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ACME TYPHOON (STROBE 5) (ACME_TYPHOON (STROBE 5).d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="TYPHOON (STROBE 5)" ShortName="TYPHOON" Company="ACME" Version="4"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>d8fb8929-9221-4c52-bd0a-3ea6bde652fe</Thumbnail> <History Date="23-11-21" Author="Nic Morris" Comment="Created (charts are confusing lacking a lot of detail. it is not clear what all the various controls relate to. no pixel layout. made best guess)" Version="0" /> <History Date="17-06-22" Author="Nic Morris" Comment="Created from ACME HAIL (STROBE 5 IP) (translated from Chinese)" Version="3" /> <History Date="21-06-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" /> <Manual Filename="" Summary="" /> <RDM> <Device ManufacturerID="14342" /> </RDM> <AtlaBase TypeID="f8fccfd9-197d-4d0e-94c6-76a45666dd35" /> <Control> <Attribute ID="Red" Name="Red" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" /> </Attribute> <Attribute ID="Green" Name="Green" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" /> <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" /> </Attribute> <Attribute ID="Blue" Name="Blue" Description="" Group="C"> <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" /> <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" /> </Attribute> <Attribute ID="Cor" Name="Colour" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <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="10~17" WheelPosition="1" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="18~24" WheelPosition="2" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="25~32" WheelPosition="3" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="33~39" WheelPosition="4" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="40~47" WheelPosition="5" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="48~54" WheelPosition="6" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="55~61" WheelPosition="7" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="62~69" WheelPosition="8" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="70~76" WheelPosition="9" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="77~84" WheelPosition="10" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="85~91" WheelPosition="11" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="92~99" WheelPosition="12" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="100~106" WheelPosition="13" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="107~113" WheelPosition="14" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="114~121" WheelPosition="15" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="122~128" WheelPosition="16" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="129~136" WheelPosition="17" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="137~143" WheelPosition="18" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="144~151" WheelPosition="19" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="152~158" WheelPosition="20" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="159~165" WheelPosition="21" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="166~173" WheelPosition="22" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="174~180" WheelPosition="23" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="181~188" WheelPosition="24" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="189~195" WheelPosition="25" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="196~203" WheelPosition="26" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="204~210" WheelPosition="27" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="211~217" WheelPosition="28" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="218~225" WheelPosition="29" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="226~232" WheelPosition="30" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="233~240" WheelPosition="31" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="241~247" WheelPosition="32" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="248~255" WheelPosition="33" Colour="0,0,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:8000" PowerOn="1:8000" /> <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2500~8000" Dmx="255~0" Colour="255,240,200" /> </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="Duration" Name="Duration" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Rate" Name="Rate" Description="" Group="I"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Rate" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Effect" Name="Effect" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~50" /> <Function ID="3" Name="Ramp Down" Display="'Ramp Down'" Dmx="51~100" /> <Function ID="4" Name="Ramp Up-Down" Display="'Ramp Up-Down'" Dmx="101~150" /> <Function ID="5" Name="Lightning" Display="'Lightning'" Dmx="151~200" /> <Function ID="6" Name="Random" Display="'Random'" Dmx="201~255" /> </Attribute> <Attribute ID="Macro_1" Name="Macro 1" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="23~30" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="31~39" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="40~48" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="49~57" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="58~66" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="67~75" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="76~84" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="85~93" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="94~102" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="103~111" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~120" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="121~129" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="130~138" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="139~147" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="148~156" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="157~165" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="166~174" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="175~183" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="184~192" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="193~201" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="202~210" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="211~219" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="220~228" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="229~237" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="238~246" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="247~255" /> </Attribute> <Attribute ID="Macro_2" Name="Macro 2" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="23~30" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="31~39" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="40~48" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="49~57" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="58~66" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="67~75" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="76~84" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="85~93" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="94~102" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="103~111" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~120" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="121~129" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="130~138" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="139~147" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="148~156" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="157~165" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="166~174" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="175~183" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="184~192" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="193~201" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="202~210" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="211~219" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="220~228" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="229~237" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="238~246" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="247~255" /> </Attribute> <Attribute