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American DJ Par Z120 RGBW (American DJ_Par Z120 RGBW.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="Par Z120 RGBW" ShortName="Z120 RGBW" Company="American DJ"> <Copyright Notice="© Avolites Ltd. 2019" /> <Thumbnail>2e17c7c2-1c9c-4b87-9149-5dde672f9226</Thumbnail> <History Date="19-04-19" Author="Nic Morris" Comment="Created" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="66ec21a4-dd8a-4973-b83b-a52508bd2321" /> <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="White" Name="White" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" /> </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" WheelPosition="0" Colour="255,255,255" /> <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" WheelPosition="1" Colour="0,0,0" /> <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" WheelPosition="2" Colour="0,0,0" /> <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" WheelPosition="3" Colour="0,0,0" /> <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" WheelPosition="4" Colour="0,0,0" /> <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" WheelPosition="5" Colour="0,0,0" /> <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" WheelPosition="6" Colour="0,0,0" /> <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" WheelPosition="7" Colour="0,0,0" /> <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" WheelPosition="8" Colour="0,0,0" /> <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" WheelPosition="9" Colour="0,0,0" /> <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" WheelPosition="10" Colour="0,0,0" /> <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" WheelPosition="11" Colour="0,0,0" /> <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" WheelPosition="12" Colour="0,0,0" /> <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" WheelPosition="13" Colour="0,0,0" /> <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" WheelPosition="14" Colour="0,0,0" /> <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" WheelPosition="15" Colour="0,0,0" /> <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" WheelPosition="16" Colour="0,0,0" /> <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" WheelPosition="17" Colour="0,0,0" /> <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" WheelPosition="18" Colour="0,0,0" /> <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" WheelPosition="19" Colour="0,0,0" /> <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" WheelPosition="20" Colour="0,0,0" /> <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" WheelPosition="21" Colour="0,0,0" /> <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" WheelPosition="22" Colour="0,0,0" /> <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" WheelPosition="23" Colour="0,0,0" /> <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" WheelPosition="24" Colour="0,0,0" /> <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" WheelPosition="25" Colour="0,0,0" /> <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" WheelPosition="26" Colour="0,0,0" /> <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" WheelPosition="27" Colour="0,0,0" /> <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" WheelPosition="28" Colour="0,0,0" /> <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" WheelPosition="29" Colour="0,0,0" /> <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" WheelPosition="30" Colour="0,0,0" /> <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" WheelPosition="31" Colour="0,0,0" /> <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" WheelPosition="32" Colour="0,0,0" /> <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" WheelPosition="33" Colour="0,0,0" /> <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" WheelPosition="34" Colour="0,0,0" /> <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" WheelPosition="35" Colour="0,0,0" /> <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" WheelPosition="36" Colour="0,0,0" /> <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" WheelPosition="37" Colour="0,0,0" /> <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" WheelPosition="38" Colour="0,0,0" /> <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" WheelPosition="39" Colour="0,0,0" /> <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" WheelPosition="40" Colour="0,0,0" /> <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" WheelPosition="41" Colour="0,0,0" /> <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" WheelPosition="42" Colour="0,0,0" /> <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" WheelPosition="43" Colour="0,0,0" /> <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" WheelPosition="44" Colour="0,0,0" /> <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" WheelPosition="45" Colour="0,0,0" /> <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" WheelPosition="46" Colour="0,0,0" /> <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" WheelPosition="47" Colour="0,0,0" /> <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" WheelPosition="48" Colour="0,0,0" /> <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" WheelPosition="49" Colour="0,0,0" /> <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" WheelPosition="50" Colour="0,0,0" /> <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" WheelPosition="51" Colour="0,0,0" /> <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" WheelPosition="52" Colour="0,0,0" /> <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" WheelPosition="53" Colour="0,0,0" /> <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" WheelPosition="54" Colour="0,0,0" /> <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" WheelPosition="55" Colour="0,0,0" /> <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" WheelPosition="56" Colour="0,0,0" /> <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" WheelPosition="57" Colour="0,0,0" /> <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" WheelPosition="58" Colour="0,0,0" /> <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" WheelPosition="59" Colour="0,0,0" /> <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" WheelPosition="60" Colour="0,0,0" /> <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" WheelPosition="61" Colour="0,0,0" /> <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" WheelPosition="62" Colour="0,0,0" /> <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" WheelPosition="63" Colour="0,0,0" /> <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" WheelPosition="64" 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="64~95" /> <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" /> <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" /> </Attribute> <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2"> <Locate Locate="1:100" PowerOn="1:0" /> <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" /> </Attribute> <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" /> <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" /> <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" /> <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" /> <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" /> <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" /> <Function ID="7" Name="Default" Display="'Default'" Dmx="121~255" /> </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="f0495246-a880-4756-8f7e-238b06bd2cfb" /> <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="White" ChannelOffset="4" Wheel="7" VirtualControl="Dimmer" /> <Attribute ID="Dimmer" Wheel="1" /> </Include> </Mode> <Mode Name="5 DMX" Channels="5"> <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="a9a4ff35-3caf-4afc-bd35-f39d8c08a03d" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="7" /> <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" /> </Include> </Mode> <Mode Name="6 DMX" Channels="6"> <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="e46e9417-1ee6-45f4-af78-fcb3d28688fd" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="7" /> <Attribute ID="Dimmer" ChannelOffset="5,6" 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="4aa4c67e-2102-4239-b6c1-5af2879649ab" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="7" /> <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" /> </Include> </Mode> <Mode Name="8 DMX" Channels="8"> <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="d9f38fc9-29c6-41cb-a8ed-194bc543a335" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="7" /> <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" /> <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="25" /> </Include> </Mode> <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="3b7be992-c2df-4b00-ac2e-6c15e2baf6f3" /> <Include> <Attribute ID="Red" ChannelOffset="1" Wheel="10" /> <Attribute ID="Green" ChannelOffset="2" Wheel="11" /> <Attribute ID="Blue" ChannelOffset="3" Wheel="12" /> <Attribute ID="White" ChannelOffset="4" Wheel="7" /> <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="8" /> <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" /> <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" /> <Attribute ID="Dim_Spd" ChannelOffset="9" Wheel="25" /> </Include> </Mode> <Palettes> <Group Name="Colour"> <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" /> <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" /> <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" /> <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" /> <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" /> <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" /> <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" /> <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" /> <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" /> <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" /> <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" /> <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" /> <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" /> <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" /> <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" /> </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> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>