribute> <Attribute ID="Frost" Name="Frost" Description="" Group="B"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" /> <Function ID="2" Name="Frost" Display="'Frost'" Dmx="128~255" /> </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="255~0" /> </Attribute> <Attribute ID="Blade_1" Name="Frame 1 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_1_Rot" Name="Frame 1 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_2" Name="Frame 2 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_2_Rot" Name="Frame 2 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_3" Name="Frame 3 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_3_Rot" Name="Frame 3 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_4" Name="Frame 4 Pos" Description="" Group="B"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Position" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_4_Rot" Name="Frame 4 Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Blade_All_Rot" Name="Frame All Rot" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Angle" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Frame_Macro" Name="Frame 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="4~11" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="12~18" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="19~25" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="26~32" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="33~39" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="40~47" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="48~54" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="55~61" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="62~68" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="69~75" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="76~82" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="83~90" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="91~97" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="98~104" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="105~111" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="112~118" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="119~125" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="126~133" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="134~140" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="141~147" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="148~154" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="155~161" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="162~168" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="169~176" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="177~183" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="184~190" /> <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="191~197" /> <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="198~204" /> <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="205~211" /> <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="212~219" /> <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="220~226" /> <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="227~233" /> <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="234~240" /> <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="241~247" /> <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="248~255" /> </Attribute> <Attribute ID="Frame_Mac_Spd" Name="Frame Mac Spd" Description="" Group="B"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <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="Reset" Name="Reset" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="Reset Effects" Display="'Reset Effects'" Dmx="26~76" /> <Function ID="3" Name="Reset P/T" Display="'Reset P/T'" Dmx="77~127" /> <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="128~255" /> </Attribute> <Attribute ID="Function" Name="Function" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" /> <Function ID="2" Name="600Hz" Display="'600Hz'" Dmx="11~20" /> <Function ID="3" Name="1200Hz" Display="'1200Hz'" Dmx="21~30" /> <Function ID="4" Name="2000Hz" Display="'2000Hz'" Dmx="31~40" /> <Function ID="5" Name="4000Hz" Display="'4000Hz'" Dmx="41~50" /> <Function ID="6" Name="8000Hz" Display="'8000Hz'" Dmx="51~60" /> <Function ID="7" Name="16KHz" Display="'16KHz'" Dmx="61~70" /> <Function ID="8" Name="25KHz" Display="'25KHz'" Dmx="71~80" /> <Function ID="9" Name="Fan Auto" Display="'Fan Auto'" Dmx="81~90" /> <Function ID="10" Name="Fan Silent" Display="'Fan Silent'" Dmx="91~100" /> <Function ID="11" Name="Fan Constant" Display="'Fan Constant'" Dmx="101~110" /> <Function ID="12" Name="P/T Slow" Display="'P/T Slow'" Dmx="111~120" /> <Function ID="13" Name="P/T Med" Display="'P/T Med'" Dmx="121~130" /> <Function ID="14" Name="P/T Fast" Display="'P/T Fast'" Dmx="131~140" /> <Function ID="15" Name="CMY Normal" Display="'CMY Normal'" Dmx="141~150" /> <Function ID="16" Name="CMY Fast" Display="'CMY Fast'" Dmx="151~160" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </Attribute> </Control> <Mode Name="36 DMX" Channels="36"> <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> <RDM> <Version SoftwareID="-1" PersonalityID="-1" /> </RDM> <AtlaBase ModeID="473b42a8-59f2-4a20-98d1-cc3ad656eaf9" /> <Include> <Attribute ID="Cyan" ChannelOffset="1" Wheel="10" /> <Attribute ID="Magenta" ChannelOffset="2" Wheel="11" /> <Attribute ID="Yellow" ChannelOffset="3" Wheel="12" /> <Attribute ID="CTO" ChannelOffset="4" Wheel="9" /> <Attribute ID="Colour1Func" Wheel="7" /> <Attribute ID="Colour1" ChannelOffset="5" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Iris" ChannelOffset="9" Wheel="21" /> <Attribute ID="Gobo1Func" Wheel="13" /> <Attribute ID="Gobo1" ChannelOffset="10" Wheel="14" /> <Attribute ID="Gobo1Rot" ChannelOffset="11,12" Wheel="15" /> <Attribute ID="Prism" ChannelOffset="13" Wheel="23" /> <Attribute ID="Prism_Rot" ChannelOffset="14" Wheel="24" /> <Attribute ID="Animation" ChannelOffset="15" Wheel="52" /> <Attribute ID="Animation_Rot" ChannelOffset="16" Wheel="53" /> <Attribute ID="Frost" ChannelOffset="17" Wheel="141" /> <Attribute ID="Focus" ChannelOffset="18" Wheel="20" /> <Attribute ID="Zoom" ChannelOffset="19" Wheel="19" /> <Attribute ID="Blade_1" ChannelOffset="20" Wheel="49" /> <Attribute ID="Blade_1_Rot" ChannelOffset="21" Wheel="50" /> <Attribute ID="Blade_2" ChannelOffset="22" Wheel="51" /> <Attribute ID="Blade_2_Rot" ChannelOffset="23" Wheel="79" /> <Attribute ID="Blade_3" ChannelOffset="24" Wheel="80" /> <Attribute ID="Blade_3_Rot" ChannelOffset="25" Wheel="81" /> <Attribute ID="Blade_4" ChannelOffset="26" Wheel="109" /> <Attribute ID="Blade_4_Rot" ChannelOffset="27" Wheel="110" /> <Attribute ID="Blade_All_Rot" ChannelOffset="28" Wheel="111" /> <Attribute ID="Frame_Macro" ChannelOffset="29" Wheel="139" /> <Attribute ID="Frame_Mac_Spd" ChannelOffset="30" Wheel="140" /> <Attribute ID="Pan" ChannelOffset="31,32" Wheel="2" /> <Attribute ID="Tilt" ChannelOffset="33,34" Wheel="3" /> <Attribute ID="Reset" ChannelOffset="35" Wheel="28" /> <Attribute ID="Function" ChannelOffset="36" Wheel="29" /> </Include> </Mode> <Macro> <Macro Name="Reset All"> <Set Channel="Reset:4" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset P/T"> <Set Channel="Reset:3" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="Reset Effects"> <Set Channel="Reset:2" Delay="6000" /> <Set Channel="Reset:1" Delay="0" /> </Macro> <Macro Name="600Hz"> <Set Channel="Function:2" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="1200Hz"> <Set Channel="Function:3" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="2000Hz"> <Set Channel="Function:4" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="4000Hz"> <Set Channel="Function:5" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="8000Hz"> <Set Channel="Function:6" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="16KHz"> <Set Channel="Function:7" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="25KHz"> <Set Channel="Function:8" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Auto"> <Set Channel="Function:9" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Silent"> <Set Channel="Function:10" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="Fan Constant"> <Set Channel="Function:11" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Slow"> <Set Channel="Function:12" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Med"> <Set Channel="Function:13" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="P/T Fast"> <Set Channel="Function:14" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Normal"> <Set Channel="Function:15" Delay="6000" /> <Set Channel="Function:1" Delay="0" /> </Macro> <Macro Name="CMY Fast"> <Set Channel="Function:16" Delay="6000" /> <Set Channel="Function: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" /> <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:2" /> <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:2" /> <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:2" /> <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:2" /> <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:2" /> <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:2" /> <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,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" 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</Swatch> 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</Swatch> 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