ID="Macro" Name="Macro" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" /> <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="23~30" /> <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="31~39" /> <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="40~48" /> <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="49~57" /> <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="58~66" /> <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="67~75" /> <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="76~84" /> <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="85~93" /> <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="94~102" /> <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="103~111" /> <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="112~120" /> <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="121~129" /> <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="130~138" /> <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="139~147" /> <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="148~156" /> <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="157~165" /> <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="166~174" /> <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="175~183" /> <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="184~192" /> <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="193~201" /> <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="202~210" /> <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="211~219" /> <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="220~228" /> <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="229~237" /> <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="238~246" /> <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="247~255" /> </Attribute> <Attribute ID="Macro_Rate" Name="Macro Rate" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="(Undefined)" Display="'(Undefined)'" Dmx="0~0" /> <Function ID="2" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="127~1" /> <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="128~255" /> </Attribute> <Attribute ID="Macro_Fade" Name="Macro Fade" Description="" Group="E"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:100" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> </Control> <Mode Name="9 DMX" Channels="9"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="3e9761e6-a5ba-440c-af44-ae70376a682f" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Master_Dimmer" ChannelOffset="5,6" Wheel="4" /> <Attribute ID="Duration" ChannelOffset="7" Wheel="6" /> <Attribute ID="Rate" ChannelOffset="8" Wheel="5" /> <Attribute ID="Frost" ChannelOffset="9" Wheel="20" /> </Master> <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Lens" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="16 DMX" Channels="16"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="98263919-358a-4f6f-ac43-9b22bda902da" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Cor" ChannelOffset="4" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="5" Wheel="8" /> <Attribute ID="Master_Dimmer" ChannelOffset="7,8" Wheel="4" /> <Attribute ID="Duration" ChannelOffset="9" Wheel="6" /> <Attribute ID="Rate" ChannelOffset="10" Wheel="5" /> <Attribute ID="Effect" ChannelOffset="11" Wheel="22" /> <Attribute ID="Macro_1" ChannelOffset="12" Wheel="23" /> <Attribute ID="Macro_2" ChannelOffset="13" Wheel="24" /> <Attribute ID="Macro_Rate" ChannelOffset="14" Wheel="53" /> <Attribute ID="Macro_Fade" ChannelOffset="15" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="16" Wheel="20" /> </Master> <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="Lens" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> </Cells> </Mode> <Mode Name="23A DMX" Channels="23"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="5cb4a319-6c81-4d37-b8f5-7e9c44cfb051" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Cor" ChannelOffset="4" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="5" Wheel="8" /> <Attribute ID="Duration" Wheel="6" /> <Attribute ID="Rate" Wheel="5" /> <Attribute ID="Effect" Wheel="22" /> <Attribute ID="Macro" Wheel="52" /> <Attribute ID="Macro_Rate" Wheel="53" /> <Attribute ID="Macro_Fade" Wheel="54" /> <Attribute ID="Frost" ChannelOffset="23" Wheel="20" /> </Master> <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="FX 1" ChannelOffset="6" ModeLink="FX cell 3" X="0" Y="1"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Rate" TargetId="Rate" /> <AttributeLink SourceId="Effect" TargetId="Effect" /> <AttributeLink SourceId="Macro" TargetId="Macro" /> <AttributeLink SourceId="Macro_Rate" TargetId="Macro_Rate" /> <AttributeLink SourceId="Macro_Fade" TargetId="Macro_Fade" /> </Cell> <Cell ID="Cell3" Name="Lens" ChannelOffset="14" ModeLink="Dim cell" X="0" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell4" Name="FX 2" ChannelOffset="15" ModeLink="FX cell 3" X="0" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Rate" TargetId="Rate" /> <AttributeLink SourceId="Effect" TargetId="Effect" /> <AttributeLink SourceId="Macro" TargetId="Macro" /> <AttributeLink SourceId="Macro_Rate" TargetId="Macro_Rate" /> <AttributeLink SourceId="Macro_Fade" TargetId="Macro_Fade" /> </Cell> </Cells> </Mode> <Mode Name="19 DMX" Channels="19"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="60d7fc27-a943-4881-88bb-563749ee3267" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute ID="Duration" Wheel="6" /> <Attribute ID="Rate" Wheel="5" /> <Attribute ID="Effect" Wheel="22" /> <Attribute ID="Frost" ChannelOffset="19" Wheel="20" /> </Master> <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell2" Name="RGB 2" ChannelOffset="4" ModeLink="RGB cell" X="0" Y="1"> <AttributeLink SourceId="Red" TargetId="Red" /> <AttributeLink SourceId="Green" TargetId="Green" /> <AttributeLink SourceId="Blue" TargetId="Blue" /> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell3" Name="FX 1" ChannelOffset="7" ModeLink="FX cell 2" X="0" Y="2"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Rate" TargetId="Rate" /> <AttributeLink SourceId="Effect" TargetId="Effect" /> </Cell> <Cell ID="Cell4" Name="Lens 1" ChannelOffset="12" ModeLink="Dim cell" X="0" Y="3"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell5" Name="Lens 2" ChannelOffset="13" ModeLink="Dim cell" X="0" Y="4"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> </Cell> <Cell ID="Cell6" Name="FX 2" ChannelOffset="14" ModeLink="FX cell 2" X="0" Y="5"> <AttributeLink SourceId="Dimmer" TargetId="Dimmer" /> <AttributeLink SourceId="Duration" TargetId="Duration" /> <AttributeLink SourceId="Rate" TargetId="Rate" /> <AttributeLink SourceId="Effect" TargetId="Effect" /> </Cell> </Cells> </Mode> <Mode Name="23B DMX" Channels="23"> <Import PearlRef="" DiamondRef="" WysiwygRef="" /> <Physical> <Bulb Type="" Lumens="" ColourTemp="" /> <Lens Name="" Degrees="" /> <Weight Kg="" /> <Size Height="" Width="" Depth="" /> <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" /> </Physical> <AtlaBase ModeID="fc724dce-210f-44de-be9c-b3685e027fa9" /> <Include /> <Cells> <Master> <Attribute ID="Red" Wheel="10" /> <Attribute ID="Green" Wheel="11" /> <Attribute ID="Blue" Wheel="12" /> <Attribute ID="Dimmer" Wheel="1" /> <Attribute 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</Swatch> </swatchLibrary> </Fixture>