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American DJ 12PX Hex (American DJ_12PX Hex.d4)

<?xml version="1.0" encoding="utf-8"?> <Fixture Name="12PX Hex" ShortName="12PX Hex" Company="American DJ" Version="4"> <Copyright Notice="© Avolites Ltd. 2022" /> <Thumbnail>9875a123-aa0a-4360-9b93-20643e9b0389</Thumbnail> <History Date="03-04-15" Author="Nic Morris" Comment="Created" Version="1" /> <History Date="03-07-15" Author="Nic Morris" Comment="Fixed shutter in response to customer bug report." Version="2" /> <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="3" /> <History Date="08-12-22" Author="Nic Morris" Comment="Created from American DJ 12P Hex" Version="4" /> <Manual Filename="" Summary="" /> <AtlaBase TypeID="892140aa-fdb5-429b-b7da-e9a032f59c90" /> <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="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="UV" Name="UV" Description="" Group="C"> <Locate Locate="1:0" PowerOn="1:0" /> <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" /> </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" Intensity="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="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="Auto" Name="Auto" Description="" Group="E"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Update="Auto_Spd" /> <Function ID="2" Name="30 Col Change" Display="'30 Col Change'" Dmx="21~40" Update="Auto_Spd" /> <Function ID="3" Name="6 Col Change" Display="'6 Col Change'" Dmx="41~60" Update="Auto_Spd" /> <Function ID="4" Name="Col Fade" Display="'Col Fade'" Dmx="61~80" Update="Auto_Spd" /> <Function ID="5" Name="30 Col Sound" Display="'30 Col Sound'" Dmx="81~100" Update="Auto_Spd" /> <Function ID="6" Name="6 Col Sound" Display="'6 Col Sound'" Dmx="101~120" Update="Auto_Spd" /> <Function ID="7" Name="Sound Fade" Display="'Sound Fade'" Dmx="121~140" Update="Auto_Spd" /> </Attribute> <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E"> <Locate Locate="1:50" PowerOn="1:50" /> <Else ID="1" /> <Condition Name="Sensitivity" ID="2" If="'Auto'>4" /> <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> <Function ID="2" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" /> </Attribute> <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S"> <Locate Locate="1" PowerOn="1" /> <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~20" /> <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="Default" Display="'Default'" Dmx="101~255" /> </Attribute> </Control> <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="6a9f3fb0-023e-4ffe-9caf-23912e0300a2" /> <Include> <Attribute ID="Dimmer" Wheel="1" /> <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="40" VirtualControl="Dimmer" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" /> </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="11491ab2-103d-4dfc-beee-deafa4a3cc3d" /> <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="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Dimmer" ChannelOffset="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="cbf57d77-7804-4256-9036-76c2f5b9d144" /> <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="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> </Include> </Mode> <Mode Name="12 DMX" Channels="12"> <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="b1dc8fed-bd44-4e10-aacd-861e8656ce83" /> <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="40" /> <Attribute ID="Amber" ChannelOffset="5" Wheel="41" /> <Attribute ID="UV" ChannelOffset="6" Wheel="42" /> <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" /> <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" /> <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" /> <Attribute ID="Auto" ChannelOffset="10" Wheel="22" /> <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" /> <Attribute ID="Dim_Mode" ChannelOffset="12" 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 Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" /> <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" /> <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" /> <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" /> <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" /> </Group> </Palettes> <swatchLibrary> <Swatch 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</Swatch> </swatchLibrary> </Fixture>