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LEDJ Stage Par CZ 120 RGBA (LEDJ_Stage Par CZ 120 RGBA.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Stage Par CZ 120 RGBA" ShortName="CZ120 RGBA" Company="LEDJ"> <Copyright Notice="© Avolites Ltd. 2020" /> <Thumbnail>a9bb10f8-0ad8-4c90-8f55-351bc0a1cae1</Thumbnail> <History Date="03-01-20" Author="Nic Morris" Comment="Created" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="0ae414e1-4758-466f-9403-b7e0aa2504f5" /> <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="Amber" Name="Amber" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" /> </Attribute> <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" Colour="0,0,0" /> </Attribute> <Attribute ID="CTO" Name="CTO" Description="" Group="C"> <Locate Locate="1:3000" PowerOn="1:3000" /> <Function ID="1" Name="CTO C-Mix" Display="'%.fK',3000~7000" Dmx="0~255" 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="Show" Name="Show" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="No Show" Display="'No Show'" Dmx="0~0" /> <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="3~30" /> <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="31~58" /> <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="59~86" /> <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="87~114" /> <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="115~142" /> <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="143~170" /> <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="171~198" /> <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="199~226" /> <Function ID="10" Name="Show 9" Display="'Show 9'" Dmx="227~255" /> </Attribute> <Attribute ID="Show_Spd" Name="Show Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Shutter" Name="Shutter" Description="" Group="I"> <Locate Locate="2" PowerOn="2" /> <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" /> <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" /> <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </Attribute> </Control> <Mode Name="4 DMX" Channels="4"> <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="10125f7d-8b8c-4e2e-8a0c-eb1505071c8b" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="7 DMX" Channels="7"> <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="776c056c-479f-48c2-bc73-fb83bd2a1722" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="41" /> <Attribute ID="CTO" ChannelOffset="5" Wheel="9" /> <Attribute ID="Dimmer" ChannelOffset="6" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" /> </Include> </Mode> <Mode Name="11 DMX" Channels="11"> <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="22418ebf-eeb0-4fa8-aa13-0e039dbd6871" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="Amber" ChannelOffset="4" Wheel="41" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" /> <Attribute ID="CTO" ChannelOffset="6" Wheel="9" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" /> <Attribute ID="Show" ChannelOffset="10" Wheel="22" /> <Attribute ID="Show_Spd" ChannelOffset="11" Wheel="23" /> </Include> </Mode> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>